![Ethyl 3-{imidazo[1,2-a]pyridin-2-yl}-2-oxopropanoate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABC1AAAQtQFCKPEhAAACX3pUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfF2ObNzsKqaJWkya1m7S20r5NDnFSpAAVkLd/vzM0CZAMFNCd7+6xz5zPmT0c0y3sTVEmeRYRThkBk8X5Ksk2EXl/+z6R5GE+izEIA7MyIh9V9Tl1nMPhQOMPk+pjntE4T0njnx7LpBNzcGlebBzBGHf+vDy/1swkycpKZ7FBqkymZW18zmNd1Vn8Zwkn1cU+yZwm3EmLfTPbX8Hsw+ixXJHrXh7Rt0AU1snWwDovUl3BXjCKD/sGG5OZQldmBcsTml3q4d7ns5enPN6lJqtQtTMksd6+VsUuRkOab028w8lQ+fEUkZQjoKs8XRSFPoHVrFlz0AK0C9oD7YMOQIegJWgFmjN80c8xgGMExxCOMRyDeIjffmvs4m+nT4M7gEf41Xrt7+eXrHX8fCIiIRUeD0FSP/Q9UFQxxYFztAp5lQLdgX+VLlWcYZyPfhf9AQ18FgIPaSAxQ66oEI1Uqj0++wPkec17zJMETpjJBFNh0oNJQHFOlP2xR6Vq2yUNvfvxvhTMjkMReFepKAsw6Qln1FWY9VU5e3BGVymsi3MpzHy2zLNVS4VkFZElJ3XFfpt1Kb6KRiAvVqbAPrAT2NA2ILqALfEw4HYBeyCGAa8L2ONzAcQ9wL8BguEVgi5gj+bwCuENIIdXkF3AHvthQHWBukkuxOIeYf2d0tVNNcL0y1034QjTq3jTtCNMr+hNk48wvbo3l8II0yt9c4mMMMGdbzDG9A7A+aIaZORtSe8iTqsxnfPtiurNzeu0rmUH/4zm/wCQ7e/nrO4fkAAALSZJREFUeF7t3Qm81XP+x/FZGERji7INQpYZ21CEoaYs2XeypGwjS5JhhBrrJERlQhIala6mkhhb1lRSUkq0SqmkrClDNd//eX/P/3fd++2sn3vOveec+3o+HvdRnd/v3nvO6d7f+/f9fj/f7/cXDgAAg1+EDwAAkAkCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQGA3dapzrVs7t802zq2/fvzPs892bsqU8EwAJYgAgU1ZmXNbb+1cz57OLVjg3E8/ObdwoXO9ejlXv378OICSRoAge7NnO7fVVs5NmxYeidPj9erFzwNQsggQZO/yy5275Zbw0cp0XOcBKFkECLLXqJFz06eHj1amVojOA1CyCBBkb8MNnfvhh/DRylatcm6jjcJHAZQQAgTZI0AAOAIEFnRhAXAECCzat3fu1lvDRytjEB0oeQQIsjdzZrxMN10Z76xZ4REAJYQAgc3gwfGJhJo4qAmEmkj42WfO9e4df1zHAZQ0AgR277/v3FlnOdegQXwpE81A178nTw7PBFCCCBAAgAkBAgAwIUAAACYECADAhAABAJgQIMje2rXOPfdcfLmSRObOde7dd8NHAZQYAgTZe/312E9O7EfnkUfCI3FHHx2fSAigpBEgyJ5aHwqQ++8Pj8Qdemh8wUUAJY0AQfYIEACOAIEFAQLAESCwIEAAOAIEFgQIAEeAwIIAAeAIEFgQIAAcAQILAgSAI0BgQYAAcAQILAgQAI4AgQUBAsARILAgQAA4AgQWBAgAR4DAggAB4AgQGHwcC5AbYwEyNkmA9I0FSFcCBCh5BAiy9lwsQH4RC5D7kwTIobEA2ZAAAUoeAYKsESAAhABB1ggQAEKAIGsECAAhQJA1AgSAECDIGgECQAgQZI0AASAECLJGgAAQAgRZI0AACAGCrBEgAIQAQdYIEABCgCBrBAgAIUCQNQIEgBAgGfjkk0/csmXLwodrrTBAfvrpJzd16tTy4wTIuj7++GO3YsWK8GGgqBEgKXz33XfuhhtucL/85S/dBhts4Pr06ePWrFkTnlbrVAyQF1980dWvX9//+/jjj/dhS4D87IsvvnAXXnihf39++9vfuqeeeio8BShaBEgC//vf/9zjjz/uGjRo4H/xt9pqK1e3bl3/9z/84Q/u1VdfDT+lVokCZK+99vJ/rrfeem777bf3f1dw7LDDDrU+QNQqu/fee92mm27q35dtt93Wvyf6+2GHHebee++98FOAokOABMaOHesaN27sf9EVGv/4xz/cjz/+6JYvX+4uu+wy9+tf/9ofO+WUU9zcuXPDTy9533zzjTv11FP9e6CPI4880s2YMcMfKysrczvuuKN/XK22J598Mvjs2kEB26hRo/Kbj0ceecStXbvWzZ8/35111ln+8V/96lfuoosuckuXLg0/HSgaBMj/W7hwoTv33HPLL34XXHCBW7x4cXia++CDD1zz5s39eerW6ty5s+/qKnW6APbr189tvfXW/rXrzloXxtAPP/zgL5K/+c1v/HlNmzZ1EyZMCE8rSR999JE7+uij/etef/31XadOnXzght566y23//77l7+Pd999t79JQXys6D//+U/4MApUrQ8QXfBuvfVWt/HGG2d1wRs2bJhr2LCh/5xtttnGPfHEE77rqxRVvOCpHz+TC16mgVwKvv76a3f11Vf70NDrPfbYY93MmTPD0yoJA3m33XZzzz77bHharfH++++7Nm3alLfwhw8fHp6CAlSrA6Ril8t2222XdZfLf//7X3fnnXe6TTbZxH+NJk2auHHjxoWnFa1cdLkk6xIsBSqoeOihh1y9evX869t9993dCy+8EJ6Wkloo1157bXmLrWKXYKnTDdeoUaPcn//8Z//aoyCtU6eOHy968803w09BgamVATJ58mR3+OGH+x9Y/aB26dLFff/99+FpGVu0aJG/e9Kdtj7OO+8899lnn4WnFY1VK1e6rl27uo022si/R1Ud9A2LEtRyK/Y7zNdee83ts88+/vVsttlm7r777vMD51ZqsRx33HH+66kl06FDB/fVV1+Fp5UEtfoVvArcKDjUanv55Zf9cb236h7efPPN3bRp04LPRiGpVQGiksqLL764vJl8xhln+LLTXHnnnXfcwQcf7L+2usRuu+02/8tSTJYNHOgu2WEH/xp+97vf5bTsNCqL1sVBX193nsV2gZg3b5477bTT/PPXz9Gll16a0zlCKoveY489/Nffcsst3YMPPlgypeNLlixxN910U3mLTTdvl1xyifvwww/DU93TTz/tW73qGfj000/DwygQtSJAwpLK/fbbz73xxhvhaTnzr3/9y//g63udu9NO7vPYL0PBmzjRuUMOif1E/ML1rVPH9bzlFrdq1arwrJyYM2eOO/nkk/37oxLg9u3b+yq3QqZJgLr4ReHXrFkzN2XKlPC0nFi9erXr2bOnvwPX9yr20nFNMm3btm35e6d5Qxp31A1dKr179/bn77nnnu7LL78MD6MAlHyAJCupzDd1id15883unthd1trY93ZHHKGRwvC0mhe7K3Tt2rnY7Z4PD9e6tVu9YEF4Vl6MHj3a/f73v/f/N7pY9urVy188C4m63wYMGODnceh57hS7IRg6dGh4Wl4Ue+m4fvdatmzpn3sUhP379/djh5lSlaM+95DYzU2+bmhgV7IBkmlJZb79V11kp58evzjHLgSxNrv60