![Ethyl 3-methylimidazo[1,5-a]pyridine-7-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABhdAAAYXQETZA71AAACOXpUWHRtb2xTb3VyY2UAAHichZTrb5swEMD/lZM/r8YPnlFIFaWaNKndpLWV9m1ywEmRAq6AvP77nYGkkGREPO443+8O39mePh7yDex0WWWmiAmnjIAuEpNmxTom72/fH0LyOJsm6ISORRWTj7r+nDjOfr+nyYfO1cEUNDE5accnhyob+OwlNeXaEYxx58/L82vDPGRFVasi0UhV2aRqjM8mUXXzF/9J4eSq3GWF07o7eblro/0VzN6MHqqUfM1lgWNzRGGVbTSsTJmrGnaCUbzZN1jrQpeq1iksj2iW1MW5z6YvTybZ5rqoUbURskRtXutym6AhNxudbDEYKj+eYpJzBFRt8nlZqiNYzZoVByVASVAuKA+UDyoAFYKKQHGGD45zdODowdGFe1jzjbZJ346fGv8cFvCre+z1s/deYMlETEIaCY9BJwLqRRitE53Rp8IL/JNw0SgjkOjCBAjKhecDp74bBSiEYO7J2Lm0AIFjk01IEWIoP0Lh4QgKl8oQhaQ+/xKCsgAFp5L1v7zIj4BRLoVEY+g2OAvD4MS1wbCczrmes+nSFGlPhSyNyZKTptC/9aoSXa0JmDLVJS5fG8C69gExBGxnxgE5BGwfxwF3CNiunwFxC/CuAH88gz8E7Io6A/NbQDAE7PobB8IhYFfrOBANgWZtjxN2fNC6Zi+MT5xfttsy4k6ei463e+0Oc9H0dm/eYdzrEtxDLjp/2v6jzHXzbyNOb784p7MK1atzzOkdcg4e7bN/fzHC+UXVj9oAAD4PSURBVHhe7d0J3FVz4sdxKglFi2zZytaYYlIxJSNC+BtetmwxQhjFNFpGhNAgM9Zi0ERIkSFkqUxMQ4mUmgqphEQr2jf5/e/3PM7t3F/Pcs/v3vvcc+79vF+v86Ln/O6955x6zvee37qNAQDAwTb2DwAASAcBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAGRo5syZpkePHuaII44wu+66q9luu+1M/fr1zfHHH2/uv/9+s3LlSvslnm222cbb0hGmbGWJ1tEAQIxs2LDBXH311aZKlSrJG3xpW506dcywYcPsl4cKhTBlK0u0jgYAYmLTpk2mXbt23k19p5128p5AJkyYYJYvX242btxoFi1aZEaPHm26dOni7S/t5h8mFMKUrSzROhoAiIlevXp5N/QDDzzQzJkzx96dYunSpea8886zfxwqFMKUrSzROhoAiIGFCxea6tWrm+23395r/3AVJhTClK0s0ToaAIiBfv36eTfzTp062btCCRMKYcpWlmgdDQDEgN/2MWrUKHtXKGFCIUzZyhKtowGAGGjQoIF3M//mm2/sXaGECYUwZStLtI4GAGKgRo0a3s183bp19q5Q/FAIs0VJtI4GAGKAACkRraMBgBigCqtEtI4GAGKARvQS0ToaAIiBqHTjnTFjhundu7dp0aKFqVu3rqlVq5Zp3LixueKKK8z06dNTyuZCekcOAEhS1ZUmTMz3QEL/Z6VtVatWNcOHD08pn23pHTkAIEX37t29G7WmMpk7d669O8WyZcvM+eefb/+41FAoS2llW7ZsaQYOHGimTZtmVq9ebVasWGEmT55sOnTo4JXdb7/9UspnW3pHDgBIoQkT27Zt692oa9asaXr27GkmTpxofvjhB2/f4sWLzZgxY0zXrl0rfTJFzb2lsrVr17Z3ZVV6RwMA2Mr69etN586dK5zOvV69eqVWJ4UJhXTK6ilEbR8dO3b0ymom4Fwq/2gAABVSY/b1119vmjVr5oVFcEGpBx54wKxatcp+iSedUPCVV9YOrEaNGpn+/ft7U87nUulHAwCIDTtAVKXWrVs3b8GrXCJAAKBAaDErtbvoSUhBoqeiXCJAAKDAzJ8/3wuQPfbYw96VVQQIABSY2bNnewGi3l+5RIAAQEy1bt3ajBgxwsybN89r71iyZIk3vUqTJk28AGnfvr39kqwiQAAgpuzG8+Cm3mCzZs2yX5JVBAgAxNRHH31krrzySm/+K00xryqrpk2bmh49ephvv/3WLp51BAgAZMnmzZvNRRddZNq0aWMWLVpk7y44BAgAZInaIvwqpKeeesreXXAIEADIEr/3k7bBgwfbuwsOAQIAWUKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAIDQZsyYYVq1apUMkD/96U92kYJDgABABpYvX26uueYaU61atWR4bLvttmbMmDF20YJDgACAg02bNpmHHnrI1K1bNxkcVapUMZdffrlZvHixXbwgESAAENLYsWPNoYcemgwObW3atDFTpkyxixY0AgQA0jRnzhxz+umnpwTHvvvua4YPH24XLQoECABUYMWKFaZXr16mevXqyeDYcccdTd++fc3atWvt4kWDAAGAMmzevNnrjrv77runPHVccMEF5uuvv7aLFx0CBABK8e6775rmzZunBIf+/N5779lFixYBAgABerLQE0YwOPQEoicRPZFgCwIEABLUlqE2DbVt+MGhNg+1fagNBFsjQAAUvWHDhnm9qYJPHeptpV5XKBsBAqBoLZ0yxfRs0yYlODS+46233rKLohQECIDio5Hil11mJlWpYm5IhMavEptGlA8YMMAbYY70ECAAiseGDcbcc48xO++cuPttY9YmtueqVTODu3Tx5rRCOAQIgOLw6qvGHHSQFxzJrV07s37mTLsk0kSAAChsn3xizIknpgbHAQcYM3KkXRIhESAACtP33xtz7bXGVKu2JThq1TLmrrtKqrKQMQIEQGH56SdjHn7YmHr1tgRHlSrGXHqpMd99Z5dGBggQAIVj3DhjmjRJra5q3dqYDz+0SyILCBAA8TdvnjFnnpkaHHvvbczQoXZJZBEBAiC+Vq40pndvY7bffktw7LCDMbfcYsyaNXZpZBkBAiB+fv7ZmCFDjNlzz9Snjg4djPnyS7s0coQAAVC53nnHGwXujcmoWdOYnXYy5sADS36mfRWZPNmYli1Tg6NZM2PGj7dLIscIEACVY9UqY84+O/XGX9p2zjnGrF5tv7qEphn5ZRS5t9Wvb8ygQVr5yS6JSkCAAMi9deuMOfLIkpv+jjuWtFtMnVoSKgqLadOM6dOn5GlEZVq1Mmb9evtdShx1lDHVqxvTvbsxP/5o70UlIkAA5F7XriXBoJ5Rn35q791i9mxj9t23pGy3bvbeEmr/YH2OSCBAAOTWV1+VjAavWtWYSZPsvVvTmA2V3247YxYssPciQggQALl1220lTxTqIZUuldVr7rjD3oMIIUAA5Nbxx5eEwUsv2XvKprJ6zQkn2HsQIQQIgNzaa6+SMPj6a3tP2VRWr2nQwN6DCCFAAORWjRolYaCeWOlSWb1Gr0VkESAAciuTANG0JIgsAgRAbvnTjbhUYan6C5FFgADIreOOoxG9QBEgAHKrb9+SMAjTjfe880peQzfeSCNAAOSWZsfVIEINDkxnYaePPiopqy1MtRcqHQECIPeuuabkiULTlGi6krLMnWvM/vuXlL3uOnsvIoYAAZB7a9ca07x5STBowsSbbiqZQFETKWrhp+nTSxaB0vTuKqOJF8P02kJeECAAKodWDzzjjJKAKG/T0rSapReRR4AAqFxvv23MpZcac8ABJVO7a9P/62fah9ggQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEQP5ompN//cuYTZvsPYgBAgRA/hx4YMngwb//3d6DGCBAAOTP9tuXBEi3bvYexAABAiB/CJBYI0AA5A8BEmsECID8IUBijQABkD8ESKwRIADyhwCJNQIEQP4QILFGgADIHwIk1ggQAPlDgMQaAQIgfwiQWCNAAOQPARJrBAiA/CFAYo0AAZA/BEisESAA8ocAiTUCBED+ECCxRoAAyB8CJNYIEAD5Q4DEGgECIH8IkFgjQADkDwESawQIgPwhQGKNAAGQPwRIrBEgAPKHAIk1AgRA3nyRCJB5iQBZRoDEEgECIG9uSwTIzYkAeYMAiSUCBEDeHJAIkH0SAdKXAIklAgRA3myfCJBtEgHSjQCJJQIEQN4QIPFGgADIGwIk3ggQAHlDgMQbAQIgbwiQeCNAAOQNARJvBAiAvCFA4o0AAZA3BEi8ESAA8oYAiTcCBEDeECDxRoAAyBsCJN4IEAB5U716dS9A/vSnP9m7EAMECIC82Xbbbb0AqV+/vvnPf/5j70bEESAA8qZKlSpegPjbOeecY+bPn28XQ0QRIADyxm8DqVq1ajJEatSoYfr06WNWr15tF0fEECAA8sYPkMsuu8ycddZZKU8jDRo0MM8884z9EkQIAQIgb+xeWG+//bY57LDDUoLkt7/9rfnggw+sVyIKCBAAeWMHiPz000/mH//4h9l1112TIaLG9j/84Q/m22+/Dbwa+UaAoOCo7vyCCy7wbjoHHXSQmTNnjl0EEfDJJ58kG9HVeG774YcfvO692223XTJIatWqZf7617+a9evX28WRBwQICorqzFV3HqwC0ViDXr16mRUrVtjFkQfff/+9ue6661KC4bjjjrOLJX366aemffv2KX+njRo1Mi+++KJdFJWMAEFBUB256sqDN5natWun/Hn33Xc3TzzxhNm8ebP9clQCVU098sgjpl69esm/Ez0lHnHEEeabb76xi2/ltddeMwcffHDK36mC53//+59dFJWEAEGsqU5cdeP+gDRtqjtXHbpuWO+++65p3rx5yk2nRYsW5r333rPfCjk0YsQIr/op+PfQqlWr0I3jGzduNH//+9/NLrvsknyfatWqmT/+8Y9m2bJldnHkGAGCWFIduOrCgzclVYmozlx150F64hg8eLD3BBK8gV144YXm66+/TimL7Jo3b95W3XPV7nH++eebDRs22MXTtmTJEnPFFVekjB+pU6eOefDBB82mTZvs4sgRAgSxo7pv1YEHb0qqI1ddeXnUBtKzZ8/k/EvadtxxR9O3b1+zdu1auzgysGrVKnPjjTcme1n5wRH8O1MHh1dffdV+aShTp041v/vd71Le91e/+pUZM2aMXRQ5QIAgNlTXrTrv4M1CdeKqGw9DvbJ+//vfp7zPvvvua4YPH24XRUg///yzGTJkiNlrr71Sru+5557rTVEycuRIc8ABB6TsO/HEE70eWZl47rnnzH777Zfyvqeddpr5/PPP7aLIIgIEkae6bdVxq67bvzmoDlx14aoTdzV27Fjv22rwpnPMMceYKVOm2EWRhvfff98ceeSRKdfzN7/5zVaTJKrq6q677kqpftTf7bXXXuv10HKlp8jbbrvN7LTTTsn3rZt42hzWo4fZSA+8nCBAEFmqy1adtuq2/RuC6rxV96068GzQZzz00EOmbt26yc9QVcvll19uFi9ebBdHKdSD6uKLL07pyKDZdR9//PFye7x999135tJLL02p2lIPrYcfftjrAOFqwYIF5qKLLvLer3Vi+1ti+2K33Yz55z/VIGYXRwYIEESS6rDtpwPVdavOOxf0lHPNNdds9ZTzt7/9LaOnnEK2bt06c8cdd6R841dHhuuvv978+OOPdvEyffjhh6Z169Ypf9dNmjQx48aNs4uG8uGECebuFi3MmMT7GX874ghj/vtfuygcESCIFNVZq+46eDNR3bbquCvDjBkzzPHHH5/y+WrsHTVqlF20qL3wwgtm//33T7lOp556qpk9e7ZdNG1Dhw41e++9d8p7nnnmmV5PLmc//2zWPvmkMXvssSVEtJ1/vjFffWWXRkgESAVUhaK6cuSWekj16NFjqx5SqtPORw+pl156aavG3pNOOinjxt64mzZtmjn22GNTrsshhxxi3nzzTbuokzVr1phbbrnF7LDDDsn3V0+u3r17m5UrV9rF06fX/uUvmnxrS4gkPsPceqs+1C6NNBEg5ejcuXPyH7G6jeofcdiBTyif6sj/+c9/mt122y3lpqQ6bNVl55Mae++8886txppoGo5MGnvjaOnSpebKK69MGXehkf733XdfTqr4vvzyS9OhQ4eUfxN77rmn18NLPb2czZ1rzBlnpD6N7LOPMc8+a5dEGgiQMuibVvDbcHBTlcqf//xnb5RzRv+Yi9x///tfbxqL4LXVKPEJEybYRfNKo93V2BtsJFZjr6blyKSxNw4UDgqJ4LQwChGFiUIl18aPH2+aNWuW8m+kZcuWZuLEiXbRcP79b2N+/evUIDn6aGMmT7ZLohwESCn0GN24cWPvH6t6iGixG/tG52/q767GV61jUOg3k2z56quvvJHIweu4xx57mCeffDLSgazGXk2/ETzupk2bZtzYG1VvvPGGVz0VPN+2bdt6X64qk55SBw0a5PXs8o9DYd6xY8e05tAqk0asDxxoTN26W0Ik8ftuOnUyZtEiuzRKQYCUQt1E/X+oGk3r++KLL8w999yz1U3E3/QPXN0/R48enZPH+rhTMN96661b1W//5S9/yax+u5Jpxt+sN/ZGyGeffWZOOeWUlPNTg7kazvNJPbu6d++eUjOgHmC333671yPM2fLlxnTtaky1aluCZOedjbn7btVj2qURQIBYnn/++eQ/Ts3uWta8OqqfVwO7GhTtKRq06ZH/kksuMa+88kpm/7gLxLPPPmv22WeflGt0xhlnmLmqk44hrTly8803e+t3++ejMNQXDk3jEUeaQ0xVs8Fp1mvWrOl11Y3S+hvq6fV///d/Kf+WFHCjRoywi4Yza5YxJ5yQWq114IHGvPyyXRK/IEACNNWCX9erMQB64kjHosTj7mOPPZb4t3dCyjiC4C+hqmwUTvoWXkwmT55sjj766JTr8etf/9r8W3XQBSBnjb2VSFWvGvRnVxFpcGBGVUQ5pid9v6pZ26mJ7bXEF7pNH39sFw0n8aXPC45tAkGiYFHAIAUB8gs9aQQHM7mOO1ieeBzWmhPqEx+cSM7fVH2j6g5VgxTyAkcK1U6dOqU8nWm098CBA8t8qoszNfZq2o7g37Wm9ci4sTfHNM2IfdxHHXWUNy1JHKiq+P777zdH1qljbkgc+we62Vetqi6UmrLXLp4+VV31719SlaX31KYqrvvus0sWNQLkF3369En+