![Ethyl 2,7-dimethylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-1-8M |
| CAS | 81448-48-8 |
| MDL Number | MFCD00139510 |
| Molecular Formula | C12H14N2O2 |
| Molecular Weight | 218.256 |
| Units | Price (USD) | Availability |
|---|
PN: 4H23-1-8M
CAS: 81448-48-8
Molecule Weight: 218.256
Formula: C12H14N2O2
![Ethyl 2,5,7-trimethylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-1-BS
CAS: 81438-54-2
Molecule Weight: 232.283
Formula: C13H16N2O2
![Ethyl 7-methylimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-1-2L
CAS: 70705-33-8
Molecule Weight: 204.229
Formula: C11H12N2O2
![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
![Ethyl 2,8-dimethylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABh9AAAYfQGBTC9hAAACXnpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvh/EDj1FIFbWaNKndpLWV9m5ywEmRAq6A5uHb7wwhCUlGFNDZ5/v5jP8+Z/qwK9aw0VWdmzIhnDICukxNlperhLy/fXci8jCbphiEgWWdkI+m+Zy47na7pemHLtTOlDQ1BenGJ7s6H8RsJTXVyhWMcffPy/Nryzh5WTeqTDVSdT6pW+ezSVXTruI/KdxCVZu8dLtwt6g23Wx/BbMPo7s6I6dvecSxOaKwzNcalqYqVAMbwSg+7BusdKkr1egMFnt0S+rht8+mL08m/Sp02WDTzpCnav3aVF8pOgqz1ukXToaNH08JKTgCqjHFvKrUHmzLuhUHJUBJUB4oH1QAKgQVgYpBcYYvjnMM4BjBMYRjDA9w39faJn7bf2pcPTzCr8Nrfz8P9tDDjRMJcTiNZBSDw6iUwgdGuSc94DTw4hAEDSIm0HDhB+gUgnltKI+D3iupH2OMR2Mh494EVPhh0JuDs4sksLd5A8p5JMHxaRhHAhwP80vfWsZl6+d+GIEjqO9FIeA6JRPRyaICftCu25fYR01kKHCJYYim9yLNws5G3qmPe+4eN302XZgyO2tCniVkwUmrxm+9rMVBEAKmynSFZ9xOYEPPATEErHzjgBwCVuxxwBsC9mgcAXEL8K+AYDxDMATssTsC81tAOATsIR3PEF0B8XiGeAi0BTBO2PGBdG3B3GEu5W4LbPxTuLjByDt5LkTvCvgOc6F7V/B3mAvp+wtilLlW/y4S3tjqm4x7VmRufwti8+qGdM+uTxf/NGb/ALc32STrQfCSAABCp0lEQVR4Xu3dCbxV4/7H8WseCs0oRLhCuFJKRCU3mccyxFVESJJyZciUeSZkKBmKcpEyFAr/yFVJqbilVNKA0qA08vzPd21rnX2es/c5ez17n3P23uvzfr3WC2c9e1j72Ot71nqe5/f8zQAA4OBv9g8AAEgFAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgACJr+vTppmfPnqZhw4amRo0aZquttjI1a9Y0rVq1Mg8//LBZtWqV/RDP3/72N29LRZi2uSY/jwoASrB+/XrTpUsXs/nmmwcn+ERb1apVzZAhQ+yHhwqFMG1zTX4eFQAksXHjRnPsscd6J/VKlSp5VyCfffaZWbZsmdmwYYNZsmSJGTVqlLnyyiu9/YlO/mFCIUzbXJOfRwUASVx33XXeCX2fffYx3333nb27iF9++cW0b9/e/nGoUAjTNtfk51EBQAILFy40W2+9tdlmm228/g9XYUIhTNtck59HBQAJ9O3b1zuZd+zY0d4VSphQCNM21+TnUQFAAn7fx8iRI+1doYQJhTBtc01+HhUAJFCnTh3vZP7jjz/au0IJEwph2uaa/DwqAEhg22239U7ma9eutXeF4odCmC0f5edRAUACBEhm5edRAUAC3MLKrPw8KgBIgE70zMrPowKABLJlGO+0adNM7969TaNGjUy1atXMDjvsYOrXr28uueQSM3Xq1CJts1lqnwAA5AHdulLBxIqeSOj/LNG2xRZbmFdeeaVI+2yV2icAAHni2muv9U7UKmUye/Zse3cRS5cuNeecc47944ShkEyito0bNzb9+vUzU6ZMMatXrzYrV640EydONO3atfPa1q1bt0j7bJXaJwAAeUIFE1u0aOGdqCtXrmx69eplxo8fb5YvX+7t++mnn8zo0aNN165dy72YompvqW2VKlXsXVkptaMCgDyybt0607lz51LLuVevXj3h7aQwoZBKW12FqO+jQ4cOXltVAs4FJR8VAOQxdWb36NHDHHrooV5YxC8o9cgjj5jffvvNfognlVDwldTWDqx69eqZe++91ys5nwsSHxUAoMzZAaJbat27d/cWvMoFBAgAVDAtZqV+F10JKUh0VZQLCBAAyBJz5871AmSXXXaxd2UlAgQAssTMmTO9ANHor1xAgABAOWvWrJkZNmyYmTNnjtff8fPPP3vlVRo0aOAFSJs2beyHZCUCBADKmd15Hr9pNNiMGTPsh2QlAgQAytmkSZPMpZde6tW/Uol53bI66KCDTM+ePc2iRYvs5lmLAAGAAprIN2vWLPvHKAEBAiDyVJNKs9K33nprs2DBAns3kiBAAETeG2+8EfRBfPbZZ/ZuJEGAAIg8AsQNAQIg8ggQNwQIgMgjQNwQIAAijwBxQ4AAiDwCxA0BAiDyCBA3BAiAyCNA3BAgACKPAHFDgACIPALEDQECIPIIEDcECIDII0DcECAAIo8AcUOAAIg8AsQNAQIg8ggQNwQIgMgjQNwQIAAijwBxQ4AAiDwCxA0BAiDyCBA3BAiAyCNA3BAgACKPAHFDgACIPALEDQECIPIIEDcECIDII0DcECAAIo8AcUOAAIg8AsQNAQIg8ggQNwQIgMgjQNwQIAAijwBxQ4AAiDwCxA0BAiDyCBA3BAiAyCNA3BAgACKPAHFDgACIPALEDQECIPIIEDcECIDII0DcECAAIo8AcUOAAIg8AsQNAQIg8ggQNwQIgMgjQNwQIAAijwBxQ4AAiDwCxA0BAiDyCBA3BAiASFu/fr057bTTggDp2rWr2bRpk90MCRAgACJLVx716tULwsPfGjRoYD788EO7OSwECIDImTZtmmnVqlWR0KhSpYrZcccdi/xMVyazZ8+2H46/ECCAg8MOe9rbGjV62sycudTeXYTfFhVv6dKl5vLLLzdbbrllEBI77LCDufvuu71bWb/99pu58cYbzTbbbBPs179ff/31ZtWqVfbTRR4BAjjwQ0Fb9+7v2buLIEAq3saNG82jjz5qqlatGgTD5ptvbi666CKzePFiu7n5/vvvzZlnnlnkamSXXXYxzz//vPnzzz/t5pFFgAAO/FBo3nyg98+pU5fYTQIESMV6//33zf77718kDJo1a2YmTJhgNy3mo48+MgcffHCRxzZu3JiRWn8hQAAHfig8+eRE75+XXTbSbhIgQCrGrFmzzMknn1zk5L/bbruZl19+2W5aIo3I6t+/v6lRo0aR5zr//PPNggUL7OaRQoAADvxQ+O239aZly0Hev3/xxY92Mw8BUr5WrlxpevXqZbbeeuvgZL/ddtuZm2++2axZs8ZunrLly5ebq6++2my11VbB81aqVMncfvvtZu3atXbzSCBAAAfxoTBo0Ffev1944ZtWqxgCpHz88ccf5rnnnjO1atUqcqXQrl07M2/ePLu5s2+//da0adOmyGvUrVvXDB061G6a9wgQwEF8KKxdu7HghPKS99+ffFL8REWAlL1x48aZhg0bFjmpH3rooQW/j0/sphnz9ttvm7///e9FXvPoo482kydPtpvmLQIEcGCHwtCh073/bt/+NWMP0rHbInPmz59vzjnnnCIn8Zo1a5pnn33WuyIpaxs2bDAPPPCA2WmnnYLX32KLLcwll1xifv75Z7t53iFAAAd2KGzc+Ic5+eQh3s9GjfourmXxtkif+jJuueUWr2/DP3Grz+Paa681K1assJuXOYWFQkPh4b8fhYrCRSGTrwgQwEGiUBg5cqb3s9NPf9Vs2lT412+itnA3ZMgQs/vuuxe56jjxxBPNzJkz7ablTrevdBsr/r3pNpdud+UjAgRwkCgU/vjjT3P22cO8n7/55rfBzxO1RXiTJk0yRx55ZJGTc/369c1775U8kbMiqENdHevx71Ud7+qAzycECOAgWSiMGfO99/MTThhs1q+PVXRN1hapWbJkienUqZM3c9w/GWtG+cMPP5zVt4c0tPe2227zhvr671tDgLt37+4NCc4HBAjgoKRQ6NDhdW/fkCHTvP9O1nbduo3elYrmj8Tf8kKMalPde++9RQocqo/hsssuM7/88ovdPGtpsqEmHcZfjWhSoiYn5nrZeAIEcJAsFGT8+AXevuOOe9H8/vvGpG2fe+7LYF+rVi8U/LX6sfnssx8K/qomTN566y2zzz77FDnptmjRwkydOtVumjNU/kRlUOKPSWVSVC4lVxEggINkoeDr3HmEt3/AgMlJ23788VzTpMmzwX5/O/ro583NN481Y8fO9a5SomTGjBmmdevWRU6ye+21l/nPf/5jN81JKsSogowqzBh/jCrcqAKOuYYAARwkCwXflCmLvf0tWjxfYtulS9cUnBxnmC5dRprDDy8eJkcdNcBcf/0HZvTo2d7VTL5atmyZtxJgfJn1ypUrm759+xaE6Dq7ec5TaXiViLfLxquUvErK5woCBHBQUij4unV7r0gYlGbFirXmrbf+Z6666l3TtGnxMDniiOdMjx6jzdtvz/RqcOUDlVl/4oknTPXq1YMT6WabbWYuvPBCs3DhQrt53tFiVfHL6WqrXbu2eeGFF3KibDwBAjhIJRS00JQWnEqlrW316vXmnXdmmWuvHW2aNRtQLEwUMF27vmOGD//WLF+em4X8tGSslo6NP3k2adLE/Pe//7Wb5r1c/SwIECDL6daVbmH17v2hd0