sLTqp8Gsu+6y7m6dePP7YADnHv77fCsvFNg/POf//TdNdHd5ksvvRSeViPGjx/vDjroIP+8VChx++23Z3XxyxXdwYel44W6LIq6bPv27ev/H6PgOOaYY3zXnJVaL/o6J5xwQsl055WKkguQRCWVqi2vca+/7ty++8Yv1ptt5lyPHupbC8+qHs8849wuu8SfS/36LnZbqLrS8KxqpS6KK6+80ndpRReLWbNmhadVCxVFnH/++eVFEfp7IRRFqHR855139u9PoZWOf/75574YRa18PT+Nb6hqb/r06eGpWdNNhn6P9XX1NVE4SiZAEpVUFtyEJN09xe7OYk8yfvGOPUf3/PPhWfmjX+YWLeLf+ze/ce7665379tvwrBqlAdWo20Olrdddd13sKVbPc1Tr4o477igvy1brQ62QQlJopeOaWKu1vqLxDc1r+fvf/551uXc6K1euLG8N3nzzzeFh1JCSCJDXY3f3uSypzLtYK8ldc42LNZPiF/NYE9/ls5WkAcgrrnCx2/v49zvxROdmzw7PKigjR450u+66a/lF6dFHH83r2JXGNaK7e413aNyjUO7uE6np0nHdnB111FH+/dKH1kXT+GI+u/hU7RaV/qo6DTWvqAMk3yWVeafQUHjooq4w6dgxHi65ogHpBx5wbost4t8j9kvuXnklPKtgacJh9+7d/ex3/R//8Y9/dGPGjAlPqxKNL6iiSl9fd9E33nhjwY4vJFKdpeMKB82ejwof9KEQqc6WvsruFfD6fVeXHmpWlQJEP0DpZHJORE1xVZrojlO/zLvssos7++yz12miV2dJZbVQN5a6s/ReqXurrCw8Q1c6XyHlttkmHjb6M/beuGSvWxVfCgx9TQWIgqTAKpwypf51dZNoXoD+v/UzUdW5AbrR+Mtf/lJe4aQFInVDUqwqlo6rUkzzKHJF3VHqloqWXdHvXbt27Xz3VU1Q6Kskn9nqNS/zq3sCmYRDJueIKjdUbqsffA2oqmRPwXHSSSet8zU0GTD6Ramuksq8U5ebBtY1wB67w6tEgRL75XU9ezqnEludu3Chc716xQfBEwVO7OLou6wuvzzehVUCJk2a5Pca0f+9Zsnroqa+8Wyoa1P7mKirU19n77339jOfS4FKxzU+EC0bf8QRR/g1pqw0AK7ftejraYBcA+UK9Jqmbms9r/r1G7mPPpofHkY1yezqnkR4YU8kk3N0J6MwSNb9pElHFWl9JZV+5qupXqM0YFyxG0tjFbFfXJdsxrYeV6slHNNQzXwhlAvnwaBBg/yeI/rZ0p+DBw8OT0lI61RFs7xVbKGii1IsC1U3z+mnn+5fp1pYmu2d7HcrEZXcqvRWn68PleQ+/PDD5t83jV2pElIXfd3wqXpMN4r6t8rtrf8Hw4Y95373uzNcy5YPuiVLiqfbsZSkv7qnkEk4ZHKO7nIUCEhALYhbbgkfrUzHdV4topaHWiDRel26yCVbzVY3HFp9QOepvFtl3qW6zlRFukDvu+++/nWrxdUj1sJNVlyi8Q1N8tNkvyg4VA2nyYAWWunhr3/9qzvwwAPLux6TfagIQP8/HTt29HOAsplMOmTIFHfAAX1jgVnmvvnGFnCwS391TyGTcMjkHI11zA7voBHXqFG8/DYVtUJ0Xi2ksZCokEIXIo2VRF0smjiqCaTRBUyLQuqOtzbR3b1aDxXL25+vUDqu5UTUwo+2Jdb4hpber7jHfaY0B0tl0FpDLQoHBby6HVXgckvsRkchpRaI/tS/NQ6lhU2j7RT0oa4yhUmm41x9+rzrQ6Rdu2diraTMwwdVl/7qnkJ4J5HsIx31Zeaz/K+oaWvYdF0H6q6K/aLWVuqe0c9ZtHaUqrYUKtGktujxqowHFDtd3HVRjibYat8bjS9G4xsKGBWmaMHDbKlaTsv0R9VyW2yxhQ8GtYAy/b1Wq0MtRS1tH22PrEmluiHI5DndeusbPkQ6dnzBrV1buOXXpSb91T2FTMIhk3MIkBQIkLSiADnzzDP9fJEoMLSvxD333OOuueaaWh8gEY1FVBzfUItEcyqs4xta5j+am6HZ8VoEMtvChpBaTUOGDCnvdtQ+Mum6uNesWeuuvvoFHyIKE1SP9Ff3FDIJh0zOoQsrBbqw0ooCRJtfiar4rrrqKr8hluiulgCpTJMmNdO/KpMlVYSgLi8N1KurMNdbO+u5PfbYY+Xlw61atUq5Kq+6r9q2HeFDRN1ayL/0V/cUMgmH6BytvNqiRQt/N6E7FfWzRn3VGkTv06dPxU9DpH17tc/DRyurhYPoFYUBEiJA1qV5L3pPrMUEmnAZtTryvdS85qFobbSoxZTqZlMD6aedVuZD5Omn191nBLmVPgFSyCZAtJqoZo5qCQbdqWjgThsKicp4tUtdsj0hNLu21tLe2irTTVfGW0MLDxYCAiR7aqHpPbFs6BWFhyrfMh3ozgXtkqnvq50tUy20uXjxCnfMMU+6xo0fiYVb8U4OLQbpEyCFbAIkpNnk6qOOaCKhavRVJ667Ik0k1EJ2iSYS1jqa56CJhJo4qAmEKsXUuke9e8cfz3AeRKkiQLLXrVs3/55ku8y6uq2i8MhmbkmuqKJM1XYaaF+o34UkZs360jVr9rhr2vRR9957i8PDyJEqXZkzubAnOkczZvUDrD2gK1IVhnaqU/WM+mc1NtK6deuCWxG1Rujipwtk7O7LL2WiGej69+TJ4Zm1DgGSPS19ovdEYwyZ0oC5xjzUbVWdLY+QVhLQc9dKxKmKbxQcChAFiQIFubfu1T3P9B+vDw2MperLBDJFgGRP4xZ6T7RJViZUqqseAg2YF8LSL5pdr+ffoUOH8FAlo0fP9V1ZrVoNjDXc87eac21V7QEi2t9Bs4j/9Kc/hYeArBEg2VM5r94TbZmbiajLS9VWhUCBplnzmiSqnotURo2aGXvemuFOgORajQSIKEQ0+xSoKgIkexqD1Hui6qZ0NAlRkwTVdZXrUt2qmDBhgg8QLZeSKVVntWw5wM2bl3zbBJ2DzFRbgGiZ9smTJ/sJSwsWLPDbl4ZjIIAFAWKjJdG1x0o6Wp5E758mCRaac8891z+3ESNGhIcSUjgMH/6Ru+iikS7ZFBgCJHPVFiBa6K5x48Z+bRytoKqlDlJNCgIyRYDYqJJKJbGpaDKf1rbS8iRVnWGeDyrnVStES9dnIgqHyy4b5YMkEQIkc9UWIEC+ECA2Wm1XF99kK/SK1rPSe6cbvkJ19NFH+9LemZozlUYUDgsXfusH1r/8clVwBgGSDQIERY8AsdFqEHpfUpXkakl2naMgKVRPPfWUf4533XVXeGgdFcNh4MCp7sYb151FT4BkjgBB0SNAbKIZ5eGW0RVpgFrdzqnmW9Q0dYWrvDha2SKViuGgVXsvuGBE7PVXnpBY8RyNk3zwwVI3adKiKn1MnLjAjR37vg9iy4f2ZUkV9DWFAEHRI0BstMKt3pdk20Kra0vLvxdDub2KAVTVmW5xyLB1MWfOl+7UU8sq7SNS8ZyhQz/0/67qx7779nBbb93cv9/WD61aXmjjUAQIih4BYqPKJb0vvbRETgIaU9BxTdordG3atPHPVdv5pqKLeahv30mx9+Cd8n9XPGfZspWuf//J/pyqfDz00Dh3zz1P+E20LB/NmjXzr0/z5woJAYKi920sQI6J/XL9I0mA9IsFiI7PJUAqmTRpittkk11c1673hYe8V155xV+0tFlUodOMej3XdCsDJwoQzVBv3frf5cudJDqnpqnloepVrR9YSF1ZBAiK3ppYgEyPXTwWJgmQJbEA0fEfCJBKli79xu2++/Xu+uuHhYe84cOH+4tyMWy18MADD/jnmm4+SLJwmD59qd8SV+Miyc6paYMHD/av8eyzzw4P1RgCBMVPq8LGfrH84pKJxALEHydAKtHFskmTfu7SS0eFh7yBAwf6C1Y2Cy7WFD1HPddBgwaFhypJFQ49eoxzZWXTU55TkzS+o/3lVbI8ZsyY8HCNIEBQ/AgQM82FOOWUIeHDXm1qgYgG0s85Z1jKc2rapEmT/NydAw44IHYDsDY8XO0IEBQ/AsSsTZsR7rDD+ocPe6U4BlIK2rVr51/ro48+Gh6qdgQIih8BYvbXv77k77i/++7H8FBJVmGVgiVLlvjFLevXr+8Xpa1JBAiKHwFi1r372z5A5s5dd2/0UpwHki+azKjVgTXp7+mnn3ZPPPGE/1P/fvfdd817zyfTvXt3H5jXXXddeKhaESAofgSI2eOPv+8DZPz4xNvDlspM9FWrVrvOnUe7sWMXhIeypvdC3XtdunTxizhuueWW/mKe7qNevXquefPm7tZbb3VvvPGGW73658mL2dJ+KLvuuqvfuTXV/vD5RoCg+BEgZs89N9MHyMiRH4eHvFJZC+vBByf61zl48LTwUMYUGm3btvXL4EehsN5667m9997bb1eh1oAm/fXv39+3QPSn/q3HtVV3tAFW9LnaulvbWkycODH8VhkZOXKk/zqZ7OmSLwQIih8BYjZhwmf+wqrZ1okoOHSRKubVeBct+s4dckh/d/zxg2Kth+zu+tWNpzDQxT+68Dds2DDWmunsXnrpJff999+Hn5KSNuTSulZXX32123bbbcu/pmaa6+tlSysq6/Mtn5sLBAiKHwFi9sknX/sA6dYt8byCUtgP5G9/e8W/xpdfnhseSmnUqFFut9128xfoDTbYwF144YXunXd+XvKkqlSGq1aNWhBRkCgQtN1wpqZPn+5bQXvttVeVusSsCBAUPwLEbOXKn/zF9ZprXgwPlSvmHQnfe2+xf32XXPJseCgpVTlpt1R9XY0xXHPNNf6xfJo2bZo78cQTy7/nbbfdlvE8D3WD6fN69+4dHso7AgTFjwCpksMPf9ydd17i5UykWPdE10x7rXHVuPEjsbv6ZeHhhDSuoLEJXZBbtWpV7QPUzz//vNt5553991dRwOLFi8NT1qEiAg3kq5W4fPny8HBeESAofgRIlZx2Wpk76qgnw4cr6datm7+oderUKTxUI1SFFA1Kjx07NjzsDRs2w7c+br/9zfBQQmppaSxF5cB9+9bcbHTN7TjjjDP8+63uw48++ig8ZR3R0vyXX355eCivCBAUPwKkStq3f87fpa9Zk7zLRBfsPfbYw5fLvvbaa+HhaqfJjbpgdujQITzkrVjxo2vZcoA74ojHE25bW5G6ijS+oa+3yy67uBkzZoSn1Ih7773XB6RaF5pLkorGPxSoGg/54IMPwsN5Q4Cg+GnymEoZBw4Mj8SpQqV5c3X4h0fg4psmXXbZKP82pvLee+/5wWR1ZdXkkuL333+/v9g3adIk6fyU++4b71sfTz45NTxUiYoEoqVBmjZt6r744ovwlBqlBS01mVMhkq4lEi0906JFi/BQ3hAgADL20EMP+YvUnnvu6Tfyqm4PP/yw72bafvvt3cKFiSc/zp//tTv44H5+kUjt9ZGKymmj8Mi2JLe6KETUElF3VroxkZNOOsm/nmRFBblGgADISrSXukKkOlsiXbt29d+3QYMGKQe3O3R4wbc+xoxJ/dw00U9fb//99/eFAoVM3Vl6rprJnqo6a86cOb6VqLkqyVpnuUSAAMhaFCLqzsr3CrhLly4tnyux++67u9mzZ4enlNNSJQqPq676T3ioEnXHaY9xLS9SnSFYFWeeeaZ/D1Tim8rf/vY3f54KH/KNAAFgou4s3e1qYF3VWbku8dX4hDaK2nrrrf0FUWW1KllNZvXqtb6i7KCD+rl585K3KDS7XMuPqFtI4wbF4ptvvvElvponkmqyof4f1EqrW7du2i6vqiJAUDqmTnWudWsXuy12bv31439q+88pU8Izaz3dpatKKdWFNpONlXQnr1ZB1BrRZMOqzlhfs2aNGzJkiNtvv/3819WFUGWq6Qwa9IF/zvfem7isNxJNjLziiivCQwVP80T03I888sjwUCXRDo1auyufCBCUhrIyF7tVdU6zpRcs0G2mcxpk7dXLufr148dRThfa4cM/chddNDJp9VUmASIq8dWmU5psqIuWJrRp7Syto5VpP7zKUDWf49prr/UD5Po6KklVeW0ms8CXL//WNW58i2vRYoD79tvk31Nfq06dOv575LrFVF2iGeup1r9S600TLNXKSlcCXBUECIqf+sS32krrQYRH4vR4vXrx8+BF4aDyXQVJIpkGSEQD0bq7V7WQLnD60FLw2sf70ksvTbhSrYLm8MMP95P3os/RTPCOHTtmNTZx2WVXuM022989+eTo8FAl+rr6Hvr+xUrzPFSJpgUYU1Eg6zxVmOVrnxQCBMVPs29jF6OUdLyaZ+kWsigcFi781u+LnmiyXbYBUpH2u9BS8NFdcBQOiT50kVN3lS7uuqvOdlHAKVOm+HGYffbZx3d/JaM5Hgo0TRbM9nsUmqioIN1S8Oecc44/T6XA+UCAoPg1aqRlScNHK1MrROfBqxgOAwdOdTfeuG4lVVUCpCKVnWrQV11aQ4cOrbRbnybHpbroZ0J34rpIppsh36NHD39enz59wkNFJ5o0qIUUU9FcGbXu1GWXj3kuBAiK34YbOvfDD+Gjla2K3WHH7j4RVzEctOjgBReMcOPGVZ6Yl6sAyad///vf/kJ66qmnhofWoaU+1AIp9DkfmVAoaz8Rdfela01pB0S9RzfffHN4qMoIEBQ/AiRrYTjMmfNl7CJcFnsbf74YhecUmh9i/+c77bSTn88xb9688HAlWt9KF9Gzkq2XVoSi8Rx1F6ayKvazv+OOO/rwnD9/fni4SggQFD+6sLKWKBz69p3kevX6ecOkiud89dUP7vTTy3xLRWWyL7ww23366Tflx2tCVI6rSY3paK8MnTtgwIDwUNGKSnrVwkinrKzMn6tVfnOJAEHxa99e7fTw0coYRK8kUYBo3SjtnzFrVnyyXsVzvv/+R79qb9Omj/rHo4/mzZ/wS4c8/PBE99Zbn6Ysoc2lzz77zG2yySa+G2fFihXh4XWo9FWD9YsWLQoPFS0t+67iAe0bkglVuylE3nwzs+XtM0GAoPhpL2yV6aYr402xflJtkyhAZPr0pa5du2f8uEiicxQyM2Ysc0OGTHNdurzmWyUVA0UfJ574lOvcebSf2Dd16udZ70OeifPPPz+rFsUOO+zgu7tKjbay1XIsmZg8ebKviFPFW6r1tLJBgKA0DB4cn0ioiYOaQKiJhLG7VKdtPvW4jqNconCI9OgxzpWVTU95TkXae2P8+IWuf//JrlOnl9yRR/6rUqA0adLPnXPOsFgjcYQbOHCE3761KsaPH+9bEwcddFBG8xvUQtH5Wgql1Jx88sk+SL/66qvwUEIXX3yxPz9XG2YRICgd2jBKg6QNGsSXMtEMdP07dueFylKFgwbSdcFPdU46ixevcK++Os/vy3HxxSPdYYf1dw0b