AqnRPBtUr6+g0HTWwXp/f1PAqK5ZgVMoaxmo6+vdd9+d+L3bOXmeeirr2rWrF66FTI29pX2Tz7ixNwf0tK0JDoP/HtUh5KmnnorNk1PQyqVLzeSrrjLrFB7+Db92bWPuvVcpYxdPnxrT1aiuxnW9Z9OmdomiRoAkvPPOO8n+7ep1ovrtbFPVlRbV0VrdqtKyw0Q32Xbt2plHH33UmyMojl5++eXEk/+BKeelar1ZRfbor8ZeTecRbEtQY6/aEvLdHqZ/2/qyVEhtNymmTzembdvU6qfE77R5/XW7ZDgffWTM1VfrUdPeU9SKPkD0zd9fQ1u/SB9nWn+aBt1EtA6CVtKzl13Vpmofzfv0wAMPxGLBIwWEgiJ4DgoSdSDINU19ouncVY2hpxyN11Ddvbqb+pv+rJ9rv8qpfGVM863GXlVlBq+LGnv1RSIfSlsvXk/H6bb1xcq//mVMw4apQXLyyepiZpdEBoo+QE4//fTkL5Nu2JVNdbiaOFBdh4NVH8FNvcH69+8fuW6iqpLSTTnYcUBVVzrWTFabK4umNNGYC32DVsN88Bu+y6bX6330fnrfXE2Zomk+go292tR7r7LGU2j2BLvrucavaOxSQVPPsX79TOKRf0uIJP7OTbdu6nJml87MO+8Yo6rvgw4q+bzEE6fXEK+faV+BKuoAGTBgQPIXSt0C8133q94wqk7r0qXLVgvy+JtG5arfe0Wr7+WSGsHVGG5Pga5GczWeZ5OCSIsQ6ZtyaZ0S7E1dhfUtXzdIPX3ov/qz3YW4tE3vr8/R52U7AP3G3soc0V3RevFFY+FCYy65xCQuxJYgSVwH89hj+qWzS4ejar+zz0590iltO+cc1R/ar469og2Q6dOnJ+uB1e0yW+tLZJOmSlFdur3Smr9punNNPFdZ32RF3W/VDTd4HPoW/5HqiLNI40MUpJoyxD5vbfpGr0Wm9CVAT3DpVvWpnMrrdXq9/WTgb/pcfX62x6koLK666qqczilV1hxeWi++2ObwSjFpkjFHHZV6Yz/8cPcnBLVnHXlkyfvsuKMxvXtrjd2SUFFY6Pcy8XTrPY2oTOIp0HsqKiBFGSBq0D700EO9Xyx9c47DmARNo6GGTruR2t80c+wNN9yQ+B2ZZL80K3Qj1cC/4GfqW70GCGbTzJkzvYkU7fE06sWmDgjDhg3zvllnk95P76v3t3vL6Th0PDqubFLo6wkp+FnqwKHpQzKhWYRd1osvGqpleOopk3jE3/oJYf58u3T5NHpdr917b2PKu76a4n7ffUvKqvqsgBRlgKjawP/l0k03brQ2uKYEsZ8E/E3re3dL/EPVZIWZVsupK7KmGglOH6GbrD4/m4MiFy5caC688MKU6hZtaivQHFmV1UNIn6PPs6cs13Hp+HSc2aTpQRo2bJjyWerarelEwtC/CdYxCUH/nm66KXV69xo1Sp4Y0qlq0loiGheibsPpfGlLfAH0yqsNJs+zTGdT0QWIfmH9XzANmMpWtUG+qKdPv379TPPmzVNuHv6m6jlV1aiROEy9t4JH41M0yWHw/TSiXpMhZovaU1R9Exw3opu1BltqFHs+6fN1HMFQ03HqeLM5GFLThOjvMNi9W1VOmlZE04uUp6z14llJMU3qgWa3YTRoUPH07rfdVlK2Qwd7T9lUVq+54w57T2wVVYDoxuevr60bQdR6NWVKg8N047CXB/U3NaBqkKR6BZXXSKzp1DWtevC1mo1YTzTZpGoVexS0ViPMdnVRpnQ89iqJOu5sVwvp6aa0tcU1TY4d/qWtF6/qWPXmYy13B2oHOeyw1CAZM8YutUXiac8r89JL9p6yqaxeo2lRCkTRBMhPP21O/L2dl/jlLPmmpjrvQqaRzw899FCZkz3qW6ome9TgP39wmyaIVH1/sJwWetKCTxplnU1PP/10yjdu9ZSqjHEjmdDxBZdx1fHrPLJN04jo6Tj493D44Yd7045IaevFH3PMMTlbL75oKKQffbSkh5aqs8rrnOK3oaTZecOjsnqNnnAKRNEEyIMPjk78vZ1latduZi6//Bp7d0ZUBaFfXk2WqCVYyxvMpv0qp/KVNcOputZqig0N9itt7IRGSWuAWbCdQ/+vJWazPV+Xnnz0FOR/jr5tq6omV2Mwsk3HqeMNPiXofMp7onOhKkRNK2J35w5W9WmrzPXii4a+UFXUW00Bk7j+Xtl0qaxeo9cWiKIIkClTvjUtWz5uDj301sTNvJdZvTrzm5V60ajeWtOP2D130t30Or1e71NZXXE1+E+NxBr3Uta4ClXX5GKkthrkdb7+52gciUbkx5GOOzgORueVizVN1Kh/0003bfV3lc/14mEyCxCtxV4gCj5AVqxYb045Zahp3vwx06rVP80nn7gPdNNYEbUxHHbYYVvddIObqn1KG8xmr/ttb3pfvX9ljUnRDW/o0KEpq85lu1uuT/XywYZ+tbFkszE+H3T8wbYinV+u2h803Yj/RUXjO/K9XnzR23NP9yosVX8ViIIPkO7dx3jhoe3ZZ/9n706L2hM0CEvf+uybvoJBI7AHDx7sjdWoqNeM9qucyut1wTp1f9Pn6PMqawZXTeHif3a2x1iIbqoHH3xw8jNOPPHESuuWm2s6D52Pf246z1yFiNYC12eouy7y7LjjaEQ3BR4gL7wwKxke1177hjeGKAzNXKpxIsG2AT80NAJcXWizQe+j97PDRJ+rz8/F7MBBuQwQPeUEnzw0WK/QupfqfHRe/jnqfHNRnUWAREjfviVhEKYb73nnlbyGbrzRN3fuctO69WAvPE466RmzfHm4umL1uNGAvOANvU2bNhmPFK6I3l+fE/xcHUcueyjlKkDUsBycpVc32UwHNkaVzisYIjrvbDesEyAR8uWXJYMINThQgwQroql+VFZbmGqviCvIAFm/fpM599wRXnio8XzSpPTri9UzSnMgBW/gmsDQ70JZWfR5+tzgcei4ctFzK1cBEuxtddJJJ2X9hho1Oj+dp3/O2VqYzEeARMw115Q8UWiakvJqIzSf2v77l5S97jp7b6wVZIDceee7yaqrBx9MY5qBX2h96+BNW10mNZbCHsRVWfS5+vxg100dn44zm3IRIBof4b+nGpoLpc2jIjrPYMN6NseJECARox5wzZuXBIMmTNTUKOpNqSpnTfOjxa1uuWXLdPKaeDFMr60YKLgAefvt+cnwuPjil8ymTekNgJsxY0ZKn3uNvM72TKyudBw6Hv/YdJw63mzJdoBohLY/SFBdXePe2yosna/fxVfXIVsj1gmQCFJb1xlnlAREeduZZ5bMv1VgCipAFi1aZY47bogXHr/73ZNmwYL0BsFNnDgxZUoITbYYteoWHU9wEkgdr447G7IZIJpiw5+eRIPt4jrOI1M6b3+woa5HNubOIkAiTItzXXqpMQccUDK1uzb9v35WwAt3FUyAbN78s7niileSTx9vvDHHLlIqzWIaDA8NzooyHV8wRHT8mcpmgGiiQf+9NGK7mOn8/Wuh65IpAgRRUzAB8thjHyXD45Zb3rF3l0ptCcE1orXKXhzoOP1j1vFn2iaSrQDRZIB+e426JBf7KGmdv981W9cl06ngCRBETUEEyMcff+f1tlJ4nHnmc2bNmorHGag3U7DBPOpPHrbgk4jOI5PeWdkKkGA31lx2O44TXQf/muj6ZIIAQdTEPkA0Vcmppz7rhcdvfzvIfPJJeutLB7vqqm0hjoJtIjofV9kIEDXq+7P+ai4tbOFPBa/rk0nnBwIEURP7AOnZc2yy6uqZZ6bbu0sV/FaoUcOZfHvPJx13cJS367f+bASIPw28bpJRW88j33Q9/HDVdXJFgCBqYh0gL774STI8unZ9Pa2pSjQtiD/CXPXSUemq60rH77c76Lxcpj3JNEB0DP6KeFrBD1vTddH10XVy/TdHgCBqYhsg8+Z9n5yq5MQTn057qhLNLeXfLDVIrxDoPPxzclnjPdMACVYH5nsZ2qjSdfGvkWt1IwGCqIllgGzY8JPp0OEFLzzUeD5xYnpTlWgKbH9dBfXNz9cI82zTefhjL3R+Yaf6ziRAND6lXr163ms1dT3Kpuuj66Tr5TLOiABB1MQyQO6+e8tUJQ888L69u0yaIt2/UVb23Fa5pvPxz03nGUYmATJy5Mjka7VQFcqm6+NfK123sAgQRE3sAmThwpWmRYstU5Vs3JjeVCVapMlfz0PrRxcinZfOT+cZZlGqTALkrLPOSn5mLqYwLyS6Pv6/QV23sAgQRE3sAkQz7Z533gte192vv05vqhLRSn/+TfLNN9+0dxcEnZd/jjrfdLkGiAbK1ahRw3tdpmMcioU/VkbXLexASwIEURO7AHHlL0PbsGHDgl6TQuen89T5pss1QMaNG5d83bBhw+zdKIWuk3/NdP3CIEAQNUURINOmTUv+0t5888327oKi8/PPVeedDtcA6dOnj/caTRoY5nXFTNfJn2RR1y8MAgRRk7cA8RvB1Z4xe/Yye3cKv6yrfv36JW+Qn332mb27oOj8/HPVeafj0UefM3XrHuVtixalN5Jfjj76aO9zGjdubO9COXS9dN10/cIgQBA1eQ8Qbd26ld8mkWmAtGvXzvvF08R2xcCfwE/nnY4hQ/5jDjroT962ZEl67UrqOux3ib766qvt3SiHrpeum65fmK7kBAiiJu8BcswxT3j/nT59kV0kKZMA0XQfO+ywg/eL16lTJ3t3QdJ56nx13ulM0zJs2IzkNV66dI29u1QaTe0/6cRlFuOoCM6mHGZUOgGCqMl7gDzyyGTvv1ddNcoukpRJgEydOjX5y1os4xSC4w10/hVxCZDXX389+Rljx461d6Mcul7+tdN1TBcBgqjJe4CsWrUhuYrgBx98YxfzZBIgw4cPT/6yTpqU/vrocabz9M9Z518RlwC5//77k59RbEvWZkrXy792uo7pIkAQNXkPEBky5GPv/y+5pPTRuZkESN++fZO/rD/88IO9uyDpPP1z1vlXxCVA/FH9qscv1G7RuaLr5bcfhZk1gABB1EQiQNat22Tat3/G+/P48V9aJTMLkMsuu8z7pdP8Q8XEn59K518RlwDxr2v9+vXtXUiDrlu6fz8+AgRRE4kAkeefn+n9WaPM7S+0dtkwzj33XO+XrlGjRvaugqbz1Xnr/CviEiDFel2zJczfj48AQdREJkA2bdpsfv/7Yd7PRo+eEyi5ddkwTj75ZO+X7vDDD7d3FTSdr85b518RlwAp1uuaLWH+fnwECKImMgEio0bN9n6mdc1/+mnLJImllU3Xscce6/3StWrVyt5V0HS+Om+df0VcAqRYr2u2hPn78REgiJpIBcjmzT8nHulHeD8fOfLT5M9LK5uuYv2mHOYbrkuAFOt1zZYwfz8+AgRRE6kAkXHjvvB+rtl2tXCUlFU2HcVaVx+mjt0lQIr1umZLmL8fHwGCqIlcgEjHji96+3Rjk/LKVoReWBX38nEJEHphZYZeWCgEkQwQLVGrfVrrfO3aTeWWrQjjQBgHEjWMA0GhiGSASOfOr3r7Bw+eWmHZ8jASnZHoUcNIdBSKyAbItGnfefvbtn2ywrLlYS4s5sKKGubCQqGIbIDIdde9mSxXUdmyMBsvs/FGDbPxolBEOkC00JQWnEqnbHlYD6R8LgHCeiDuWA8EhSJvAVKZWJGwfC4BIqxI6IYVCVEoiiJAWBO9fK4Bwpro4bEmOgpJLANkwoSvt5ovqyKHHXaY98vXsGHDgu12qvPS+ek8db7pcg2QcePGJcNq2LBh9m6UQtfJv2a6fmEQIIia2AXId9+tSvwiPe7d7DSDb7r+9re/JX9x33yz/DXY40rn5Z+jzjddrgGydu1aU6NGDe/zLrjgAns3SqHrpOul66brFwYBgqiJXYBoYKG/dkirVv80c+Yst4uUasmSJWbHHXf0fgGPOeYYe3dB0Hnp/HSeOt90uQaInHXWWcnPXLlypb0bAbo+/r9BXbewCBBETewCRLT0rf8UoskX16/fZBcplT96Wtt//vMfe3es6Xz8cwszulmGD98SIMuWhQuQkSNHJj+3WMbZuAqOz9F1C4sAQdTEMkBkwIAPkje9v/71v/buUi1YsCDZ9fQ3v/lNqC6UUabz0PnovHR+Os8wPv10aeLp5Qlz0UUvejMih7Fhw4bkvFtt27a1dyNA10fXSddL1y0sAgRRE9sA0QJUf/jDyGSIaBbfdNxwww3Jb4EPPfSQvTuWdB7+Oen8XOh6uurSpUvy8ydPnmzvRoKui3+NdL1cECCImtgGiHzzzQrzu9+VTHVy3HFDvAb2iqxevdrsu+++3i/izjvvHGokcBTp+HUeOh+dl86vsukYqlWr5h3DmWeeae9Ggq6Lro+uk+u/OQIEURPrAJE335yTfAq57LJX0qqCeeWVV5LfBps3b57WdB9RpOPW8fvnovPKl4suusg7hipVqpiZM9PvHVcMdD10XXR9dJ1cESCImtgHiPTt+04yRB59NL0qlGC1y5VXXmnvjgUdt38OrtUi2TJjxozkTfK0006zdxc1XQ8/XHWdXBEgiJqCCJA1azZ666grQNQ7a8qUikdF69t7s2bNkjfg2267zS4SaTpe/9h1HlF4ivLHOOT7aShKgk+7mY6VIUAQNQURIKKeRBoXohA55ZShZsWKim+oX375pWnQoEHyFzwus8oGZ3PV8es80uU/qWmSSk1WWR6/bLoWLlyYbI/RhI5hB8oVGp2/P7GlrouuTyYIEERNwQSIDB06PXnT6959jL27VP/73/9MnTp1YvMkEnzy0HHr+MPwr4+2bt3KH5EfNkDkvvvuSx7fn//8Z3t3UdH5+9dC1yVTBAiipqACRFNcXXvtG8kb3wsvzLKLlGrixIkpIaK2BZd++rmk4wm2eeh4ddxh+ddG4z703+nTF9lFklwCZNOmTckxKZo08NVXX7WLFAWdtz9poq6HrkumCBBETUEFiCxfvtacdFLJVCetWw82c+emN9WJGjf32muv5A36iCOOcO5umW06Dh2Pf2w6TtfGWD8UHnlksvffq64aZRdJcgkQ+fTTT03NmjW9Y61bt27RLXmr89V56/x1HXQ9soEAQdQUXIDIpEkLnKY6UVtCsGFd9dYapJevEev6XH2+366gTccXps3D5ofCqlUbvLEz+n9NDVMa1wCRp59+OnnMLVq0SHxexWN0CoHOU+frn7uuQ7YQIIiaggwQefDBSckb4J13vmvvLpN6MwW7+Po37cqeO0ufFwwzbTquTHtbBUNhyJCPvf+/5JLS52XKJEDksssuSx77SSedFLlqwWzT+ek8/XPW+WcTAYKoKdgA0dQcF1/8UvIm+Pbb8+0i5VL3S3/Eur+1adPGvPHGG3bRrNL763OCn6vjyFa32GAorFu3ZWbj8eO3fqrJNEB0Qz3hhBOS56FurIW8FkuwG7POO9uBSYAgago2QGTBgtSpThYtCleNomlBNLdU9erVU27o6pp5yy23mNmzZ9svcaL30fv5XT79TZ+rz8/m9CR2KGhNFf35vPNe8DohBNllXWgK8+Boed1kN27caBeLNZ1PMDx0vrmY2p4AQdQUdIDI669/nrwRdur0nPnpp/CTBn7zzTfeFOn+Wg52mHTq1MkMHjzYfPjhh+aHH36wX55C+1VO5fU6OzS06XP0efrcbLNDQU9qv//9MO9n9iqPdllXixcvNgcffHDy/E488cSCaRPReeh8/HPTeep8c6Fp06beZ+gJFYiCgg8QueWWd8yhh95q9tvvEnPPPU/au9OmRZq00p+/PG5Z22677eYFg37hNYW3/qs/6+d22eCm99X7h1kMKqzSQmHUqNnezzSaPxiwpZV1pZtq8ElEDc1x752l4w82mOv8chEeP/74o+nevXuyW/Duu+9uFwHyoigCZPXq9YlvbV1M7drNTI0a9cy776bfqF6WadOmmX79+pl27dqZHXbYYaswSGfT6/R6vY/erzKUFgqagFK91fTzkSO3dDktrWwmVK2j8/XPX11d4zpORMftd9XVpvPKdrXV5s2bzaBBg0z9+vVT/t2cc845dlEgL4oiQGTKlBlm++1LqqD22Wcf8/3339tFnKln1NSpU83zzz/vjRS/9NJLzcUXX+w9ffib/qyfa7/KqXymPapclBUKWk9FPz/11GfNhg0l3ZbLKpsJNSwHe2fpW7VGbMdl2hMdp47XfxrQpvPJdoP5+PHjt+qFd+SRRzoNHgVypWgCRFQ95P8yuqxJHRcff/ydGTx4qvnyy63bY8oLhY4dX/T2aY10Ka9spjQ+wh9sqE1VfNnqaZYrOr5gm5WOP5vjPERjfDp06JASHHvuuacZMmRIwfZgQ3wVVYDoF7B9+/bJX8xHH33ULhJLqoL66KOFpn//98zJJ5d0y9V26aVbj+8oLxQmTlzg7TvxxKcT37Q3lVs2GzRC25/2xN809XnU1hPR8fhTsvubjjtbI8xlzZo15uabb06pDtXyxL1798561RiQLUUVILJo0SKvEVK/oPplnTUrvfmyoka9p95/f4G5447x5oQTnkre7IObpiuxVRQKnTu/6u3XE0xFZbNBc0RposHgaHtVD2kFv3wvj6vP13EEq6t0nDrebMxt5Rs6dKjZe++9UwJKnztv3jy7KBApRRcgMnr06OTiR+ohtW7dOrtIJKltQgP+br31HdO2bcn4luCm6VsUAKqCKmvMS0WhMG3ad97+4PvbJkz42nTp8rp59dXZW40dcaWpzi+88MKUm7W2Y4891jz55JOV1u1Xn6PP0+cGj0PHpePLdEr2IHXnbt26dcrnNGnSxIwbN84uCkRSUQaI9OjRI/lLe80119i7I0Ojxd96a5658cZxyRl0g9uRRw4yf/zja+bFFz8xy5atsV++lbJCIei6695M+QybJmD092m0f3kz+oal6iIt++qvse5velrUYL1hw4aZb7+teMGwMPR+el+9v92jTseh48lmtdp3333ndajwv8Roq1evXuKJ8ZG8zbsGuCjaAFGvmWAf/pdfftkukjdaYVEDIHv2HOvNKGyHhhbO0rT1r7zymfnxx3BPT2WFQpAWmtKCU2WVVdWZ2kmCx9SnzzizeHH2RsxrBmLN/aUba/CG7m+NGzdOBOcfzYABA8yYMWPM119/bb9FqVRO5fU6vV7vY7+3f0PX52dzRmb9m7vrrrtMrVq1kp+z3XbbJQL7uqz2CgQqS9EGiHz++efJX2bdMBYsWGAXqTRaQVGBoG///sqKwU1B0qPHGC9YVq/ObpdRF5rN94EH3je//e2g5DG2aTPYDBo0JdkNOBt00x05cqTXa06NyvaN3t7URbu0QZz6uV3W3vT++hx9Xra75eo9DzjggJTP0wj2Tz75xC4KxEZRB4g89dRTyV9o1Xtr8FZlWbZstVf1pCooVUXZoaEqq969/23Gjp3nVWVF0Vdf/eitbBg87tNOe9Y75mzTGAy1D/Tp08ccffTR3rd3OwTCbHq93kfvp/fNxVgUrdsSHDyp7aCDDortAEogqOgDRDp27Jj85b799tvt3Vmlp5wBAx4xp59+rTnkkD9vFRpqvNbUK2osz+Y3+VxTF+Czz34+5VzUoP/ZZ0vtolmlp8jXXnvN3H///aZr167lDuLUfpVTeb0ul5