vLDpPGjZ/xysm/9toM88sv7tVmy0tF/dWtEU+ah6EOes0Q12guLSilUijqoPc3/bd+rv1qp/bffPONd7VUlnLxaowAAXKI5pao871Pn4/MMccU9q/4m654LrnkLTN48Ndm8eLsupde3vf99Zzvvvuuue6667zRT/FlRlw2ncxVsLFHjx5mxIgRZVYyJZf6gwgQIEdpuK+G/Wr477HHvlAsTLSdd95LBX/VDjfffz/ffni5Kc+RR7///ntBeA42bdu2LXICTrbpymfPPff0VizU1Yf+qf+uU6dOsbb2pkDRY1RCviwmBubCiDQCBEiBJvvpr3p/dnm2URmVCRMWmrvvHheUlte2//43FJy4jy/4S7+WN+dAM6N1Yiov5TX34euvvzYdO3b0/lK3T/TaDjzwQHPllVeafv36mdGjR3tVfFOhSYBaEle3lrp162YOOeSQYs+tTVdSp59+esaPS7J5TgwBApRi2rSfgvkar7/+jb0766gbYfLkxebBB8eb5s1vMtWrNzWbb164ip62/fbbz9x0001ltnZFec2+VifzKaecUuyErvIh6jtQTaqffvrJflhafv31V/PGG2+Yzp07m2rVqhV7bXV+a38m+3OydVY+AQKUQKOhTjnllaCzesaM3FvjYdKkqV7fw957713sZKdNt0W0BOz48ePth4am+k9a4rWs6z9999135oQTTih2LMcff7y35nk6S9eGoRO7rhDat29fZAldbbrq0eiqTMq2umAECFCCG24YE9wOevrpSfbunDNlyhTTp08f716/ffLVtttuu3m3arSSX9gFmcqjAq36OPT+4zvi1ddx3nnnFVwpxmqPVZQff/zRXHPNNcVuo6mvZ+7cuXbztGRLZWICBEhixIiZQXhoZJP6GfKJTux33HGHt/SrHSTadt55Z3PppZd6f0WXNIS1vNbAmDBhgqlXr16R1zn33HO9YcHZRLe4br75ZrPtttsG71MLXz366KN207RV9NooBAiQwPz5K0zz5gO98GjZcpBZsiTzw0yzyZw5c7x77E2bNi0WJNo0N0Gd1O+8804wlLQ8V+F76KGHvFth/uvoCmrs2LF2s6yiEWbqWLdP7ple6rYiV2ckQACLhseef36sJLs2FTXMJN2GmThxovfXozqyS5rMpv1qp/Z6XHn44YcfvL+WdVURf6/d39SRq36T+L+wy2odcM3liO8k1+voZJnpgCpLuq2k4cL+Mey6667m448/tpulLdH68Ap0zSkpKwQIYNHoJT887rprnL3byRdffOGd+HRSjr9/H2bT4/R4PY+erzwsXrzYGzl17LHHJp1XofdUFqO5NHrqsMMOC15HJ+GyGCZbHhSsJ510UpHfpf4wKAvjxo3zJjzG/46eeuopu1lGECBAHE3M8+tXaXnadMqpq/yERiSpP8A+6cZvNWvWTDiZTT+328Zvel49f3mVuVi6dKkZOHBgkdFcGv1TFnT7Z9999w1eR59Lpq9uKoI+Lz+INRHxnnvusZtkhAZA9O7dO/j8nnnmGbtJRhAgwF9UWl2LQCk8VMBw9uxldpOUaIip5gjYwzq1qRNYwzB1ItZVRGlDW7Vf7dRej7M7kbXpdfR6et3y8OSTTwavXRYd2AqP+Fs+Z599dtaV8EiHBhfED3NWqZWyoEmc/mtoXkpZIEAAE5t8d8UV7wS3rlSYMCyd7DXb2a65pFnEmgGujupM0PPo+ezZyXpdvX5poZSusgwQXWXEH9cVV1wRejhxLlCflka5+cepOleZRoAA5eSFF6YE4aES6mG99NJLplatWkVO6Oo3yPREMpueX68T/7p6H3o/ZaWsAkQd5vF9HgqPfPa///2vyP8zjz/+uN0kLQQIUA40u9xfwOmEEwablStTv12ik55dskNDYT///HO7aZnS69lDcPW+yqLKbVkFSPxoK922yscrD9tXX31lqlSp4h2zRrxpVnumECBAGVuzZoM59dTCUiVffrnIbpKU1oiI7yBXXSRVZs1kDaQw9Lp6/fj6THp/ep+ZVBYBonke/nOqwzyf+jxKoxP99ttv7x27wiRTnykBApSxm24qLFXSv/9Ee3dS+os/fuEflZXQ/IlsoPcRX+ZC7zOTV0SZDhANEvAHHKjzPNPFD3OBFtPyP1NV/M3EnB8CBChDWlvcD4+LL069VInKgcePotGM35JKfVQEvR+9L/896v3qfWdCJgNEJ0p/WLAGAeTqPI9MUGVd/3O9/PLL7d2hESBAGbFLlaS6ep/+kvdvN+iedVnNg8gUvT9/NrnedyauRDIZIKoZ5T/Xrbfeau+OFN22a9SoUfD/lgIgHQQIUAY2bNhkLrjgjeDqY8yY1FbFU1+Cf9tKX/BBgwbZTbKS3qcfInr/6faJZCpANG/FL4eiyZO5VJ6krGhhLL/mV4MGDdL6TAgQoAz07TvEHHDAzV543Hnn/9m7E9JopvgO82y/8rDp/frvXceRzuisTAVI/Hoe2V4YsTzFzyC/66677N0pI0CADBs9+kNTrdqhpk6d0wpOYPekXKokfqiu+hZyUXyfiI7HVSYCRLfS/OdQAUAUiu8X0qgs14mhBAiQQVrNLTb7dzNTvfr+5ptvUrt1pUl5/hdRo5uyrcM8VXrf8aOzXCcbZiJA/Dkfqgvl+hz57NVXXw0+YxXPdEGAABmiORJaHc//QvXr189ukpD++vNnC6v/IFuG6rrS+/f7cXRcLn/dphsgus+vQoJ6vFYSRHGaROmvGul6FUKAABly//33B1+mU0891d6dlGpL+Y979tln7d05ScfhH5OOL6x0A0TrnOixChGFCRJ75ZVXgs/57rvvtneXigABMkCF6/yJalrzW2XJU6FRQn5hRJUJqagZ5pmm4/DLnuj4wlbxTSdAtHreDjvs4D1WV4RITlchfvVlDXwIiwAB0rRq1apgXYmwE9VUIt3/AmZi/kQ2ie/E1nGGkU6AaBEl/7GDBw+2d8Oi9V78z+vTTz+1d5eIAAHSdMEFFwRfIi0Pm6off/wxWDlQ1W7zkV/FV8ep401VOgHiD92tXLmydzWCkmmZWn8Oz8UXX2zvLhEBAqQhfvRUs2bNQo2euuOOO4LHjhkzxt6dF3Rc/jHqeFPlGiC6GvQnyV144YX2biTRunVr7zOrWrWq2bRpk707KQIEcKQT24477uh9eTSKZd68eXaTEu23337eY3X7K5/5t/d0vKlyDZB33303eNzQoUPt3UhC64T4n5sKT6aKAAEcqPxD48aNgy/PsGHD7CYl0pfUf6xW/stnOr6wJyfXANHSrXqMRl9FseKuq2+//Tb4vMPMTCdAcoj/i0pFmLalmT59uunZs6dp2LChqVGjhneLoGbNmqZVq1Ze+QrdNoiaXr16BZ/xJZdcYu8ulSZu+Y8PO0Ip1+j4/GNNdcKaa4D4oX7ggQfau1AKjR7UZ6fvdaoIkBwSJhTCtE1m/fr1pkuXLkEHW7JN90018iUqVLLc/0w0Eculo/boo4/2Hq8hlFHgDxXVcaeif/9nzZZbVvK2OXNSm82vq0K//yMTpcqjRn1G+uxUlj/V4eQESA4JEwph2iaizmB/BI3+h9IViP5nWbZsmfdFVcmOUaNGeZPE/HUrokC3RXbZZRfveFXldcqUKXaTUqkOkT/6qlOnTvbuvKTj1PHquFNZyOj550eYnXdu7W1z5y60dyek9b/9/+9TrQKAQvETYVPtzyNAckiYUAjTNhH/XvI+++xT6i2WX375xbRv397+cd7RX2Vt27YNPtvHHnvMbpKSCRMmBM/x/PPP27vzko7TP2Ydf2leeeULr5qxth9+WGbvTmjEiBHBa3zwwQf2bpRi5MiRweenPw5TQYDkkDChEKatbeHChd6sav21qP4PxDz44IPB53ryySfbu1P28ssvB8/z3//+196dl3Sc/jHr+Evz2mszgrVUFixYae9O6IEHHgheI9W/oFFIfU3+5/fII4/YuxMiQHJImFAI09bWt29f77EdO3a0d0XWl19+Gdx2qlOnjnfV5apPnz7B7+fXX3+1d+clHad/zDr+0rgEyFVXXeU9v/74SfUePgpp/ocqF+sz7N69u707IQIkh4QJhTBtbX7fhy5pUXShJ3Wep7swkV/or1q1avauvKbj1XHr+EvjEiD+56qRgnDj/45S7ZsjQHJImFAI09amv7D12DClJ/LZv/71r+DzvOGGG+zdoZ155pnec+211172rrym49Vx6/hL4xIgUf1cM6lu3breZ3jWWWfZuxIiQHKI/4sKs7nw15Beu3atvSuUyZMneyUSWrRokbPbHnvsEXyWRxxxRKhSJcn4a4YcdNBB9q68puPVcadSIdclQP75z39G8nPNpDC/IyFAcogdDqlsLjIVIN26dSv2fnJ5y9TInubNm3vP16RJE3tXXtPx6rh1/KVxCZCofq6ZFOZ3JARIDvF/UakI09aWqVtYGpevZUXtv+pzafPXjdZ2yCGHmHXr1tmHGRpXIKX/desSIFyBpC/M70gIkBwSJhTCtLXRiV5U165dg89TI33SFdV79fSBZD/6QPJYmFCw206bNs307t3bNGrUyBtpoRXb6tev79Vxmjp1atwjGcZr0628gw8+2PtMVKRPE9bSwSisi+xdxbgECKOw0scorDxmh0JJ7Lb+fyfatIqe1kb26daVagoxkbDQN998Y7bffvvgBKXJlq6YB8I8kGzEPJA85/+iUmG3VZVS1QdS7abVq1eblStXeut4t2vXzmunS9d41157rfdzlTIprRqq1v8+55xz7B/nnWeeeSb4XFu2bOmtJ+2CmejMRM9GzETPc3YolCTVtppRrXZaECmeCiaqE1n7tDSoypePHz/eLF++3NunooKqSqv+gSgVU9S9Yf+zvfPOO+3dKaEWVum1sFwChFpY6aEWVp7zf1GpKK2trkLU99GhQwevnarq2jTiqHPnzqWWc69evXqRW2D5TAHqdzTqcl+hGhbVeEuvxusSIFTjTQ/VePOc/4tKRbK28Sd+bVqn4d577y1xgpw64Hv06GEOPfRQLyziF5TSpa5KfUTJp59+Gtwr1oifFStW2E1KxXogJXMJENYDSQ/rgaBUdoDo9pQ6zLR4FFJ3++23B5+hSyl7ViQsmUuACCsSumNFQqRMC0OpD0NXFfrl6woDqVMH+jHHHBN8eQYMGGA3KRFropfMNUBYE90Na6LDydy5c71fvlbZQzgLFizwbunp89Nlv+7Bh7Hffvt5j913333tXXlFx6fj1PGmyjVA3n333eCENnToUHs3knj88cdDh7wQIBE3c+bM4ASI8IYPHx58gf7xj3+EKnVyxx13BI8dM2aMvTsv6Lj8Y9Txpso1QFatWhX0g+iePlKjoqf6zKpWrerNB0kVARIRzZo1M8OGDTNz5szx+jt+/vlnb9hegwYNvF9+qrVvUNwVV1wRfImuvvpqe3dSmrDpj8ZS+Zh85JfF0XGGqa3mGiBywgkneK+p/r01a9bYu2GZP39+MNLy4osvtneXiACJCP+XnGjTbZgZM2bYD0GKVOrEL0Kne+9vv/223SQpDZP2fw+ff/65vTun6Xj8Y9NxhvH6698EAbJw4Sp7d4mGDBkSvO7gwYPt3bDEDwjRCMMwCJCImDRpkrn00ku9+lcq165bVjrp9ezZ0yxatMhujpAUwNttt533RdIQ51Q/U41QUikZPa5p06YpD5/MdjoOHY+OS8cXdqSZQuPcc/9jevQYbf74I9xnoqsO1XrTa3NlXTINBvGHWGvVzbAIECBD+vfvH3yZdOsm1VInmsTpP+7ZZ5+1d+ckHYd/TIkmqZY1v7Cirgi//vprezf+ognA/u/p7rvvtneXigABMuiMM84I/YXU7PZatWp5j9HtxB9++MFuklP0/v3RaTouHV95U2goPPQezjvvPHs3TOzqY//99/c+I5Uycvk9ESBABqnqrL8MrkYDpVos8aWXXgq+iEceeWSJlQGymd633r9/LDquiqLFzPQeVDWgtIKgUfTqq68Gv6dUJ3jaCBAgw8aNGxf0a+j+siofp+L8888PvoyqhpyL/CrO2nQ8FSm+Ez8K1aLDUD0yf7VN16sPIUCAMnDrrbcGX6xzzz3X3p2QaoqpI9N/3MMPP2w3yWp6v/5713FkQ400f0ivtrFjx9q7I0uLy/mfS5iZ5zYCBCgDmozVvHnz4MuVatl2LVzl9x9obP6gQYPsJllJ79OfS6D3r+PIBhr9pVGHel+636+Ci1Gn/iF/sqXmgaXzmRAgQBlRZ7K/RKgmtWnWfyp068Vf/VAn5Wy/EtH788ND7zvsfBZ/vkejRk8XfEZL7d1F+G3DuPnmm4OTnK4Mo0yVErSstf//lgIgHQQIUIb0pfK/YA0bNky56rEKXfoLdWlT30K2dazr/cT3eej96n2H5YeCtu7d37N3F+ESIPH3+9U39dFHH9lNIuOyyy4Lfl+ZKHlPgABlrEuXLsGX7JprrrF3J6W/5P3bWdo0uilbhvjqfcSPttL7DHvl4fNDoXnzgd4/p05dYjcJuASIqECg1krXe61du3YkK/W+8MILwe/rkEMOSWlhr9IQIEAZ0xdV61PoS6a5CaoYmyr1JcR3rOuW2HPPPVdhM9b1unp9/9acNr2/dPo8/FB48smJ3j8vu2yk3STgGiDy0EMPBe9ZyzWHKXyZ63Si92+LatRVpoY1EyBAOdCqjn6pE02uW7x4sd0kKY1mih/iq01lQlz/4nel1/PLk/ib3le6o638UPjtt/WmZctB3r9/8UXiwovpBIj4c0O0nX322SlXC8hlX331lRcaOmb1e7z11lt2E2cECFBOnnzyyeDLdtxxx4W+itCkPH/Gur+pZMqHH35oN80oPb9fVdff9D4yNUkwPhQGDfrK+/cLL3zTahWTboAo7A477LDgOFRJOZ9pjZr4/2e07kcmESBAOTrttNOCL5zWog9LE75UW8qfqOhv++yzj7fyn8r1Z4KeR8+n541/Hb2uXt914lki8aGwdu1G06bNS95/f/LJPKtl+gEiWsog/rgUIvl4JTJx4kSz8847B8fZt29fu0naCBCgHGkp4d133937wqlTd8KECXaTlGh+g0qk+x3D8Ztmv3fq1MkMHDjQ6zwu7WSv/Wqn9nqcX501ftPr6PXCVtVNhR0KQ4dO9/67ffvXjH2RZrd19f3333ud6f7x6XZWPvWJaEmB+FF8Wuq3LBAgQDn75JNPgisIDS/VKnquFi5c6K3nEN/RnmhTifk999zTm0ynDmT9U/+tn9tt4zc9r55fr1NW7FDYuPEPc/LJQ7yfjRpVNLDstulQiPjL7WrT56Krk1yneTmq/6Vj0qCNe+65x26SERqSHl9J+qmnnrKbZAQBAlj69OkTfPEyVTNKVxEqinf00UcHKx2G3fQ4PV7PE2Zt7HQkCoWRI2d6Pzv99FfNpk2Ft5cStU2HhvPG94noqiRX54ko/E466aQiv0strlUWRowYUSR8tZVV1QQCBLCo1MlRRx0VfPk0Rj+TNHRY98B1Arnpppu89TFUUFB/Zfub/ls/1361U/tMzA0IK1EoaBGps88e5v38zTe/DX6eqG261LEePzpLV4cK0HRKfJS39957r8gtuV133dV8/PHHdrO0abi2BoDEB4deN8x692ERIEACWou6atWq3pdQK+jNmjXLbpJX5s9f4XWS25KFwpgx33s/P+GEwWb9+k3ez5K1zQTNE/FrRGnTbb5sL8Co23Cnn356kRP6iSeemPFbcVqm4KqrrgpujWlTeR4FR1n3HREgQBL/+c9/gi+kahSlWuokV3z11eKCE/Pn5qSTBnsn/gsuKN7RWlIodOjwurdvyJBp3n+X1DYTNKjBHkSgasqZmniXKTqhq8aXXyhSm+YZPfroo3bTtOhK+YknnihSEUH9KhdccIH58cfEc3UyjQABSqC16v0vZ66uA+LTradJkxaae+/91Bx/fGw4bvx22mmv2A8pMRTGj1/g7TvuuBfN779vLLFtpug2nvqo4vuR9Je3VjbUhNCKpJO2yuHor//4kDvzzDPN3Llz7eZpGTNmjFetN/51mjRpUu4TWAkQoAQ6YR1wwAHeF1QzhUeNGmU3yWoaNfX55wvMHXd8Ylq3fqFYaGjTlceAAZPN0qVr7IeXGgqdO4/w9uvxJbWdPXuZWb58rf1jZxqyHL+eiL8df/zx5uWXXzZr1hQ/lrKgq1LNHm/fvn2xYdsqkZPpiaSaAxQ/X0mb+jnUTxd28msmECBAKbRGg387QpO/lixJXlAwG6hPQhP9brnlI9OixfPFAkNbp05vmZdemmoWLix5mHJJoSBTpiz29se/ju3TT+d7P1dBRgWN32eSCVqWOL6T3d80z+LCCy80Q4cOzXhxRt2i0rwKzb2Jrzvmb7oS0P5MntA1nFwLTcVfeenfb7jhhrTL1aSDAAFS0K9fv+CL26ZNm4yeHDJBHeAffDCn4IQyJqicG781bvyMufTSkd5EwJ9+Wm0/PKlkoRCvW7f3iryWTWEWv1/zSNQJn0kK+Y4dOxa7feRvuhrQvAj9HlXWXoMkUrFgwQLz/vvve30N3bp18yrl2s/tn8zVYZ7pYcb6/0wLnmnkVvzrnXHGGV4nfUUjQIAUnXrqqcEX+P7777d3l7s1azaYd96ZZXr1et80azagWGg0afKsueKKd7yhtsuWuQ0BThYK8bTQlBacKqmtQkR9LPHvT5V9Z81aZjdNi245Dh482LRt27bIqKRkm27/JJrEWadOnWJt7U0d1nqMKiCXVlHAxfjx4wuCv3GR1zz44IOzavQZAQKkaOnSpWa33Xbzvsi63625GeVt+fLfCgJhqvdX/xFHPFcsNPSza64Z5U32W7mybIdwhrVhwx9eQcajjy683aUro7vuGmdWrMhc/4hPt3ZUnl+lQnQitmuUhd0UGFp4rEePHt5kvRUrVtgvmRG66unQoUOR165Ro4Y3m1wjr7IJAQKEoFsU/olIs33TKXWSKvW5PP300+b4488o+Mu4jalf/99FQuPIIwcUnCQ/MO+99513VZLtdDV0220fe+HhH4NKxWs4cPzM9kzTyffbb7/1Or0feOABbwXAkiZxar/aqb0m6ZX1qpNr1671StPE18nS3Jerr77a63fJRgQIEJJmh/tfcI25Lwv6K1TzBo455phgTfPNNtvcVK3ayNSrd5lp3nxAwfsY4/UlrFtXtie2sjJjxs9eZ358GJ555lBveHDUqLNft87irzrU16bAy2YECBCS/hJt1qxZ8EXP1Nob6hS97777zBFHHFHkROJvGvFz2WXXFYTGlxkdyVTRdOWkGe3xQXL11e95s+PznRaUUn2z+N+zimSqYm8uIEAAB/PmzQtWkttxxx2dZ0NrUSGVnNC9dTswtGnYsIaLfvDBB2V+C6UiaRTZ009PKjIYoGnTZ83DD3/urYaYb1TORL/X+H6ZnXbayRuckUt1vggQwNGwYcOCL786aVP94k+dOtWbTe1PULQ3ddSrtpEK7uXjYkolWbz4N9O794dFrkY0010jyTSTPtfp/5EHH3ww+ONDm25RXnLJJRmfr1IeCBAgDfri+yeCXr162bsDquOkiWD2KoL+ttdee5mePXt6iwDBmMmTF5vzz4/V2vK388573ft5rnrnnXeKrQ3TvHnzgmOabDfNGQQIkAaVzNDcAf8vSU1S840bN86rjVS3bt1igaFNJxN1yH/55ZdxzwifrjiGD//WuwKJDxJdoSxaVHGzr8PSbUqVWIn/3ev/iVdffdVumnMIECBNU6ZMCUqd6D62hoDGr/8Qvx100EHm1ltvNdOnT7efBkmsXr3ePPLI516fiB8ihx/+iHnooTfM779nfv5IpmhyYffu3YuUod9+++299ewrYm2XskCAABnw2GOPFQsLf1P/yF133VUma5ZHiUZlde8eK5vy979fY2rVOtbUq3ewVzwxm2i+Sf/+/b3Jf/H/H2h1Sw3PzicECJABOmnEj6jRiobqLNVoLWTWZ599b1q2vMbssEP94PPWsOqKqAxg00RTu16W1pLJ174tAgTIAJ04/BOG+jVQtjZu3GQef/ypYNVIbeqDUkHFxYvLv6Nd632cddZZRYJjl112MQMHDsy6wpuZRIAAGdC1a1fvpKF6SeW1Ghxi9ckuv/zyIoUTtQTxPffcUy4rSK5evdrceOONRVYfVJ20f//73+VS5qaiESBAmvQXpl+9VbPIUf5Uzr1ly5ZFrgD23ntvM3z4cLtpxrz44ovFqvaqYrPrpNJcRIAAaVLZbf8EouJ7qDivv/56sXXTjz322IyOetMiVk2bNi3yGmWx+mAuIECANGmtdJ1EdPsqGxb5ibp169aZO++807uV5Z/gdYtLC0otW+a+/sjChQu9VQ71e/afV/XJtEhVPpeZKQkBAqTJr6KqelbIHosWLTL/+te/ip3wH3/88VAnfAVS3759i6x2qEBSv1c6gZQPCBAgDZMmTQpOKvqrF9nniy++KHbLSXXIVKCyNLolpjIz8Y9t3bq1mTFjht00kggQIA2qb+WfWFSyAtlLZfftTu9TTjkl4QRPFby0O+VVx0yLS6EQAQKkwS+O16BBA3sXspCG3Wqejj3sVsverly50hsW3KVLlyKTQlWuv7yGBecaAgRwNG3atOAkc8stt9i7kcUSTfxTp3v8crL+xEQtKYzECBDAkYoi+icbzUNA7tGaK3bpEW1HHnlkVpRGyXYECOBIlXV1stl3333tXcghqmOmpYR1xaHKuQMGDLCbIAkCBHAwc+bM4K/V66+/3t4NRAIBAjhQeXY/QLjVgagiQAAHhx12mBcemkQIRBUBAoSkETz+7OYePXrYu4HIIECAkFQw0b99la8LBQGpIECAkLT6ncJD657n82JBQGkIECAELRal4Z4KEFV3BaKMAAFCUCVX//bV2LFj7d1ApBAgQAgtWrTwwqNmzZreBDQgyggQIEU//fRTUGSvc+fO9m4gcggQIEVPP/10cPtq1KhR9m4gcggQIEVt2rTxwqNq1apmw4YN9m4gcggQIAW//vqrV2hPAaJlUgEQIEBKBg0aFNy+GjFihL0biCQCBEjBySef7IWHFh1at26dvRuIJAIEKMWqVauCJVDPOeccezcQWQQIUIohQ4YEt69ee+01ezcQWQQIUAp/7eztt9/erF692t4NRBYBApRgzZo1plKlSl6AnHHGGfZuINIIEKAEr7/+enD7avDgwfZuINIIEKAE5513nhce22yzjVm5cqW9G4g0AgRIQsN1d9xxRy9ATjzxRHs3EHkECJDEyJEjg9tXAwcOtHcDkUeAAElcdNFFXniohMmyZcvs3UDkESBAAhs3bjTVqlXzAuS4446zdwMwBAiQ0Pvvvx/cvurfv7+9G4AhQICELrvsMi88tIDUkiVL7N0ADAECFKOlanfeeWcvQI4++mh7N4C/ECCA5eOPPw5uXz366KP2bgB/IUAAy1VXXeWFx2abbWYWLFhg7wbwFwIEiPPnn3+a3XbbzQuQpk2b2rsBxCFAgDjjx48Pbl/df//99m4AcQgQIE7Pnj2D21dz5syxdwOIQ4AAcfbaay8vQBo2bGjvAmAhQIC/fPnll8Htq759+9q7AVgIEOAvN9xwQxAg3377rb0bgIUAAf6y3377eeFx4IEH2rsAJECAAAWmTZsWXH306dPH3g0gAQIEKNCuXbsgQKZOnWrvBpAAAQIUqFq1ahAg9957r70bQAIECCJv1qxZQXj4c0BeeOEFuxkACwGCyLv77ruD8Nhuu+28f2oVwvfee89uCiAOAYLIa9SokRcadevWNaNGjfLCQ/9dqVIlM2HCBLs5gL8QIIi0uXPneresFBjXXHON97MXX3wx+FnNmjW9W1wAiiNAEDkrVqwwo0eP9mabN2jQILh99emnnwZt7rvvvuDnKm+yePHiuGcAIAQI8tr69evNpEmTvCKJBx10kNl3332LdJj7m25b/fHHH0Ue271792D/P/7xD7Ny5coi+4GoI0CQV2bOnGlefvll061bN3P44YebbbbZplhYxG/Vq1c3e+65p3nsscfsp/LWBjn33HODtq1atfICCUAMAYKctXTpUjNixAhz8803m7Zt2xaZy1HStuuuu5rBgweb+fPn209ZjAKjdevWwWPbt29f7EoFiCoCBDnhj99/N/M//dQMfOghb9a4X3Y92bb55pubQw45xHTu3Nk8/fTTZvLkyebkk08O9p900klm06ZN9ssktGrVKnPooYcGj9XVDQACBPLRR8Z06mTMvvsaU7myMZUqGbPPPrGfaV9F+PprYwYMMObyy03B2dss2nJL81DBybtJgrDQtscee5gzzjjDPPDAA+aTTz4xq1evtp/R/F4QQs2aNQse00nHl6IlS5aYevXqBY+955577CZA5BAgUfbbb8aceWbB/wV/K3k76yxjEpyQM2bhQmPeeMOY664zpmVLY3bYodh7WF+wvVCwtS3YdtppJ3PccceZ3r17m+HDh3sn91QtW7bMHHDAAUEQ3HjjjXaTpL777jtTq1Yt73Ea5jto0CC7CRApBEhUrV1rzOGHx07Q229vCs7GxkyeHAsVhcWUKcbcdFPsakRtjjjCmHXr7GcJb9UqY8aMMUb1pk4/3ZjatYuFRZFtq62M0eqAXbuaBS+8YH6cMcN+xtDU97HbbrsFIdKvXz+7SVITJ04suEir7D1OI7feffdduwkQGQRIVBWckL0TdMGJ1JS0eNLMmcbssUesbffu9t6SbdwYC6UnnzSmY0djDjqoeEDYm26jnXuuMY88Ysx//xsLujKg8u1+p/sWW2xhXnvtNbtJUvZs9S+++MJuAkQCARJFGn205Zam4MwZO0mXRuU81F5XAwsW2HsLzZljzNChxmhGd7Nmxmy3XfGAiN+qVzfmpJOMue02Y955x5hff7WfsUz93//9X1D7attttzUfhejveemll4LZ6jVq1PCGDwNRQ4BEkU7YOoG3a2fvSU5t9Zg77rD3xJx/fvGAiN8UJroNpquYV1+NhU0WeOONN7wrEAVBlSpVQq0Fcv/993uP06ZRYYsWLbKbAHmNAImiVq1iJ3V1XKdKbfWY1q3tPTG69RQfGA0axG5bPfFE7DaWbmdlqf79+wdBULt2bTNv3jy7SVKqn+U/ltnqiBoCJIr8jusffrD3JKe2ekydOvaemG++MeaBB4z58MNYR3mO0TK2fhDUr1/fm6SYCnu2esuWLc26TAw2AHIAARJF224bC4MwHdRqq8fosXlKkw79IGjatKlZs2aN3SQhe7a6JjoyWx1RQIBEUToBor6MPKWZ6aecckoQBCeeeKLZmOKtN81Wb9iwofe4WgXbwKuuspsAeYcAiaJdd3W/haXbX3lMs9WPPPLIIEQ6qh8nRZrQeNTee5sOBY97tmD79e677SZAXiFAokizvRUGmexEzyP2bPUbbrjBbpLUz7Nnm2G1apn5+qw228wYZqsjjxEgUXTrrbEwCDOMt3372GOSDePNMz8UXHHFz1Z//PHH7SZJbZg0KVZTTJ+X5s9ojguQhwiQKNIwVU0i1MktlTW/dUJUW21hbnvluOnTpwez1VXdd9iwYXaT5EaPNmbrrWMhonIwqUzYBHIMARJVV1wRO7mpTElJs6hnzzZmzz1jbSNYxnzcuHHBbHUtThVmtrp5+eXYbSx9djVqlPw5AzmIAImq33835rDDCv9CVlVaFVBUIUUNX9WM7D59Cm/FqPBimFFbeeTNN98MZqurEvAUfU6p0twYfX7aFMTMVkceIUCiTBP+Tj218ASXbFPVXFXpjTAtSuX3h+xVu7ZZMneu3SS5Hj0KP8tDDjFmxQq7BZCTCBAYM3asMRddZMzee8dKu2vTv+tn2gfPLbfcYnYqCIFTCraB++1nNv7yi90ksT//NOa88wpDRKPgmK2OPECAACE8femlpl9BCExTEDRpErvdl4oNG4w57rjCEDn7bGOYrY4cR4AAIfy5aZNZGH/b74QTUi8UqduAfr+TNq3JAuQwAgQISwMQjjqqMAh0qy9VP/0Uuz3oP/auu+wWQM4gQAAXWvzqwAMLg0BLAqdKQ6Nr1Yo9TsN8n3/ebgHkBAIEcKXVGXffvTBEHnvMbpGcJmfusEPsccxWR44iQIB0TJ9uTLVqsSDYfPPYkr6pev/9wtnqGvnGbHXkGAIkyjRTukOHWGkTuPv008L137fZJtzQ58GDY8Gjx2q2+v/+Z7cAshYBElWaROif9EJUm0USw4fH6ovp89xpp9is/lQ9+GDhbbC99kp9aDBQwQiQqHrllcKTVpgigUjumWcKP1OtuRJmtvq11xbeBotQwUrkNgIkqjSRTScsXYWo/hUywy+Vr+3vfzcmzGx1rR0ycqS9B8haBEgUaR6DCijqJKc6V8isyy4rDBEVoeSWFPIUARJF/uqC2l56yd6LdG3aZMxppxV+xm3bpj5bHcghBEgUnX9+7MSmEUNUhi0bKn3fvHlhiPzrX3YLIOcRIFGzfn1slJBOaqrjhLKj2eoNGhSGyPXX2y2AnEaARM3bbxee0AYMsPci0+zZ6qmura6VDzt1MmbffWOLeqnPap99Yj8LsyoiUIYIkKjp2DF2IlP5jKVL7b0oCzNmFM5Wr1LF3luUKvaeeWZh4CTbzjqL0XOocARIlKgjt3r12AmodWt7L8rS558bc/DBJU/aVL+JRm3p96PSJirQOHlyLFQUFpqceNNNhSPojjiChalQoQiQKPngg8K/YJ96yt6Liqb1QfS72W03Y7791t5baOZMY/bYI9a2e3d7L1BuCJAo6dIldtJRyY3Fi+29qEjz58duK+p3k0pRxQkTYu232irWzwJUAAIkKrR86i67xAJEw0uRXW67Lfa7adfO3pOc2uoxd9xh7wHKBQESFZ98Unj76pFH7L2oaK1axX43muSZKn9CKP1ZqCAESFR06xY72WgFPIr1ZZ/atWO/nzC/G7XVY+rUsfcA5YIAiQIV6vPnIjRpYu9FNth229jvRyOxUqW2eoweC1QAAiQK1Cnr37667z57L7JBOgGiispABSBAoqBXr8IAmT3b3otsoPVDXG9h6fYXUAEIkCioVy92ovnHP+w9yBYtW8Z+R3SiI4cQIHluvWYy+1cfDPfMXv5CVGGG8bZvz+8VFYoAyXMf33ijebngJPN/BduGb76xdyNbzJsXm0SoyYGaJFiaSZNibbWFue0FZBABkudOrF/fHF8QHrcccIC9C9nmiitiVxQqU6JyJcmoH2vPPWNtNTwbqCAESB6bPn16wTnmb952+80327uRbbTU8GGHxYJBBRMLrh69AooqpKhlcadONaZPn1h5d7VR4cUwo7aADCNA8tjtt98eBMgUnYiQ/VatMubUUwv7rZJtWsteVXqBCkSA5LFDDjnEC499tBARcsvYscZcdJExe+8dK+2uTf+un2kfkAUIkDz13XffBVcf1113nb0bANJGgOSpe+65JwiQL774wt4NAGkjQPJU48aNvfDYY489zJ+qhQUAGUaA5KH58+ebzTbbzAuQ7qxYB6CMECB56KGHHgpuX40bN87eDQAZQYDkoaOOOsoLj1133dX8oZUIAaAMECB5ZtGiRWbzzTf3AuQKzWwGgDJCgOSZJ554Irh99eGHH9q7ASBjCJA806pVKy88atSoYTZt2mTvBoCMIUDyyC+//GK23HJLL0AuvvhiezcAZBQBkkeeffbZ4PbVu+++a+8GgIwiQPJI27ZtvfCoUqWKWb9+vb0bADKKAMkTy5cvN1tvvbUXIBdccIG9GwAyjgDJEy+++GJw+2r48OH2bgDIOAIkT5x66qleeFSuXNmsZZEhAOWAAMkDv/32m9l22229AGnXrp29GwDKBAGSozZu3Gi+/PJL069fP3PMMccEt6+GDh1qNwWAMkGA5IjZs2ebV155xauu27RpU7PddtsFoeFvqsCrqxEAKA8ESBZatmyZefvtt82tt95qTjzxRFOtWrViYRG/KUx23nlnc/XVV9tPBQBlhgCpYOrw/vzzz80jjzxizjnnHG/9cjsg7KuMgw8+2HTq1Mk89dRT5quvvqJkCYAKUSYB4p/sUhGmbT6YPn26GTRokLnyyitNw4YNzVZbbVUsJOK3OnXqmNNPP93cd999ZuzYsWbVqlX2UwJAhSiTM3eYUAjTtjQ6Offs2dM7MauYoE7ONWvW9AoMPvzww+V+8l28eLE3J+P66683rVu3NjvuuGOxgIjftF/v9d///rd58803zcKFC+2nBICskZkztyVMKIRpm4zKdnTp0iVYByPZVrVqVTNkyBD74RmhzuuPP/7Y3H///eaMM84wu+++e7HXj99U9PDQQw/11uwYOHCgmTZtmv2UAJDV0jtzJxEmFMK0TUTDWY899ljvOSpVquRdgXz22WdeR/SGDRvMkiVLzKhRo7xbRtqfzmv5tMrflClTTP/+/c0ll1zi9Un4a5An2+rVq2fat2/vXQnp/f3+++/20wJATkn/bJpAmFAI0zaR6667znu8Op+/++47e3cRKneuk3hY8+bNM6+99prp0aOHad68eRBEyTZd6ZxwwgmmT58+ZuTIkV6YAUC+cT9zlyBMKIRpa1MfgQoIbrPNNl7/RyasWLHCjB492vTt29eccsopXh+KHRDxm2aAN2nSxBtCO3jwYDNr1iz7KQEgL7mduUsRJhTCtLXpJK/HduzY0d4V2jPPPGPq169fLCDs7YADDjAXXnihefzxx72Z4LpNBgBR5HbmLkWYUAjT1ub3feg2Ubpq165dLCw0OU9FCu+8807z/vvve1cnAIAYtzN3KewTcSqbC82R0GN//PFHe1doGgn1z3/+01x77bXm9ddfN/Pnz7ebAADiuJ25S2GHQyqbC78CLeXLAaD8uZ25SxEmFMK0tREgAFBx3M7cpQgTCmHa2jJ5CwsAEI7bmbsUYUIhTFtbJjvRAQDhuJ25SxEmFBK1VVmP3r17m0aNGnmlzHfYYQdviK1mfU+dOjVol8lhvACAcFI7y4eUKBSSSdTW/1mibYsttvAWVhLdulLBxExOJAQApCa1s3xIiUIhmURtGzdu7C3VqnpTq1evNitXrjQTJ0701vtW27p16wZtNexWP1MpE63aV5KlS5d6a24AANKX2lk+pEShkEyYtqplpbZVqlQJfqaZ4C1atPB+XrlyZdOrVy8zfvx4s3z5cm/fTz/95JUm6dq1a8aKKQIAciRAdBWivo8OHTp4bVVZN966detM586dSy3nXr169eD2FwAgPSWfuSuYHQAqiX7vvfd6JdwTUee7KuZqnQ2FRfyCUloyVmt2AAAyI6cCRLeounfv7i0gBQCoWFkdID6tp6F+DF1ZKEh0lQEAqFg5ESC+uXPnegGyyy672LsAAOUspwJk5syZXoBoNBUAoGJlZYA0a9bMDBs2zMyZM8fr7/j555+9ciUNGjTwAqRNmzb2QwAA5SwrA8TuPI/fNLpqxowZ9kMAAOUsKwNk0qRJ5tJLL/XqX6lku25ZHXTQQaZnz55m0aJFdnMAQAXIygABAGQ/AgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATv4fSFpSf9pt1M4AAAAASUVORK5CYII=)
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,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)
PN: 4H23-1-1X
CAS: 81438-51-9
Molecule Weight: 218.256
Formula: C12H14N2O2
![2,7-Dimethylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABbfAAAW3wETCBe4AAACOHpUWHRtb2xTb3VyY2UAAHichZTbbuIwEIZfZeTrxcc4B0SoENVKK7VbaduV9m5lEkMjkaRKwuntd5xQINANIsie8Xw+/DP25GGfr2Frqzori5gIygnYIinTrFjF5Pfb91FIHqaTBIMwsKhj8t40H2PGdrsdTd5tbvZlQZMyJ934eF9nvZidomW1YpJzwf48P722zCgr6sYUiUWqzsZ163wqE9O0u/jPEiw31TYrWBfO8mrbzfZXcvdxuq9Tcj7LHMdmiMIyW1tYllVuGthKTvHj32BlC1uZxqawOKBbUQ/PPp08P5bJJrdFg103Q5aY9WtTbRJ05OXaJhucDDs/HmOSCwRMU+azqjIHcD3nNgKMBKPAeGA0GB9MACYEE4ERHP84LjBAYITwUO+1dQu+HT4s7hrm8BPmF7/OeoEXFEvGZMSpEpEPgkrJPZBUSO2DojriEjwaSRWBT6UOfAjQiYscrePYMfLICep7UYCWH6KTU+Ep3NHBrSOo4jKEU4uqaT9yrVZoo44qkDempDxw0ZKGXtd+2toLAxihykIpGGkqdBA6WymlUUd2EnI6WZRFetGFLI3JQpBW4V92WcujyATKKrUV1q2bwIVeArIPuJScgNlXgOoDLoHDgNcHXLqHAd0HXHEMA34fcKU0fOjgBgiHVwj7gCvTYSDqA21RDxNu/Eqnu8h1ttt7c4e5Tfhd5Crl3dUcVlhcZb27yncY/QVzLi55ZthF7bPPBwe7N48Ru3ipGL7P038MobGfwuWRFgAAOuRJREFUeF7t3Qm8ldP+x3H3yjVPJRlvxL1/w+2SJK6SWVIoF/8uSaaECGWONBgyT5kazFIhmSUKGUJyiX8lhIQrhTLFXf/zXcd6evY6e5/97HX2OWcPn/fr9bzoPGvvztmn/Xz3s4bfWsEAABBgBf8LAAAkQYAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAJBnP/30k7nttttMp06dzCabbGJWWWUVs9Zaa5kddtjB9O/f33z11Vf+Q8wKK6xgj2yStqsLhfFdAECJePXVV82f//zn6EKf7lh99dXNqFGjUh6XNBiStqsLhfFdAEAJUHisvPLK9gLfsmVLc9ddd5mPP/7Y3pEsXrzYvPHGG2bAgAGmcePGVUIgaTAkbVcXCuO7AIAi9/PPP5vNNtvMXtx79uxpfv31V79J5Pvvvzfdu3dP+VrSYEjari4UxncBAEVu5MiR9sK+/fbbVxsemSQNhqTt6kJhfBcAUOQOPvhge2H3xzaSShoMSdvVhcL4LgCgyG266ab2wj537lz/VCJJgyFpu7pQGN8FgLxYtmyZOfbYY80uu+xiPvroI/80apGm6urC/uOPP/qnEnHBkPQoBIXxXQCosaeeespstdVW0QVmtdVWM5dccokd3EXtI0AAFJ3Zs2ebjh07plxc/vjHP0b/36xZM/PQQw/5D0Oe0YUFoGhoXUHfvn3Nn/70p+iissUWW5jx48ebOXPm2FXQ8VDZc889zb///W//aZAnDKIDnpYtb7XHLrsMN59//r1/OuLaofb99ttvZvjw4Wb99dePLiZrrrmmueyyy6p0Vz3zzDNmm222ido1aNDA9OrVy3z99dcp7VBz9TWN980337S/06233tqsuuqqZsMNNzR77bWXGTduXOxRtSP7d4uy5oJBR//+z/mnIwRI3XjhhRdMixYtoouIuqp69OhhFixY4DeNaGD9+uuvNw0bNowet+6665rrrrvOnkN+KLybNm1qX98TTzyx2hDRQsKjjz465Wt+MGTit/vHP/5h7rjjDjNr1izzww8/mHfeecfsvffets2FF14Ye2T+Zf9uUdbidyCtWt1mZs9e6DexCJDapXIYhx9+eHTx0KELx+uvv+43zUh3HSeddJK9C3HPoU+tTz/9tN8UgeKlTHbccUdz9913m3nz5tlw+fbbb+3dwsUXX1zrpUw+/fRT22adddbxT+VV9d8Fyp4Lhquuetn+t3fvJ/wmFgFSO5YuXWo/Raprwl04VN31nnvu8Zsmpk+o6uKIh5EG4TUYj8x0RzFs2DA7ztS+fXv/dOSVV16JBtQzHWussYa9a4hLEgySpJ3uSNVG30dtqv67QNlzwbB48Y9mt91G2f9/883P/WYESC249957Uy5EChGFiUIlHx5++GF7MXTPr8H4fv362U/KSPXcc8+Z5s2bR6/Veuut5zdJoeKJt956qznggAPMxhtvbO9KNE6lcu76HdZWOXeFnLqy9IFA/15qe/Zd+u8C+F08GEaMmG7/v3v3h71WBEg+qVtq1113jS4UOtR9pW6sfFPXyqWXXmovbu7v0uC8Buk1WF/uNCW3S5cuKb+Ldu3aFeRstvj3qHLyU6ZM8ZvkHQGCasWD4ccfl5n99rvb/nnSpA8ztkMYdTtoQDy+hkMD5ho4r236uzWoG/+79Wn5xRdf9JuWBQ1yn3feedF4hg5V2n3ggQf8pgVFHwjUhfa3v/3NLmx84on0Xc75QoCgWn4wPPjge/bPXbo8UHG7vPwTqt8OyelNrym42rEufhdw++231/ldwLRp0+zgfPzT7P/+7//ageBy8N///teOTWy00UbRz6/NnwYOHBi8wrw+6C5W37umcNcmAgTV8oNBodG582j7NYVJpnZIRov+/HGIM8880y4SrE8apNdgvfu+1J9+0UUX5W38pRDpk/tOO+2UEp5HHnmkndFUbJYsWWK/f91B1SYCBNVKFwzPPjvXfq19+7ttt1amdsjs3Xffjebqu0MDrhoALRS6CGn/blfjSYcG9TW4X0o+++wz061bN/OHP/wh+jlbtWplXn75Zb9p0VC3p36O7bbbzj+VVwQIqpUpGDSQrq9rYF0ytUOqhQsXmpNPPjllLYYKIKoQYqHS4P1hhx2WEnYa5Nf2rMVMXVKDBg2yXVTu59IqbnVhqSurWOiDyMSJE81//vMfe+eqcQ/d1erfGGMgqFeZguGNN+bbr7drN8pO8c3U7vrrX7MLEHv2fNQ88MC75quvSrcLpDpa8X3DDTdUWQ1+7bXXFs1qcM3qUZkO9/1rwP2YY44xX3zxhd+04I0dOzbaflaHunrOPfdc89133/lNC57ulDRLT3eHCg2F4CGHHGIXNdY2AgTVyhQMokWFOnf11a9