/sVttFF8lrlmravrRQv/aenxTLuWFBgKDgWCgiQTuvPW99Te5qXmuuuu868t09nmWphy00039euLaW2tqiJAAOSdusQ+/HC+69fvMX8XvO+++64zwXC77bZzp5xyirv77rv9nI5ES42oy0rnqgsrU6NHj/afUx2r01a37t27+9f28ssvh4eSipaGz8X2xAQIgBqhiW0qQdUFTfM4NE5RMVD0odnlWg9LK/9qaQ4NmmvwXIPomRo+fLj/WpksyFhsNClSr23YsGHhoaS0dlmjRo3SruqbCQIEQMH4/PPP3TPPPOM6d+7sWrZs6btbwlDJ9s5Zy3jo87RCbamJVt3NdqkSdRvq8zQIXxUECICC9uGHH/rlTxo3buwvemdrif4s0AJZl7oJ9XlaU6sqCBAARUED6AcffLAfQB83blx4OCnGQCpTK09FDBpI11ySqiBAABSNCRMm+MF3tUYyKeEVbXpl6foqBtlWYclFF13kP6dfv37hoawRIACKSps2bfwFUN1amVA1l1otxx57bHio6KlqTe9Fqq1+K5o0aZIP4P333z8nkwkJEABFRXNGVImlLXQTlfomouXMGzZsGD5c9LTC8JZbbhk+nNRhhx3mw/Stt94KD5kQIACKjrbQ1Z33DTfcEB5K6LjjjvMXTvX/lwrNsF9//fXdEUccER5K6KmnnvLvWS5XJCZAABQd7bW+8847uw022MDNnTs3PLyOaDOpwSW0pI12b9Rr6tKlS3hoHStXrvRbDWtJ92y2Ck6HAAFQlFS6qguoxgHS0ba3Ordt27bhoaKl1pdek3YnTEf7z+vcrl27hoeqhAABULSaN2/uL4yvvrrulrwVqWJLe6GrfFV346VAr0cTLdUaS0Utjjp16viZ/rl+7QQIgKI1depUvyfG3nvvnXZv9Whr12xnbRcilTNn2qLSxMt8dd8RIACKWvv27f0FUrOyU/nkk0982GgOSbHT+mCZdF+NGTPGFw8ceuihGc+byQYBAqCoLVu2zG2++ea+nDXdvhitW7f2F94XX3wxPFQ0Fi9e7IsHVMKbKhQ0z+OAAw7w8z4mTpwYHs4JAgRA0evZs6cPhg4dOoSHKpk+fbq/oDZp0iQnE+lqgvY10WtNN5Gyf//+/rx27dqFh3KGAAFQ9FavXu323HNPPy9Ciy+mEs1kz9WufNVp1qxZfhl2Lcf+k3bdTEJrXNWvX9/VrVvXLVmyJDycMwQIgJKgbikFw1FHHRUeqkS78qnLa4sttvDdQcVE2/LqNY4aNSo8VEm0RpYWW8wnAgRAyTj++OP9hfPZZ58ND1WihQR1nsqAi6UrSy0mPWfNqk9l9uzZvpWiMl9tHpVPBAiAkjFz5kx/8dxtt93SXjzPPPNMf0G+6aabwkMFZ8aMGW7jjTd2W221VdpW04knnuhflzbmyjcCBEBJufbaa/0FVJsmpaJxAo0l6NxcLG2eL1988YVfCFLluCNHjgwPV6J9QfR6tJtjdSBAAJQUBYM2S9Ks83SLJ2odrQYNGvj5IUOHDg0P1zjtG9+0aVMfCnfccUd4uBIVEmiL2vXWW89Xm1UHAgRAyYnGOLR5Ujrvv/++XxJEIfLII4+Eh2vM119/XR4emjiYTu/evf25V155ZXgobwgQACVHA+PaNElzPrQjYToKEbVEojGRdMui5JvWr9pvv/3889E8jnQD/cuXL/dVZfrIdHOpXCBAAJQkbZqkcQNtopQJdWdFYyKqzko3WJ0vWp6kXr16/nloYmSq2eaRyy+/3J//wAMPhIfyigABULKiSittppQJ7XAYfY7miqh0NpMLeC7oe19xxRW+1bThhhv6meSZmDZtmh/30NImGgepTgQIgJKlriBtoqTNlLJZylxjKAoQBYmWPcnn2lm66CsstO2uvp9WFs6k2y3SokUL/3npFlbMBwIEQEnTJkq6wGpTpWxoxrqWPVE3mD5fq/hqKfhVq1aFp5pokFwrCGvCn76+gu7OO+9MuURJaMSIEf5zTzrppPBQtSBAAJQ0tTy0mZI2VVqwYEF4OC2VxGoVX1Vp6WKt9aW0D4f211DIZGPRokVuwIABfo8OdVPp6+nPjh07pi05DmkjKYWPVuadM2dOeLhaECAASt6gQYP8xVoXbqv58+f7Tak0qU9fK/rQRVxLqHTq1Mm3clQKrJVy9af+rdVztfzITjvtVOnzNGahvdqzDaFIt27d/Ne5/vrrw0PVhgABUPI0EH7IIYf47ihtslRV2glRF/8TTjjBbbvttpWCIdmHxjjU1aT5GlqapCpUIaaWkEqPNfheUwgQALWCNlVShZM2WUo3ryJbuohPmjTJvf76627YsGG+BaI/9W89vmLFivBTqkRdaAqlxx57LDxUrQgQALWGJuXpwptpiWwhevfdd30QHnjggTkPwmwRIABqDW2upK4fbbZUk10/VhW74t5+++3wcLUjQADUKnfddZdvhWjTpWKjMmI9d1WFFQICBECton1CVDmlfUO0+VKx0Mq8GojXviCWcuR8IEAA1DrabEl38tp8qVh06dLFP2eVEhcKAgRAraRNl3RB1iZMhU5zUDRTfccdd8zZTPhcIEAA1EqaYa7Z5eoSatasWUF/aNBfYTdkyJDwZdQoAgRArdWqVavyta4K/UPjNoWGAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgMn/AWXaRdLmAKZHAAAAAElFTkSuQmCC)
| Product Number | 4H23-1-25 |
| Purity | 98 % |
| CAS | 152831-79-3 |
| MDL Number | MFCD23134629 |
| Molecular Formula | C12H12N2O3 |
| Molecular Weight | 232.239 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H23-1-25
CAS: 152831-79-3
Molecule Weight: 232.239
Formula: C12H12N2O3
![Imidazo[1,2,-a] pyridine-2-propanic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABWnAAAVpwEgMc8uAAACLHpUWHRtb2xTb3VyY2UAAHichZRta9swEID/yqHPi179GuKU0FIYtBusHexbUWwlNcRWsZ23f7+TnWRxkjnY5k6ne3TW3UmTh12xgo2p6tyWCRGUEzBlarO8XCbk9/vzKCIP00mKTuhY1gn5bJqvMWPb7Zamn6bQO1vS1Bakmx/v6rzns1XUVksmORfsz+vLW8uM8rJudJkapOp8XLfGF5vqpv2L/4Rgha42eck6d1ZUm261D8ndy+muzsi/vTzi3AxRWOQrAwtbFbqBjeQUX/4NlqY0lW5MBvM9mhX1cO/TyeuTTdeFKRtU3Qp5qldvTbVO0VDYlUnXuBgq358SUggEdGOLWVXpPTjNmbUALUEr0B5oH3QAOgQdgY5BC44fzgt0EOghPMz3yriA7/svk5Cf8Aju654fJw11TJZMyEhRFccBjCQNpJPHMdYucpJTJVAKKiX3QFIh/QAU9WMuwaOxVDEEVPphcBQH48GlAwjsu1hxiDYXSwW+i6G4jK7HR4mZ9YPYSV/hGHOtQnkaIsbDTkZef+x7UYjJZKdsTidzW2ZnKuRZQuaCtGn+ZRa1PGSagK0yU2HzugWc6zkg+4CrywmQtwB1BXjDEbw+4Go+DPh9wHXIMBD0AddPJ2B2Cwj7gOu+YSDqA65Xh4G4D7SdPUy4+V7p2pNwh7ksd3ty7jAXFe9O2h1GXe3/LnJR9uNhHmT8q0LeRthZ77PjrYPq1Y3Ezq4rhpf09C9znLK03LQyFgAAMd1JREFUeF7t3Qm81XP+x3HGMpbs+2BsI4RhRtRItjCMJUuJGtvYQoydsgxjK7KNUIY2TDsiW0Mka6QhazJNEUKyS+L7P+/f+X9/zvnec+8553OWe5bX8/H4Peh+f/d2z+mc3/v8vsvnu5gDAMBgsfALAADkggABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEALKYN2+e22WXXdzaa6/tHnzwwbC5bhEgANCIH374wfXr18+tuuqqbrHFFouPLl26uP/973/h6XWHAAGADB577DG35ZZbxqGxwgoruA022CD+87LLLusuvvhi980334TfWjcIEABIMWPGDNexY8c4KJZYYgl3/PHHu08++SRqHzp0qFt33XXj9vXXX9/dfffdwU+pDwQIACR8+eWX7rzzznNLL710HA4a95g6dWp4qvv666/dhRde6JZZZpn43Hbt2rkXX3wxPLWmESAA6tpPP/3kBg4cGA2Q+zDYcMMN3ciRI8NTG5g5c6br1KlT/H2/+MUv3DHHHOM+/PDD8NSaRIAAqFtPP/20a926dRwAyy+/vPv73//uvvvuu/DUJj355JNum222iX/Oiiuu6Hr37u2+//778NSaQoAAqDvvvfee69q1a3zBX3zxxd2f//xn9/7774en5mzRokVuwIABbvXVV49/7iabbOLuu+++8NSaQYAAqBvffvutu/TSS91yyy0XX+R32GEH9+yzz4anms2fP9+dccYZbqmllor/jj322MO99tpr4alVjwABUBdGjBiZNg13nXXWcYMHD47GQErhrbfecvvss0/89y255JLulFNOiRYl1goCBKhg6os/4YQToqmj6iJB/t58c67r1OlS16LFb6IL+S9/+UvXs2dP99VXX4WnlsRDDz3kNttsszhItCjxpptuihYpVjsCBKhg++23X3zhWWONNdyxxx7rHnnkEbdw4cLwVATmzfvWXXbZRLf99re5zTc/3625ZodEkHRz7777bnhqyenf67rrrnMrr7xy/O+pRYr//ve/w1OrCgECVKhx48ZFg7v+gpN66EJ05JFHurFjx+Y9Y6jW/fDDj4k7tlfcLrsMctttNyA6Dj10hHv22TfCU8tOixG1KFGLE/2/pRYtavFiNSJAgAr0wQcfRHccusBoMZvqLt1www1u5513jtYapIZJixYt3GGHHeZGjBhR12U15KmnZrmDDhoeB8fuuw9xo0a97n78sTTjHFb/+c9/on9X/2+oxYtaxKjFjNWEAAEqzI8//ug6dOgQXVjUX64pp6m0SK1///7RORqYTQ0T1Wc66KCD3J133um++OKLtO+rZTNnznc9ejwYB0ebNv9011zzTOI5WBCeWlG0WFGLFv2/nxYzalFjqQb2i40AASrMVVddFV9Q7r333rA5zaeffhpdcDTbR4PDqWGiP+vratd5tUgB0bfvM1Fg+PA4+eQH3X//Oz88tWKpC/Kyyy6LFjH6fzstbtQix0pHgAAV5Pnnn4/XD5x88slhc5N0x6E7D92B6E4kNUx0p6I7Ft251EKZDXVJjR79euIxDYmDQ11XEydWb4l1LWLUYsbUcS8tdpw9e3Z4asUgQIAKoQDYeOONowvHVlttVdDguMZCNCaisRGNkaSGicZQNJZy663/ch988Fn4rRXvxRfnuC5dRsXBocHyIUP+4xYu/DE8tSppUaMWN/p/Ly161OJHLYKsNAQIUCEOP/zw6IKhu4dirlpWEGm2lmZt+WmkSy7Zwq211h6uVauL3NFH3xtdgN9/v7LHTObM+dKdc874ODg0Pffvf58YTdctto8//tg99dRTUWmSSy65JDq6d++eeK6Ojv7rv3bbbbe5SZMmxaXei0VjIFrkqMWOPkh+/etfu+HDh4enNisCBKgAgwYNii8Ut956a9hcNFqPoHUkJ510rtt22+MTx/XxBVlH165j3O23T4kGpSvFN98sdDffPNn94Q+3x7/nsceOdW++WZyLti7WKsPep08ft9dee6Wt1cjn0IQHjTn17ds3mmVVDFrsqEWPqeNb7du3d1OmTAlPbRYECNDM3n777bib6eCDDw6bS2bRoh+j7qDevSe5vfe+My1IdHTqNML17/9i4vdrngF4TUQaN+7ttN9t333vdo8+Wpw1E5MnT3Y9evRIK34YHip9suuuu0bHoYceGt2B6L/+a7orCL/HH7/61a+iqblvvvlm+FfnTYsfNbblf7a6IbWodO7cueGpZUWAAM1I5b5///vfRxcF7Wz32WfNMyahi/XUqR+6a6991u23390NwqRjx2HupptecNOm5X7B8t/btu0/3ezZjXeP+fNCl18+MW5r1+4ON2DAS27BgsLKf+j5VrfUFlts0eCC/5vf/CYqG6PdBXUHkeuYg8abXn755ajczF/+8pe0elv+aNu2rbvnnnvCb83b448/7rbeeuv456600krummuuabbKBAQI0IxUtVUXAq1MVp97pXjttbmuX78XouAIw0R3AQqal1/+MAqexqR+zxlnPBI2xxoLkIsumhB9vVevx91HHxVWt2rBggXuxhtvdOutt17ahV0XY12AtVCzmN55551o4HujjTZK+/t++9vfutGjR4en50U10W655Ra32mqrxT930003dQ888EB4askRIEAzUZE9P2VTA7KVavr0eVFXVufOIxuEyR//eKe76qpJbvLkOeG3xee0bz8w+u/zz6cviPQaCxCVJCnGQsAHH3wwnt2mQ9Okdaegu4ZyeOKJJ9JqmunQKnR1XRZCd6unnXZaWtl4jeG88Ub5SrYQIEAz0FqMNddcM3rTa1C0Wirt/u9/86NB9m7dxjQIE3UxpfJfHzRoavRfBZDGXUKNBUihtK4iddxA5UK0tmbWrFnhqWWhge/9998//n00MK67lEKr8iowFBypAalgKUd3KAEClJlm/ey5557Rm32VVVap6IViTdG0Wk3/PeaY+6IAuOuuV9LafTB8//0id8ABya6w4cOnpZ2Tel4x6e4udXBcGzoV+om/WDQLLrVrSx8gVPusUOrCUleW/7nq4lJXVyk/nBAgQJlpuqh/k48ZMyZszpsCSTN9tNbj6quvzrhmQV/X1qr6tFrKC0qq1GCYMGFm9P+77Ta4QbdUMQNEj+3888+PuwYVIsOGDQtPa3YaeD/77LPj31M1sLSveqE0SUBjOhpc968xjfNMmDAhPLUoCBCgjDR1VF0pemPr4m6lbhhV5913330brDTPdqjm0t577x2FSik/lYfBcNJJ46I/9+mTXuMpPM9Ks6ZSu4h22mmnBoUoK41K9usuVL+vXheFDrB7mt6rab6plZu1P3uxC2wSIECZqFS33sR6M2szoVyniXr6dK2VyOqOybRPiFawb7vtthnXLOjrqfuApx5/+MMfosWL+f4+2YTBMGPGvGj1uA79f2PnWai/X4HhH9M555xT8NhCufz3v/+Np+ZqNp4WlRaLxl3UReafF62cLyYCBCiTbt26xRf6adMajgU0RsGhIoktW7ZMu/Cr2+Ooo46K2nLdZW/mzJlRl85xxx3XYBGcBvXVvVasrV4zBYMWLepruhvxMp2XD4WHpsfqMegTd79+/cJTKp72SW/Tpk30GPTh4I477ghPKYifqaXxl2IiQIAyGDJkSHyhvvnmm8PmRmlB2/bbbx9/ry6QmlmkAdNijGVoiqnuVJZZZpn479AK6mLUXMoUDJ9//l00DqKvP/HEzEbPy5Xumvydh7qAVECyWim4dbeox6LqycW82PtSKI8++mjYVBACBCix6dOnuxVWWCF6Ax944IFhc0baVOriiy+OPznqU2mXLl3c66+/Hp5aFJpWfOaZZ6Z1c/3xj38sqPR7Y8EwbNi06OtapKgKuo2dl40C1I95KFirOTw8hYivTLDiiisWraYWAQJUIc2K0eZAevNqFbS6KrLR5k+p8/pVdkMVX8tBg/MKOf93q5vsscceC0/LSWPBoLUgflHi4MHJNSKZzstGs63871mN3VaN0ZReXw5FCyCLMfBNgABV6KyzzoreuBocnThxYtjcgEpqqCaTvzCefvrpUQiVm+o2+dlB+t3z6XbzmgqG5557L2rzq9QbO68xWufhZxhpwLzWaIzMbwqmTaYKRYAAVUZ92P4ip+6obNTV5Qe2NdW2udcvKMxSx19yeQypsgWD6mP5c5o6L6QV5n6RoMY/qmW2Vb60CNA/9yrwWAgCBKgiH330kVtrrbWiN227du2yDnir28KHh/q+y9VllU24tiKfEMkWDKrQq0q92c4L+fIkCpFKX+dRqI4dO0aPdY011nDz59v3aCFAgCqhleEagNYbVt1A2Wovff3112kDp1psWEn0CV/dKD5ELN1ZxaLCiP73KMZMsUqnSQx6TejxqjvTigABqoRKSfiL3KhRo8LmBvz6kGJP3Swm3UH5irIaE7EOrBdCW/P6qrpaTFkvVDFAj1kz8qyVdgkQoApoa1RfqkSbE2Wjvm0fNpU+k0jdWTvssEP0u2p2VjEKAOZD+3no79bFsJQlWCqNJlH4RaRdu3YNm3NCgAAVTqVKfDXUVq1aRQXzmqJxEr//9gEHHBA2VyStZPezs9RNVy66iPrNoFSSvd5ot0N/l6p/g3wRIECFO+KII6I3qVZ1v/JKemnzTFTsTudrgPSTTz4JmyuWpvj6u6ZyjUNoG1r9ferGyTamVIu0Za22PNZzoL0+8kWAABVM9aj8RfWmm24KmxvQbnh+im///v3D5ornFxuq7Ek+tbO0N4j2EcmX7uj092knwXp13XXXRc+BqhrkW/iSAAEq1IwZM+KZMrl2RXXq1Ck6X0UAs03xrUS6C9BaFT0GFWDMVY8eD7rWrQe4KVNyHz/RrDQfzuXahrYSqWikH1/Lt2wLAQJUIHUt+MV26667blSGJBsFjmYy6XvK1QVUCqqdpceg9S7Zxns8vzPh2LFvhU2N6tGjR/T3qOR5vdMHFD0XudZU8wgQoAKpjIbemAoEVbbNhb/walvTarz78DQLy5fbyLUbLt8AUVFJjRHp7+jbt2/YXHdUnUDPhQJBkzZyRYAAFUZvRj+OccEFF4TNGemCqDsVfc+VV14ZNledY445Jnos2pQqF/kGiKZF6+frUGmVeqfxJs3E0vPx8MMPh82NIkCACqItQ7UWQm/KHXfcMed6TLpL0feoPLt2oqt2qY8nl7UZ+QaI3z9eBSaR5Nfi9OzZM2xqFAECVAiVKtlnn32iN6TWceQzL//cc8+Nvk/jJrVAz4Wv4aUV+NnkGyC+JEwuizLrhe821QeXXNVHgGiZ/kknObfZZs4tv7xzyy3nXMuWznXvnmwDKsC1114bd6vkOxumbdu20fedd955YVPV0va4ekx777132NRAvgHiFy0WWo22ltx3333Rc6LxJ3WJ5qL2A6R3b+eWWCLxGy2W+VBbHtMFgVKYMmVK/GbUQsB8aKaS32FQRQFrhR/Y1bTebF15+QSIVur7oC7Wzny14K233oqfl1zHhWo7QG64IRkSiy+u5bnOvfCCRov0jtMkcH3ESbbpnBtvDL8bKAsNYPqaRJtvvnnOU1e9qVOnxm/8jz/+OGyuWrqI+celi1tT8gkQbcCln6mJCvk+17VMU8f9QHquRS1rN0Bmz3Zu6aWT4TBwYNj6M7XpHJ1b43sAoDIdddRR0ZtQpUosn4hHjhwZfb/GTWqJxkH8XurqXmlKPgFy2223RT9zww03DJvq3iabbBI9N7feemvYlFHtBkivXslg6NQpbGnokEOS5+Y4ZRIoltSquaoKa9G7d+/o+7VHeq3Zdttto8eWbSA9nwC56qqrop+pcSOk0yZlem4uv/zysCmj2g0QzUZRKOTywLRXgs5t0yZsAUrm3XffjUuVaE8Mq/PPPz/6GeWsYlsue+65Z/TYeukDYRPyCRD9LP1M/Wyk87PT9JrKRe0GyCqrJENh3rywpSFVLNW5q60WtqCZaQ2AFpPpAnv00UfXzKEKuy1atIjefCocWEjVXF+S4xDdSdeYgw8+OHpsp556atiUJp8A0c/Sz9TPRjq9hvTc6DWVi9oNkCWXTIZCltkbkYULk+fqe1BR/JastXxYu648VZLVz9H2sLXGb3mbbWZaPgHiy93X4vNVKP9851qduHYDhDuQqvf0009HK5H1Am3fvn2DT/HVfOiNqkFzPbYNNtjAzZ8/P3z4OeMOJL8A4Q6kcdyBeH4MZPz4sKUhPXidu8MOYQuaiRYybbfddtGLs02bNtGMnFqjqam+dLnKsFsxBpJfgDAG0jjGQDzVc1EodO4ctjSkN6/OzfIiRfnccccd0QtTdyDPPfdc2Fwz/OPUoemlFszCyi9AmIXVOGZhedqecqmlksEwdGjY+rMhQ5LnaB2I1o6g2amctPaC0AuzHvqpu3TpEj1WrXl4w1Bah3Ug+QUI60AaxzqQVKrzr3DQavPjj0+uPtfKU23b+OKLzqmQml+Jft114XejmfjCgJql9P7774fNNefzzz+PLmZ6zNpJ8LvvvgtPaRIr0fMLEFaiZ8ZK9Ex0K5Z4oUQhkelQ2xVXhN+FZvLOO+/EL8pcb6NrwbPPPhu/eXMdwPSohZVfgFALKzNqYTXmtdeSlXc33TRZiXfZZZP/f+KJyTZUDL+1pj6R5/tJvNpdkfggo8eucZ+xY8eGzU2iGm/uASJU422IaryoauPHj48/AY0aNSpsrnl60+62227R41999dXz6r6r9/1AOnS43LVseYYbPfr5sCkj9gNpiP1AULXURbHllltGL8Zdd901bK4bc+bMicJDz4PCJNdPgvW+I+G22+7nVl75d+7OO5sebPfYkbAhdiQsNq09OOoo51SnqM66U8rtH//4R/RCXGKJJeq+X/r++++PF1DmOg5U73uib7zxxtH5mhadC/ZET8ee6KWgANGYSeIJcpddFraiSD799FO36qqrRi/EEzUuhXi1tN7UGmDPxZlnnhl9z0YbbeQWLVoUNleNDz74IOqH12Pp379/2JxRvgGiwF1jjTWi7+mr2Zp1zk9YUCBoGn2uCJBsNCipANFWuOwXUhKnnHJK9CLUOoZamoZaiAULFrhtttkmel40oUBTfbOZMWNGdAen7xk+fHjYXDV8EGotUK7TbPMNEPElYLbeeuuwqe74ySsHHnhg2NQkAiQbpfHaaydDpFu3sBUFmjZtWnzrfB1rcdJoUaFfSHfooYeGzRmpJIrO13qSarwLmTVrVlzeReMUubIEyOTJk6Pv0fHyyy+HzXXjs88+c0svvXT0PIwYMSJsbhIBkgu/a6EWHebYnYDcdOjQIXoBaitXLWRCOr9qWsftt98eNjegC6EWyOn8XLt/Kok+Aet3V4l79cvnyhIg0qpVq+j7cq0+W4v0wU3PwQorrOC+1SLrPNR3gOhBr7OOpmSELek0FqI6QwoRTZOswcJ+zeHee++NL44PPfRQ2Iz/17lz5+g50ifzN998M2xuwJcrVx9/IfuMlNs999wTvx7y7YKzBsiAAQOi79NCTN391Bt9aFt//fWj5+C0004Lm7Oq7wDRJzqFQuJJcO++G7ame+aZn8ueDB4ctiJP6uP3dXf+9Kc/hc1IoVLvKvmu50rFBRcs+D48JY1WWms8Seerb7sazJw5M17cZ6kqbA2Q77//3q233nrR95588slhc80bOnRo9NjVjax/g3zVd4Dodi3xxoxCIZfBo65dk+fqriWPmQpoyFeQVd9rtjpH0OeXZ9wyy6wcrXW4+OJBYXMDqXut9+vXL2yuKOo28WsQ1l577WgWVr6sASLa0Evfq4thLmtOaoXCs2XLltFj76prm0F9B4ho0EihoCNbATHNwtJsLJ2bY718NPThhx9G/a164Z1xxhlhMxrRt++QxIXyeLfNNle7p57K3t3SrVu3+NPlI488EjZXBA30a7ti/Z6aQZZrEb9QIQGikjn++/fYY4+wuWZdffXV0WNW952lCrQQILLzzslQ0HS+bDNXLr00924vZKQd+fSiUx99LtNTkfTjjz+5448fG9V82mOPIe7jj5ue4vr111/HWwKvuOKK0ayjSqLqA34LVR0333xzeErOCgkQURFK/3vkO/5SjfQhTq8JPd7TTz89bM4ZASKawucr9mZ7Ead2ex10UNiKLLQC2M8S0gAm8jN37tdu992HRCHSvfsDUag0Rd1BvqaULhiTJk0KT2kW6rbaf//944v2xRdfHJ6Sl0IDRA5KvJ/1M1RK5r0aX/PVsWPH6LHqQ1wh2ykTIJ72C1EoaF/0zz4LW9Oldns9/njYikaoQJ4KtekFp8HgXOs8Id2TT86MAkTHwIFTw+YGpk+fHoeIZnJp1XFzUukQFX0sVnhIMQJExSt9HbKddtopawn5anXLLbfEz32h1YgJEG/uXOdWWikZCqeeGrY2lE+3FyKpA7tPPvlk2Iw89OnzdBQgbdr807366tywuQFdtFU40D//6rbQIGq5aaqun22lMY9Cuq1SFSNARNPJ/R2yqtPWGi3c9WViirHbJwGSyu9guOSSzr3+etiaLp9uL0QlKfx0Sa1rQGG+/36R69JlVBQi++//L/fVV9nDQDXH9tprrzhEtthii7J1aWmNhV8kqEOzrawD5pkUK0Dk/PPPj3/PSp/Blg91Z/rp4Hq+vvjii/CUvBEgqbQSumXLZCgk3mhZHXdc7t1ede6iiy6KXmj69GOZb46G3n33M9eu3R1RiPTsmdvFWN2G6jLyOxiq6q/2ZH892wcmIw3WqraVL8miQ+s89PViKmaAaGaYH5/R3Ui+5T0qkVb1p06oKFbFawIkNG7cz+Mb998ftqbLt9urTqn7xN82X3jhhWEzCjBmzBvxeEiuu/GJLiCp4xC6UGoQ+YEHHihKDS3t56HZdssss0z8d6g8SalmOBUzQESD/BoH0c/UWqVqDhGFh/bY0WMp9pRuAiQTbaGpUNC2t9n6iX23V+IT3Q8l+hRX7VQIUC8ydWFpaimK65xzxkcB0r79wERY5z6jRkFx5513xovJ/KHupaOOOipqezfHqeq6q9TgvLah9QP2/lhzzTWjwoj51LbKh9ZxrLbaatHfpX1likVFBlWU0gdsNXZnzZs3z7Vp0yZ6DLrbLFbAev5OlgBJpUU1iScmCoarrw5b0yUCZkHiDTgxce7IXLq96szEiRPjzZHuuuuusBlF8MUXC9y++94dhUjXrmOi8ZF8KEh0Z6BFdP7fKvXQ3aNmzelTrD4M6M5C/9Wf9fXU7qnUQ5tB3XrrrXkX6MuFPojoruCwww5zLVq0iP9OzTIbOHBgNOOvGBQi/k5EhwbWq2V2lnamVKl6/d6asDBo0KDwFDPVZPPbAuso9pT86g4Q+etfkwGy4ooqLhS2ppmVuO3/S+LcrRKHdpNDkvrbf/e738UXk2K9qdHQ1Kkfuu23vy0KkWuvtVeM1mD3DTfckAikfdMuzLkcunjvnbh71wrnUpQE0aCvajepq813ifpDdwip4de6deuo/EsxhGtWFCiVvk5k3Lhx8Ww3dcGNHj06PMVEa0b+mrg2+jsPHeqaLHbRzuoPEC2uWX31ZIgce2zY2sCf/j+NN91002aZHlmJfClyvblfeOGFsBlFNmDAS1GAtG49wD39dPZSJ9ko8PVJc+zYsVEoXHLJJa579+7RHYj+qz/r6/fdd19UCqMYYychzRzTHcU+++wT97f7Q39WIU616zxd1FNXtutQOZdiXOz12DQ7y4eU1os093qaTDTb8eyzz45/T3VHFmPKvB6/7ib9OhkdmhZeqg/M1R8gknjCogDRdN2XXgpb0+gN5FNZb6p6pxIl6vvW86H+dJRestTJ/VGI7Lnn0MSnwqZLnVQqzdDSXibaK8ZvNuYP3XnoDkTjM41NQ9UWwKkTBNTFdumllxalK03rRFIvour2K8XdloUGx7Wdsf/d2rdvbypMGdKECD8WpEOzuHSNK+UH5doIEH2iSjxxCpFFidvWbHRr559gldSuZ2eddVb0XKhoYjFexMjNRx995XbbbXAUIiedNC5rqZNKMXv27KjrbOedd44X8vlDXWka69CYR65b3OruafDgwW6dddaJf47WQBRjFphWrPuyJzrURaRS8M21n8iUKVPSuth0Z6bALHSsRmMohxxySPxz9e+ijbfKcW2rjQCRCRPctMSTd0fimJzlllUDbv7TiTb1qVf6ROa3yLzqqqvCZpTYhAk/lzp54IHK+HSciWZ4aXZW27Zt0wJDh/YzOfLII6PuM82ysvryyy9dz54907q/FFLF2MJWBRj99GEd6oHQBbYYPzsXujPwlYz9scsuuxR8R6TZchdccEHac6Zxn5ey9MIUU+0ESMKQgw92OyeexE1//eusn4DUT+jTWp8M6pEGYPUc6M2ljaNQfldf/UwUICNHVtbU8pkz57tbbnkscZf0l8R75OeBWB0q7KcPXuqKKfb2xgqr1LsGzUrSlOOPP/44PDUven1rPxFfZcEfmv10zTXXRGugiumdd96J7i5Su6p0qIup0IFy3bUNGTIkGhT3P1dTsv/1r3+Fp5ZcTQXIrMStnF8QpYHDpmiwyfcXKrXrzcMPPxy/+FT3CM1H03srwdtvf+r693/Rdeo0Igq13/62j1t33QMT76m1oouVun8mJO70SzEIH3r88cfdVlttFb9GV1ppJde3b9+CA0vjAZrKqvIwqRd2HRpsPuGEE6JacFrAmetYjD6s6m5GM890Z+PLkKQeunsrxvvsueeei9eL6NC4ka51uf6uxVZTASK9evWKn9hsfZ16M/h/iEqcqVEqehP6N9Duu+8eNqOOTJs21/3jHy+4jh2Hxd1p/thvv7vdZZcNd88+2zx36AoqFXH0iw91aDGlpr4Wg/Zd6dGjR9pge3goDLSOJtPaGh3hYszUQ6F73nnnRTPkCjVnzhx3xBFHpE2BPvzww7Ne40qt5gJE/YL+1k4DetkcfPDB0bl6IWTr9qoVGgTVY9bMmVdffTVsRg3TEp+XX/4wWoPiFzWmHgceOMz16/eCe/31wrqMikljlqeeemraTC8tjivGhVnUJaT9bzTOoyKWfp/6fI9VV101msasO6Vi1bBS19vll1+ettZnu+22K1txzWxqLkBE/YN6opXW2Z5ozWDItdurFmghkV+4pC4JVBZ/IW/b9p9u9uzM01/Fn5cLzfCaPHmOu/LKSYkL750NQqNz55FR19X06fPCb60omoK/5557xhdSDYZrRqUCptg05vLUU09F3V26LmRaW6NDa6h0jSn2Aj3RWEnqGMpaa60VlTippP15ajJA9InC9xMqrbM94andXpqmWMv04tdjVYhoURcqS+qF/YwzGi+mly1AFi780T3zzGx36aVPug4dkjsjph7duo1xt98+xc2aVX1bFWtRnBYC+wuruqA0KaYcYzPl8Morr8RFFXVopqRKszS2nqY51WSAiAabfH9htsJk+XZ7VSu9MDWrRY9TM1JQefwFXgUX9d/nn8+8OruxAFFoXHTRBLfLLoMahMYxx9yXuDv/j5sz58vw26qOBsO1SM7vF65Dk2I0rlmtdBdz4oknxu9RHVo3ohldlapmA0Q06ORv/bKldz7dXtVqt912ix5jq1atCl68hNLwF/tBg6ZG/1X30qJFDe+gMwXIW299khYYqrmlFe/Dhk2L9mivRXPnzo1mPqUuatS4prqmq4UmtVx//fVpYy+a5DJ+/Pjw1IpT0wGimQt+8Cnbtpf5dntVmzFjxsQvzmKXdEbx+Iu/KvUecEByZtTw4dPC0zIGyLx530aBoZXt2n9Ef64XWsuVWo1Xi+u0yK5UpemLRdPpN9988/j31kC8St1Xywe8mg4Q0QwG/cOoHzHbrWA+3V7VRCuE/WCcbolRuVKDwa9UV8mTcK1IpgCBixbTpU6tVde0ehcqrcK0VqGrwKT/PTXDTJNaqm1csuYDJN+LZ2q3l8or1IIrrrgiDtHp06eHzaggYTDobkJ/7tPn6ZSzGp6Hn2lRnWZIpe5/ot4FfUBsbipeqq2DU8usay3WtGkN7zKrQc0HiGg6nP/HytZ9owJsuXZ7VYPUbjyVj0ZlC4Nhxox50ViGDv1/Y+ehIc2o1GI7/95X74I+IOo9UW7qEteUX5WB8b/PJpts4u69997w1KpSFwEiflpcLgPI+XR7VToVuvN3VNkmEqD5ZQqG3r0nRV/T3YiX6TxkpkkxGtf0F259oNJ7vFz137Tbp3aE9H+/Kl9feeWVJS2zXi51EyCpU1jD/Zi1AnXLLbeMpvBqoZA+pfhP7euvv370tWo8VAHUj+ncfvvtaY8ZlSlTMHz++Xdx6fcnnpjZ6HlonO4ANK6pD1L+Qq6u7VGjRoWnFo0KNKrsSeodkN6XtbRtQt0EiGiOtf4hNdPBD1ZpM/vU/shaPLTQqtZmldWqxoJBU3H1ddWs0iLBxs5D03QXfu6558bbGOhQ70SxSo+I9oG/6KKL4goXOrRVtGpv1Zq6ChAt1PFzrX0ZD9XY0Z/1gvJ3IP7QP7p2Cws/2VfL0blz52jHt2qYT46kxoJBa0G0JkRtgwcn14hkOg+5Udf0AQccEF/g1TuhD5iFliS566670krG6/+1K2OtqqsAES3Y0T+sps1pAMsXaLv22mvDU4GyayoYnnvuvajNr1Jv7DzkTh+uNC7qL/j6gKlrRL5l43V3seOOO8Y/R3cfugvR3Ugtq7sA0QvDL9xRV5b+qxLR+b5ggFLIFgyqj+XPaeo85E6TajQu6q8HOnSN0CK/bLQvvO72U1fCa9yj2BtUVaq6CxBJ3UxJR7H2FwAKlS0YVKFXlXqznYf8aTxUXdupZeO12C/T1rOaQaVtoDWjyp+rmVaacVVP6jJA9I+//PLLR//o2s4VADwt6uvQoUMcDJpko8V/WgQo6vrWGg7frrUdWuNRjxNV6jJAVMVT//AaOHvmmWfCZgBoEBTq4krdCjcMlnpUdwHy0UcfxSWgTz/99LAZAGKZuqqa6tqqN3UXICr9rBeA1kbMnz8/bAaABjRY3rp162h/9hEjRoTNdauuAuSll16KZ0toBzMAgF1dBUi7du2i8Nhmm21qZvtLAGgudRMgw4YNi/svn3jiibAZAJCnugiQb775JiqKqPA45JBDwmYAgEFdBMjf/va3KDxUXqCa9koGgEpW8wEya9aseGeyXr16hc0AAKOaD5CbDjvMbZwIj3XXXdd99dVXYTMAwKimA2TRpEnuscUXd5clAuTxoUPDZgBAAWo3QFSX5ve/TzzCxdwnbdo499NP4RkAgALUboBoC9dEeLjEHYh7/vmwFQBQoNoMkC++cG6ttZIBcsQRYSsAoAhqM0DOPjsZHi1aODdnTtgKACiC2guQ6dOdW3rpZIBccUXYCgAoktoLkP33T4bHRhs59913YSsAoEhqK0AefTQZHjpGjw5bAQBFVDsB8sMPzrVqlQyPXXcNWwEARVY7AXLjjcnwWGIJ5155JWwFABRZbQTIp586t+qqyQDp3j1sBQCUQG0EyMknJ8NjlVWc++STsBUAUALVHyCvvurckksmA+T668NWAECJVH+A7L57Mjy22MK5hQvDVgBAiVR3gNxzz8/Tdh9+OGwFAJRQ9QbIggXObbxxMjz23TdsBQCUWPUGyE03JcNDZUvefjtsBQCUWPUGiOpcKUDOOy9sAQCUQfUGiDaMmjkz/CoAoEyqN0AAAM2KAAEAmBAgAAATAgQAYEKAAABMShMgfnV4NtnOe+MN5046ybnNNnNu+eWdW24551q2TFbcVRsAoNk0cfUuQLZg8Jo6r3fv5N4e/pzwUFufPuF3AQDKpJGrd4GaCoZUjZ13ww3Jry++uHPHHuvcCy8499VXzn3zjXOTJzt33HHJNp2jjaQAAGWX4epdBI0FQyjTebNnJ8uT6OsDB6a3pVKbztG5770XtgIASiyHq7xBpmDIJNN5vXolv9apU/rXMznkkOS5F1wQtgAASiyHq7xBpmDIJNN522+f/Nqjj6Z/PZNHHkme26ZN2AIAKLEcrvIGPhhyPVJpW1p9bd689K9nou1rde5qq4UtAIASq7wA8dvT/vBD+tcz0Q6EOlffAwAoq9IGSDaZzuMOBACqQg5XeYNMwZBJpvP8GMj48elfz0TjJDp3hx3CFgBAieVwlTfIFAyZZDqvZ8/k1zp3Tv96JpqppXM1cwsAUFY5XOUNMgVDJpnOmzXLuaWWSn596ND0tlRDhiTP0ToQrR0BAJRVDld5g0zBkElj5/Xtm/y6Vpsff3xy9blWoX/7rXMvvujcCSf8vBL9uuvC7wYAlEGGq3cRNBYMoabOu/xy537xi5/PCQ+1aV90AECzaOTqXaCmgiFVtvNeey1ZeXfTTZOVeJddNvn/J56YbAMANJsmrt4AADSOAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAw+T+RZdRdETmnfAAAAABJRU5ErkJggg==)
PN: 4H21-1-05
CAS: 887405-28-9
Molecule Weight: 190.202
Formula: C10H10N2O2
TSCA: Not listed on TSCA inventory