kbHf66U9F53TsuOOt5thjHzH33PN2tbW1Sok+HW677bbRxWrFFVe0pS6KsR6VBvU1uO9WUuvQ4P/ll19epQ5XIZoxY4adhhu/m+rcuXNwBd1yR4CgWpmCQVTWRHcXKnOSqd133/1sRo9+xxx//ATbNh4mOrp1e8iMHPmW+eST0lu89sEHH5iDDjoo5WK1xx57mLfffttvWnTUVXLGGWeYlVZaKfrZttxyS/PII4/4TQuCundOOOEEG97u+9VU10mTJvlNkQMCBNXKFAyOCizGA6E6Cxf+YGdu9er1mGnd+vYqYXL44WPNrbe+UfFp8Bv/oUVF3SBnn312Spn1zTffvOJnf9BvWvQ06N+hQ4eUkFSf/MyZM/2m9eKXX36puEO+2taEct9fo0aNzE033VRtsUMkQ4CgWtmCYf7878zOOy8Pg6S+/fYnM2HCLHPaaU+m3MG4Q1OFb7ppmnn//f/4Dy1YGnhVSe8NNtggulip5tGQIUNsaYtS9uSTT6bshqi++FNOOcVOGqgvGkD+n//5n5TvqXfv3uabb4r7A0ohIUBQ75Yu/aXizT7H9Ov3jNl11xFVwqRTp/vMtde+Yt5+u3AHa1966SVbfdVdrDQl9KijjqoI2Pl+07xRN5JmQo0ePdrOJjr//PPtanIdmpbq/v+CCy6w59VO1WBra6BYn/avueaaKp/2b7zxxjqdKPB///d/Zv/990+5K9pnn33Me+8tX7eE/CBAUFC0rmTixLkVF8NJpm3bkVXCZP/97zFDh061BR1/+63+p1p+8skn5l//+lfKxWrnnXeulRkwugDecsstpmvXrrZAX/zvzPVQrSSFjGpeaawmnzTe0LNnz5TxBk0iePbZZ/2mebVo0SJz+umnp4zL/OUvf6m4053gN0WeECAoWD///KuZMuVjc9FFz5s99rijSpjsvfcIc845I81zz71cp59wRRv3aF+H1VZbLbpY6aJ+1113+U1rRAsOdWehMRQ/BOJHkyZN7N7nu+++e5VDX4/vXpju0L4ggwcPzmvBRk0W0N8f/3u07Wu+A0szw2677bYqM8OGDh1aFDPDihkBghSvvPKpHeROV7K9Pi1b9pv93gYNmmL22ecuGyDbbjvQbLhhR7PKKk3s+gp11zz22GO1Pt6griC385wOrdRWN5FWbueDLnoaS9EqYv9Cr0/16ipTuRMV9sulS0pl2tXldf/995s+ffqkrOmIH5rmms9P7dpaNR6AWnNxzjnnJP6+qzN58uS0a1O+/PJLvylqAQGCiNZl7L77KHtxvvjiyf7pgqGuKy1kHDBgnGne/OCKi8byLgsdKk1+xBFH2AuX7hTyRRfrtm3bpvxd//znP81HH33kNw2iCrBXXnllSiE/HVoprZpMmiKbj4tunMZRFIi6M4hXntWh/S9UtiQfBR0V6rrD0aQC9/yabDBq1KigVd96zQ899NCU77dNmzb2d4S6Q4DAUpHEHj3G2/DQrKhMW9cWIg1ga01C/K7AHepi0kVeF0JdoEPo0+yxxx6bUupcdwfPP/+83zSYur784FBVXN0t5DMEq6PZSTfffHPKzCUduuN57bXX/OZBNKkgXd2pqVOn+k3T0l2e7vbi9bk0nnPffff5TVEHCBBYw4a9Ho0tqORIsVIZa+3joEVtfpjootOpUydb6yjJVE7NKrriiivM2muvHT2HdqLTQHa+1hBMnz69IrB3iZ5fF9YDDzzQhmJ90R2H7t60H4j7vhSexx13nB2ozgdNMmjdunXK70d3jdVVvtX+4vHJA/pwMGDAgDoLWFRFgMB2B7lV4io9Uiq0a5xKkMfLiLhDM3U0tVNlOdL1lz/66KN2Bk+8vcYN8nUBVbeNBnnjM4b0SVwlxQvJnXfembKuRXd5+foe9Rro+f29NzQ5Ib73hu5+4iGrQzPRNAMO9YsAKXMqhKipsW6KrP6cLyqyp72k1S2ifaDTrVHQ1/WJXt1B6S7k+TJ79mzbB9+yZcsqYaKBac0W0noFfR/77rtvyvn27dvbtQX58vnnn6eUctdaCQ2ah4wF1AWNk5x66qlRF55CT+GXL+pa1Eyz+BiMgkr/Lrp3757S3aXfX7nukliICJAy54od6g7k9ddrtuhNs3zUl69tWbNNO8106FP/8ccfb2cY1VbXhAZg1TXl77znH3/961/N448/7j+8RjS1Nd4Ns9dee9XqYsN8Usn5+HRgXdzzOX36ww8/tFVk/d+DDk1THjFiRF4G9JE/BEgZ01iHG/dQ2ZAQ+tSsKZ8aqI4PbMYPfcJX6WxND42vT9Cf9fX44HT80Iwd3aXU5niANhNSmfX4egV94r3qqqvsGEg+qSqv27ZWZTW0jW2xXRAVdvFqttoEK9+7FOouMF72/qyzzrIfTlB4CJAyNWfOwqgGlWZfxfc3T0JrFfSJUAvQ/Au/qpyqDpIGYtX1k+0iqQHp999/304n1QpmffL3n1PTZ1VvqTa5FeUaPM437T/hxjsUjFqvUqz0u49vMKXNpfIdIgpw91qhcBEgZeinn5aZQw8dY8ND6z5UEDEXuvjFB5h16KKvwc987augAXB98vSntqrLJ5/jEXHqOtPfoa6tfFJRP1eZVwPSxb6Tn+hDgT4kuN+L7kTy2Z2lmlp6XtXVQuEiQMrQkCEvRF1XzzyT/IKv7gtdKOIXdH36rM09IPRpV2Uq4tNydTHW7Kp8TaV1aiNAtIvfqquuap9X/fgazC8l8RDRmEi+JgIQIMWBACkzkyZ9GIXHwIFT/NMZjR8/3q6BcBcLLTar7S6lOH261UXFjSHo2G233ewYRr7kO0B0N6Zta/Wc+m8pbCTl052ItlN1v5N8zc4iQIoDAVJGFiz4PipKeMghmuWUvctBnyi1OZK7QKgf/5JLLsn7AHNSmgKrxYDu+9GsIC0ezId8BojWMbRo0cI+nyYX5GvtRCHSXaIbWNe/j3z8rARIcSBAyoTqR2kvcleqZNas7Ptx6yIYHyzVOEeh9N9rkDU+KP3MM8/4TXKWzwBRQT/3ummxYqlTsLspvppZV9MFlwRIcSBAysQttywvVXL//e/4p6tQeMQXu+233355L+RXU9rPWoUT9f1pXKSmIZKvANGYkHvdtCamXGidiJuSrbInNUGAFAcCpAyoNLsrVdKnT/ZxC3VPdezYMboIqpBgPmfY5JOqr7pPvroTqUl3Vj4CRKuqVdxPz6NxonhJjnKgFev62RUkNSnASIAUBwKkxC1evNR06FBZqqR9+7vNokXZL2havOfCQ58k8zWzprYoRNzgusIkdGA9HwGiHfH0HFqMmM9qvcVCC/5c7SxV8c22BigTAqQ4ECAl7uijLzLNmvU0229/pZk2LXvJjGHDhkXhoYJ1oReAuqbtUt1aC83OCpniW9MA0RRdrTDXc5RT15VP5WzcvyGV0Q9BgBQHAqSEKQxWXnk907Bha3P55aP901VMmzYtugjr02Nt7+yXb271sg6tE8lVTQNE6yD0eI3LaF/wcqU7Vle0UptShdzBEiDFgQApUe+88060gO0f/2hrli2r/hO5xj30Zld7rfeYN2+e36Tg6ULlpvgqCHNdsV6TANE+3+7uQ9u1ljuVbnFhrtL4uSJAigMBUoJUxdbtgaHNkFTlNJtBgwZFb3hVwi1Wmk7qxkM0iywXNQmQE044wT5W+1mU892Ho65Pt7Oh1ojkigApDgRICTrxxBOjMNCWqNnoouvuVvQJvti5i4+OXFbLhwaICgm60NKmU6ik/Tz0mmhCgUro54IAKQ4ESIl56KGHootn0oHc3r172/bq9vn444/900VHU45d7SxV8U0qNEC01ap7zUuxXEkobRvsNokaMmSIf7paBEhxIEBKiLb4dPsoqPtgyZIlfpMqVCDR7ePRq1cv/3TRUgFGd1FPuoNdaICoQrAeVxtl4IvdwQcfbF+bbbbZxj9VLQKkOBAgJULTVvVpW286feqbPn263yStgQMHRncfn376qX+6aKk+kysFr3UtSYQEiEp2aMMsPe66667zT5e9MWPGREE+Z84c/3RGBEhxIEBKxIABA6I3qt58SWjWktt6VluJlpp+/frZn03TapNseBQSIPEuw1wukOVC3ViuvIk2IEuKACkOBEgJUBeN+xTcoUOHxPPutVeFu/jle+/vQqBNqdzPp0/C2YQEyMknn2wf07RpU/8Ufrf99tvb16hbt27+qYwIkOJQKwHi3rTZJG1XHS12U3+3Zg9tsskmtj9fM2LUH92/f3/z1Vdf+Q8pKfqE52ovbbjhhjn9vFqvoMc1atQoaOV2MXDb4yocsgkJEPXt6zGqvov0NDNNr5H+nSZFgBSHml29M0gaDEnbZfLqq69GF89Mh+bljxo1yn9oyejSpYv9OdVNMHHiRP90tdxqYZVsL1XaY10/o7bgzaZnz96mQYM1Tdu2ydaP6MOLu/MbPny4fxq/u+++++xrpOm8SSs6EyDFIfzqXY2kwZC0XToKDzdFUBdC1d/RFFS9qRcvXmz3rdC4QOPGjYP/jkLn5tnr0KZPudBr5PqmS3m/itGjR0ev0RdffOGfTtG37/UVd3EdKu5mz/RPpaXV/u65X3rpJf80fqf3onudku4nQ4AUh1q5siYNhqTtfJpho01r9Fh9wqyu+0XltVWjqNTMnDkzWvy300475bxDoHaNc6//W2+95Z8uGSpn4n7ObNVxBwx4wjRvfonp1u0u/1Ra48aNi56b1eeZqUKve52SLGwVAqQ45H71TiBpMCRt5xs5cqR9nAbnqguPUqU9JlzdKo33qA5TrtxrqLsQlT4pVQpWt3Phrbfe6p9OMXjwFFv2vkeP8f6ptC699FL7vBpDQvWaNGliX6vBgwf7p9IiQIpD7lfvBJIGQ9J2Prc4qZTHNqpz0kknRa/dPffc459O5LzzzrOP1zTeUudWpWfr5ss1QNxe8VtttZV/Ch5Xm61v377+qbQIkOKQ+9U7gaTBkLSdb9NNN7WPmzt3rn+q5I0fPz563WrSNeemn6pse6lTF59+1mwr7XMNEBfkrVq18k/B07p1a/taqU5bEgRIccj96p2Au8AlPXLlSm+EbheqdRK6EN9xxx1FdVxyySXRz65ZRRrfCaU5+XqePffc0z9VclypkSOPPNI/lSLXANHzlctrWFNJfwcOAVIccr96J+AHRLYjVzUNEA3k+d9DMR2aDlmTvb9FK8/1XNr7vNS5/d015bk6uQZIOb2GNZX0d+AQIMUh96t3Au5Cl03Sdr6admHNmDHDbprkX5iL6Rg6dKj/Y+WEO5Cqcg0Q7kCSS/o7cAiQ4pD71TsBd5HLJmk7X7kOomuTnj322MP+7Cp+qC1oQzEGUlWuAaLn0/MyBpIdYyClKferdwJJgyHe7s0337RvyK233tqub1BZDn1q0Vx7XzlP4/3ss8+iuyfNLkq6stdXTrOwNF6knzXfs7DOOuss+7zMwsqOWVilKftVPkBIgKj+kAaKZ82aZdclaJWvtiTV+QsvvDDlcVpIqOJ1OqdPNNWFiAaak5bzLhYTJkyw4yD6+ZN2CfhcCKsUR+hYUjHQ5lJuHYhW7lcn1wBx60AU6Kge60BKU/arfICQAElH+1Nk+kcUL2WibhjtCjdv3jwbLlr5qjuaiy++uGRLmbhdBHWojEuuXn755ejxpbyL3uzZs6OfM9tK9FwDZOzYsdFzf/311/5p/E53ye4Dj+piJUGAFIdaubJmCwYnW7sFCxbY8xo0T0flONyAeqZjjTXWsHc2pUY1v7bbbjv7M2q/i1z3otBGSO5NXcpjSfGLvPZ+r06uARIvFz916lT/NH6nD3PudUo6e5AAKQ6Zr9414P6xZJOpnbqk1JWlqX8aD9GmPZnoQqoSFQcccIDZeOON7V2JLqgq566ur1zKmxeb9957z6y22mr2NdRdmO6+cuH2aTjiiCP8UyXjlFNOsT9jkrGeXANEXX+uGm8umyWVm/i0eRXxTIIAKQ5Vr971zP1D06FS7dr0CJnF9/5OOkDpqL0ep/7ppJtQFZu//e1v9mfs0aOHf6qKXANEtPe8nv+EE07wT+F3Z555pn2NtF9PUgRIcSi4ABF9klb3lN78WjT4xBNP+E0Qc+ihh9o3mwojPvXUU/7pjJ555pkofCZPnuyfLnoqMum66TRGlk1IgGgSh55fM+KQnqY56zXq2rWrfyojAqQ4FGSAOOov1T8i7fqGzDSe4WalbbDBBln3vXDUVajp0npcqc1Uk4EDB9qfTR9CknSdhASItsp1Iaz9aJBKA+gNGjSwr0+2WXBxBEhxKOgAWbJkif1HpHENVE+DuO6N2r59+8RdUm4tgyYbJLnIFgv9/G4723/+85/+6bRCAkT7gLiNubKViy9HmnLuAvb999/3T2dEgBSHgg6QF154wf4j0mwjZOc+ceu48sor/dNpacMldwHU40tF/MKl/08iJEBEa5j09+y2227+qbKnCRp6bZo1a+afqhYBUhwKJkC0aFB7eusTnT4Ja9xjiy22sJ+qGQNJRqVO2rVrZ994KnWSdPtQ7YmuxzRs2NCuoSkFu+66q/2ZVNkg6d1YaIC4rYU13vLhhx/6p8vW0qVL7Z2tXhtVPsgFAVIcCiZAtLDt8MMPt+s6FBrqm1e1Uy0YRHJafKkd8vTmS1ryXesZ3F2IurSKnT5wuLuPXKbX3nTTNBsgZ5zxtH+qWt98801UIXrAgAH+6bIVn7777rvv+qerRYAUh4IJEORPfNOpo446yj+dlqvOq7IfKiNTrLSFrZtaqzGQXNbG/PjjMvP447PNwoW5b/Hr7uI0JbqUtwjOhevaC+mCJkCKAwFSoly1XR1Jtr398ssvzbrrrmvb77zzzraGVDHSplvu537sscf807VGlZHd33vdddf5p8vOiy++GL0eqruWKwKkOBAgJUqrpJs3b27fhGuttZZdE5FNfFFiv379/NMFT2M+GvvR96/KBHVt3333tX+3FszlcudTig488ED7Wqg6RMhrQYAUBwKkhM2cOTMqdaI9MdS9k412jFN7DQirK6xYaL2Bm7ar6rjz58/3m9Q6N2tQx+WXX+6fLhtaBOwWcF5xxRX+6UQIkOJAgJQ4N0NIR5IBcs2A05RLtVf4aHJDoVN323777Rf9nPUZfLrz0few+uqr2+rQ5UYz3tzK84022ijRJI50CJDiQICUAbd3t2ZaqXxJNpqVpTeuHqOpvfpzodIF69hjj80pJGuTtllWAVB9L9o5s9y4fWZ0hGwz4BAgxYEAKQOaZqrClHpDanq0BsyzUXeMuxAqRArxTkTrXo477rjogqWZUEnXfIim7OrYZZfh5vPPM39Sdu2Sii/oTDKBoVSo29DtlrnLLrvk9LvwESDFgQApE5oV40qPd+jQIdGbW7OYXIioO6s+u4Z8KuOv4nzuQq2FqLnurOiCQUf//s/5pyO5Boi+NzeBQQvpcinhUawU5tqCWj+zJjJMnz7db5ITAqQ4ECBlRIvc3AX36quv9k+npTsR152lgVHNzqrvKb4aW9D+J+5n6dSpU87hIfE7kFatbjOzZy/0m1i5BogoNNwqbIVJqa8N0aQB9/sYOnSofzpnBEhxIEDKiKrvql6T3pgqUKmd4pLQGIgbWNehdSL1tdjwgQceiLpJdKiKcJLZZem4YLjqqpftf3v3Tl8yJyRARCXk3fepaa16/UuR7lTd3a3uBJPc3WZDgBQHAqTMfPLJJ3ZMQ29OTXtNOktGs7M6d+4cXRC1Yl0D1nVVO0ul0nWn4f5+dZMMGzbMb5YTFwyLF/9YEayj7P+/+WbVbW9DA0TiCzqPOeYY/3TR09obzTjTz6f1L9m2DU6KACkOBEgZ0hbB8U/wuVDJcrdiXYfCSIPGtVUK/rPPPjO9evWKFgjqUJeQVn7XVDwYRoyYbv+/e/eHvVY1CxCNDaicvPvezzjjDL9J0dK209p/Rj+XFqu+/fbbfpNgBEhxIEDKlC7K7qJ23333+aerpVlcqp3lFovp0KdQhVE+tiDWRffxxx+304/jwaGChYMGDQrusvLFg0F1sPbb727750mTUivq1iRARIPqe+yxR/Rz6E6k2LuzFBaq+6WfR3ejSaaH54IAKQ4ESJnSoLPbL3zttde26xdypbERTZ11lXzdoQuL9oEYNWqUmTFjRtYBbg0wv/XWW2b48OG2IrPrYnOHxmt69+5tFixY4D+0RvxgePDB9+yfu3R5oOIC/1vGdiG0Uj4eIhoTKdaBdU3pdnehCvixY8f6TWrstNNOs8+v2X8oXARIGVOJbTdNt3Xr1sGf7LUplcZD3Pa46Q5tuavqrLvvvnt0aK2AW5+S7thss83sHUdtlSXxg0Gh0bnzaPs1hUmmdqF0JxLvzlJXXLFN8VXIu9L1urjne68ebUdw5JFHRq+RtnZA4SJAypwGot2b9ZxzzvFP50TdMurK6Nu3ry3h7QdCkkPTc88991wzefJk/+nzLl0wPPvsXPu19u3vtt1amdqFUvdcfGBdU301W6vQ6W6pR48e0fetO5B8dFc6ukvVWJobkHevzYUXXug3RQEhQBDNrlJX1LPPPuufDrZo0SK7IZg+tWoNikqOaJxE4yf6r1aR6+va9Om1116rtYH4TDIFgwbS9XUNrEumdjWh0HDrRHTod1CotbMU5m6PFR0tWrTI686Lmpqtu033/Oqy1A6GSWcIov4QIDALFy60O0HqzasCeF999ZXfpKhoGYKm415xxVTTqdN95vjjJ6SMaTiZguGNN+bbr7drN8pO8c3UrqbUfeVWrOvQp+/LLrssqPx5bdD20vG7Dh2aAJBtTCspjXu5dUnuUDXofIYTahcBAkvdEW4xmCrK5mMxWF1SQLz22mdmyJAXzL77Vs6mcodWmn//fdWLcnXBoEWFOnf11a9U266mFBbqunFjUTq0nkKbUuXrQp0rBYe6M9dcc83oe9JY1SOPPOI3DaIPKMcff3z0702HgvS55zKXk0FhIkAQueiii6I39LXXXuufLji//PKbeemleebiiyebPfe8MyU0dOy9950VF+cp5p130hePrC4YVNZE5U0UPunaKbA03fc//1ma8vVQmgWnGmXxT+Prr7++/Z189NFHfvNaoVl1ffr0SRmH0CC2vpaP7iRN0rjqqqvsrD/3/KoqcPPNNxf9tOZyRYAgojdxmzZt7Btb/dDqYig0P/20rOKT6ke2+KFbPR4/NPh92WUvmtdfn29++636u6h0wRCnvyP+3HH33feO/VqbNiPM8OFvVtxJ5OcCqNpj8b1N3KGuHu0YqRX5+TRnzhx7t7PDDjuk/H0Kju7du1cE6Wz/IUG0rsdt+KVDa0c0VVeVolG8CBCk0ECum+O/1VZbmSVLlvhN6twPPywzTz01x5x99kR7wfZDo2PHe209q7feym2dSLpgiJs//zuz8863p22n7rL43YnGWiZOzH0tTSZaaX/ooYdGU2bjxxZbbGG7gDQ5Qbv/aQwria+//tqu4VAQaSxDU6v951a3Vc+ePRNtgZyExnnat2+f8ndo699im76M9AgQVDFu3LjozV5f9Zu+++5n89hjs8zppz+VcqF2x0EH3W9uvPE18+676bun6sJnn31r+vZ9OuX70oD9rFlf+02DaSabdpXcddddq1zs44e6gjSTqW3btilrbfRnfb1Ro0ZVHuMOzb5TKXbNDMvX4kZ93+r60p2G+3v+8pe/mEcffdRviiJGgCCtE044IXrjjx492j9dK775ZqkZP/59c/LJj6d88nfHoYeOqbiYvp6x7Hp9mTZtvjn88LHR96mxk8GDp1RcRPM7CK7BbU151R3CNttsUyUIcjlUhUDrUVQXLZ/Tp9UNqsCLV0zWmIf2Rg9dqIrCRYAgLX0SdRcpXQBqayBXq8xvvvk207nz6Wbbbc+tEhpHHPGgHWP4+ONF/kMLisZbxo6dmTKYv/vuo8y99/7bLFtWdQpxPmhluwa+dcd4ySWX2DU1Wl8TX2ujQ1/XebVTGf7amib8/PPPm7///e9RcOjORmt9kuyAieJEgCAjXZxcH7zKjuRrIykNBGs2jgbsXUHGddbZ3jRrdoK98PboMd7ceecMOwZRbL799ie7/qR16+V3UKqtNXXqJ37TkqF1Gyp8Gb/DUddZTXclROEjQFCtG2+8MbooaHVwKM320afgVq1aVelO0SfV/fY7zIwY8YT54oviC410Pvxwke2Ki99NaW1Jod9J5UJTe88///yUgX4NzNdVlyfqHwGCrA466KDoQp/LYi8Va7z44otTujXcoWmi2r1O+4t88cUX/kNLxpQpH0cFGnXozkQzxjRJoJjdddddZuONN45+nyqsqN91vgbhURwIEGSl6Z9aHa0LhS4aGszNRNvkXnDBBSlz/t2htSVaLDdy5MjEU09LgRY8qktOpVFckOy115224m+2tSqFRrXNtKVx/Pf6r3/9y+50ifJDgCARDZC60hPaWjZu6tSppl+/fmbzzTevEhoq0aH6Rpoiqj0xytnChT/YlfGapeWCpGvXcWm30S00muxw1FFHpWwipsrJL730kt8UZYQAQWK6s3AXj1NPPdVu8uTuTOKHqsx27drVjBkzxixdmp9SH6Xk/ff/Y4477pGU8ZE+fUZXfIovvNlKmuk1ePDglMrB2sZWd5HFVi8N+UeAIDHNwtKmUH5g6NDWoyp9MWHChHorAlhsnn76A3PAAfeaFi1uMJtt1sM0abKTDelCWP0vmvYbv6vU7oNnn3122d9JYjkCBDnRQjZ3QVHZC83zf/rpp1kkFki1vW64YWJFgBxQcYGuXC2ucSYNUtcX7Xce335XhyZS5Ku8CUoHAYKcqDyFCw91byA/Pv10ge32i1+0NVitjbbqiiZLnHjiiSll1rfddlszceJEvylgESBITH3ebg9z7S6I/NOgdMuWLaMLuAat1TX4+ee1N9CurkmV73dFNHU0bNjQrgHK1+JRlCYCBInp07C7wKg8N2qH9k3XNr9NmjSJXm8NYg8ZMiTvd31PPfWUrbrs/h6tzznllFPKapo1whEgSOyss86yFxkNmNdWPSUs9+2339rXXIPX7gLfrFkz8+CDD/pNczZr1iy786R7Xh1a2KnFn0BSBAgS23LLLe2F5sgjj/RPoRapDMyBBx6YcrHXILdqleVKlXfPPPPMlFDS73X8+PF+UyArAgSJzJgxI7rgPPzww/5p1AENZsfLuKu7SYPeGvzORt1it99+u2ncuHH0+LXWWstcdtll3E0iGAGCRPr3728vOuqLp95R/dGg9g033GAHuV0QaPBb29JmGvCeMmWKadGiRdReNc169OhR0jXIUDcIECTiPvkedthh/inUAw1ya0Mo3YW4YNh6663tmhxHZfP1+3LndWhnw9dffz32TEA4AgRZvffee9EFSAsJUTg06K3taOMhsf/++9uZVKpD5r626aabmnvvvdd/OFAjBAiyGjRokL0I6YKkPSBQeDQutcUWW6QEifudXXjhhdQkQ60gQJDV9ttvby9GKmeBwqXB8EsvvdSOcej3tc8++5h58+b5zYC8IUBQLdU/cp9m67M+E5KbPXu2HTgHahsBgmpdfvnlNjy0bmDRotLZjhVAzREgqFbr1q2jgVkAiCNAkJG2KXU70A0fPtw/DaDMESDISBVaFR5aa1DdPugAyhMBgozatm1rA2TPPff0TwEAAYL0FixYEE0Hvemmm/zTAECAIL1hw4bZ8FCI1OZmRgCKFwGCtLQ3hAKkTZs2/ikAsAgQVKHy4K5I3zXXXOOfBgCLAEEV2k5V4aEpvJTCAJAJAYIqOnToYAOkVatW/ikAiBAgSKEtT912p9qtDgAyIUCQ4u67746KJ2ovbgDIhABBis6dO9vw2G677fxTAJCCAEFkyZIl0S52AwcO9E8DQAoCBJExY8ZE3VczZ870TwNACgIEkcMPP9yGx9Zbb+2fAoAqCBBYP/74o1ljjTVsgFxwwQX+aQCoggCBNX78+Kj7avr06f5pAKiCAIHVrVs3Gx7NmjXzTwFAWgQIzM8//2zWWWcdGyD9+vXzTwNAWgQIzJNPPhl1X7366qv+aQBIiwCBOe6442x4bLrppua///2vfxoA0iJAytyvv/5qGjdubAPktNNO808DQEYESJmbNGlS1H01ZcoU/zQAZESAlLmTTjrJhscGG2xgfvvtN/80AGREgJQxBcaGG25oA+TEE0/0TwNAtQiQMvbiiy9G3VcTJ070TwNAtQiQMnb66afb8GjUqJFZtmyZfxoAqkWAlClN123atKkNkGOOOcY/DQBZESBlatq0aVH31eOPP+6fBoCsCJAydfbZZ9vwWHvttW0pEwDIFQFSprbccksbIEcccYR/CgASIUDK0IwZM6Luq4ceesg/DQCJECBlqHfv3jY8Vl99dfPDDz/4pwEgEQKkxH3zzTd2kHzAgAGmY8eOpmHDhtHdxy677OI3B4DECJASom1pVY792muvNV27do3GOTId/fv3958CABIjQIrYzJkzzR133GFOOeUUs8MOO5iVVlqpSki4Y9111zX777+/2WOPPeyfV155ZfP999/7TwkAiREgReKLL76w+5afe+65Zu+997bTb/2QcIfCYaeddjKnnnqqueeee8ysWbOi52nRooVtc+CBB8aeHQByR4AUoB8r7gwmT55srrzyStOlSxe70ZMfEvFjq622snuaX3/99eaNN97IuK5j7ty50WPuvPNO/zQA5IQAqW8qoT5jhjG33qqtAc07221nTv7jH83qaYJCx/rrr2/vHgYPHmyefvpps3jxYv8ZM3K1r9TVtWjRIv80AOSEAKlrH39szLhxxpxxhjFt2xqz+uoVv4UVomNuxXFhxbHZCpXTbNtWtDmjou24isd8rMfWgPb8UICsuuqqZv78+f5pAMgJAVKbdHdQcZdQcbtgzEEHmYrbh5SwSDn+8AdjKu4+ftBdSMXdyOyKu5J8b/Ckqbx/qPh7FCJ///vfc7p7AQAfAZIvGnd44w1jrr/emG7djNl666ohET823dSYLl2MufJKYyZPNqaOZkTdeOONNkB07L777uann37ymwBAIgRITcyda0yfPsbstJMxK69cNSTcsfbaxuy9tzHnnmvM+PHGLFjgP1OdOv/886MQ6dChQ97vdACUBwJEn/x1F9CuXWUX00orGdO4sTG77WbMFVdUf2fQuXPVsNDjd9jBmFNOMeaOO7RYw39UvdD+H2+//bYZPny46dmzZ8qK9DZt2vjNASCr8g6QF14wpkmTqiEQPxQqU6b4j6ykwfDttjOma1djrr3WmFde0XJwv1W9+PTTT22hxL59+9quqjXWWCMKjHSHZnUBQC7KN0BeftmYP/2pMiRatjTmgQcqu5Z++UWr9owZO9aYVq0qz6udwqFAffvtt+bZZ581l156qTn44IPNhhtuWCUg4kfz5s3tLoQqeaLBdH1Ng+sjRozwnxoAMirPANGAd9OmleHQvbsxv/7qt6ikr+u82m22WeXj6pn2Lp8+fbodDD/66KPNtttuWyUg4sdGG21kOnfubC6//HIzadIk891336U839dff20XIqptgwYNzGOPPZZyHgAyKc8AGTmyMhS22SZ7KOi8m1E1apR/ttZ98MEH5v777zd9+vSx1XO1hsMPCXesueaaZs899zRnnXWW7b5KutZD60s23nhj+xyrrbZaxc1W4d5tASgc5RkgWpOhQNDq7yRuuaWyvQbNa9M33xij/ckHDDDzDjjADGjY0DRJExTubkF1rXr16mW7nv7973/7z5YTPX6dddaxz92oUSPz/vvv+00AIEV5Bsgmm1QGwpw5/pn0Zs+ubP/nP/tnwmmwXZ/0NfiuQfgtt6z8O34/vqw4hlYc2/4eGJtvvrk57LDDzDXXXGOmTp1aKxtBqf7WKqusYv++pk2bJr6DAVCeyjNAKi6S9kKddMaULtZqv+qq/pnkNJ1X03pPPrlymq+m+8YCI+VYd13z3/33N9P79zdTJ0yw4xR1RSVTVlxxRRsiGmCnZhaATAiQJHINEM3m0oJBLRzUAkItJPRDwh1agKiFiKedZsy99xoTK71eX2666SYbIDratWtnN6oCAF95BojrwvrgA/9Metm6sDSz6eqrK0uTqESJHxLxQwPyKnWikicqfZJtEL+eXHDBBVGIHHLIIaxWB1BFeQZIvgfRzzuvalDo0CJE/V1DhlQWVSyy4oVaK+JC5KSTTvJPAyhz5Rkg+Z7G+8wzlYPgKs+uMu1aoV7D0uuF4NdffzUdO3aMQmTQoEF+EwBlrDwDJJeFhEcfXdlO7bOFTQlaunSpXX+ySsVr0LHieHf4cL8JgDJVngEi8VImO+5ozJgxlSVMVMrkyy8r7yI0uK3zaqf2ZeqbhQvNaRV3YTdXvBYfNGhgzKOP+k0AlKHyDRBRkcTqNnnSofPar6PMLZk3z3y+8caVr8lqq5V1oAKoVN4BIq6cu8q3r7eeMfqErf+qxPnQoZUzrFBJq93XWacyRBo1Mua99/wWAMoIAYLc6K7NraPRtObPPvNbACgTBAhy9+CDxqy4YmWING9uDKvVgbJEgCDMsGHLx4nU/cdqdaDsECAI17//8hDRKnxWqwNlhQBBzRx77PIQ6dXLPwughBEgqBkttuzUaXmIDBzotwBQoggQ1JyqFf/jH8tDhNXqQFkgQJAfCxcurxmmGVoTJvgtAJQYAgT5M2/e8lL5Wq0+darfAkAJIUCQX++8Y3dUtCHSsCGr1YESRoAg/154IXW1OnurAyWJAEHteOih5avVtV4EQMkhQFB77rnHmH32qSzCCKDkECAAgCAECAAgCAGC+uH2YWnXrnLTrpVWMqZx48rCjFdcUXk+E7dgMZuk7QAE4d2FuqdZWk2aLL/ApzsUKtp7JJ2kwZC0HYAgvLtQt+J70bdsacwDDxizYEHlXvTak37sWGNatao8r3avvOI/Q/JgSNoOQBDeXag7P/9sTNOmlRf17t0rCzGmo6/rvNpttlnl4+KSBkPSdgCC8O5C3Rk5svKCvs02VUPBp/OuttaoUannkgZD0nYAgvDuQt056KDKC/qtt/pn0rvllsr2nTunfj1pMCRtByAI7y7UHVdocc4c/0x6s2dXtlc5lLikwZC0HYAgvLtQd1x9rKT7p2ufEbVfddXUr7tgSHoAqBW8u1B3CBCgpPDuQt1xXVgffOCfSY8uLKCg8e5C3WEQHSgpvLtQd5jGC5QU3l2oO7ksJDz66Mp2au+HTdJgSNoOQBDeXahb8VImO+5ozJgxlSVMVMrkyy+NGTfOmJ12qjyvdmrvSxoMSdsBCMK7C3VPRRJVLNFd4NMdOj95sv/ISkmDIWk7AEF4d6F+uHLuKt++3nrGNGhQ+d82bYwZOtSY777zH7Fc0mBI2g5AEN5dAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAgvw/7aaPomJ5vbEAAAAASUVORK5CYII=)
PN: 4H21-1-M4
CAS: 81438-53-1
Molecule Weight: 190.202
Formula: C10H10N2O2
![2-Ethyl 7-methyl imidazo[1,2-a]pyridine-2,7-dicarboxylate hydrobromide](data:image/png;base64,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)
PN: 4H23-9-0K
CAS: 1427460-34-1
Molecule Weight: 329.15
Formula: C12H13BrN2O4
TSCA: Not listed on TSCA inventory