YvX+61rQXbctSD65577sn60w2QLwSIKZliw69e0C/8e++9ZxfJyBdffOHdOFq1apW8meyyi6pW/mCaNXvI64Z7++3jvZuwuufGlebRUg8wf6EqbeoZpq7G338frq0mrtS9V4uABac5UWP55ZdfnpN5soB8IkB+oS6V/rTt++23X4Wz6lbks88+S9w470hZija4NWrU3PTu/aj54IP53kDAQqKGfS3i5a8Kqe3YY580zzwzPdYBWZGxY8eaQw89NOXvWTPnTpkyxS4KFAQCJKB///7JX3yXCeumT5/ureth30T8TcGkeZQ0mWMxTEsxZ87ylC6/2jTj77vvxnsWXtucOXPM6aefnvJ3rUXAhg8fbhcFCgoBEqCbenBth8cff9wuspUPPvjAm27C7mHjb/q59qtcsdJEjaefPjwlSLp2fd3Mn5/ZU16+rVixwvTq1StlwTGt5dK3b9+cNMgDUUOAWDTIy1+3QzeD0rpZ6glCTxJ6orADQ5ueQPQkoicSlFCHAE2PEhwMedRRg8y99040K1fGq1FZPfW0IJg/JY6/aSBiuuNRgEJAgJRC65L7U2pokSctKfv22297vWr22muvrQJDm9o61Oahtg+UbenSNV4vs+BAxXbtnjIvvDDNabXIyqYvD8GFsbTpz9nueAHEAQFShuuvvz55g7DXRPc39apS7yr1skI4M2cu9mYL9kPkoIO6mbZtLzfjx0fzRqwni+C659r0BKInkcocOwRECQFSBvXVr127dsoNQ90xNdjwwQcfzOuo9UKikfXHH/+A2Xvvc02tWiXrpp999tmRCWW1ZahNQ9WZwS8UavtQGwhQzAiQcvjzJGlsyGOPPeZNBY/sW7t2vbnzzsdNzZpb5r3StCI33XRTpc3CWxr1olJvquCXCPW2Uq8rAARImbQynN8Oopl7kXvz58/3uk8Hb9hqc9J0M5XZ7VnjNjR+I3gc6hjx1ltv2UWBokaAlEGLBvk3j/fff9/ejRx65513zOGHH55yAz/qqKPMpEmT7KJZpZHiWt88OM26RpRr5t5sLiAFFAoCpAyaZE83EK0UV5nfflFC62Ko2nDXXXdN3sz1RHjJJZdkdVEnUXuXOkMEV0VUtaV63WlOKwClI0BKoRuU/y1UazUgfzSljMbcBGferVmzpunXr59Zv369XTw0zYqr2XGDTzuaPTebC0gBhYoAKcXAgQOTN5Px48fbu5EHGl9zyimnpNzoGzZsaP71r3/ZRdOiAaLBWQe0adYArdsBID0ESCmOO+4474aifv708Y+W119/3RxyyCEpN35N2Z7uqH+t/HfttdemTLOuRcW0UiDTrAPhECCWJUuWJG8uV111lb0bEbBx40Zz7733pozTqVq1qvf3tXRp6euPqE3l4YcfTlkiV9WUWidE09cACI8AsQwaNCh5g9H03IguhUXnzp298PD/zurUqeMtGqWQ8Wm1wSZNmqQ8tbRu3dqbwh+AOwLEcvLJJ3s3GH1TpetmPHz88cfeDAHBgNAg0CeffNKceeaZKT9Xr7qhQ4fabwHAAQESoPpxf96rTp062bsRcSNGjDD7779/SmD42w477ODNkLxmzRr7ZQAcESABGvHs33C0bjbiZ926dd669sFuvx06dPBmFgCQXQRIgL+q3C677JKVMQbIn1mzZpn27dubJ554wt4FIEsIkF+sXLnS1KhRwwuQiy66yN4NALAQIL947rnnklUeL774or0bAGAhQH5x7rnneuGx00470dAKAGkgQEzJokEKDgWIphMHAFSMAEl46aWXktVXWkQIAFAxAiRBjeYKDzWiqzEdAFCxog8QTaCnbrsKEHXjBQCkp+gDRAMG/eqrIUOG2LsBAGUo+gDRlCUKD41c1lQmAID0FHWAaLJEf3pvjVoGAKSvqAPkrbfeSlZfPf744/ZuAEA5ijpArr76ai88tJ6EFpICAKSvaANES9XuscceXoBoCVsAQDhFGyDjx49PVl8NHDjQ3g0AqEDRBsh1113nhYfWxV64cKG9GwBQgaIMkJ9//tnss88+XoBobWwAQHhFGSCTJk1KVl/de++99m4AQBqKMkB69uzphce2225r5s+fb+8GAKShKAOkUaNGXoC0aNHC3gUASFPRBcjUqVOT1Vd33XWXvRsAkKaiC5CbbropGSCff/65vRsAkKaiC5DGjRt74dG0aVN7FwAghKIKkFmzZiWfPvr27WvvBgCEUFQBcvvttycDZMaMGfZuAEAIRRUghx9+uBcehxxyiL0LABBS0QTInDlzkk8fN954o70bABBS0QTI3XffnQyQKVOm2LsBACEVTYC0bNnSC4+GDRvauwAADooiQL766itv2hIFSPfu3e3dAAAHRREgY8eOTVZfaSJFAEDmiiJAfvrpJ2/cx4ABA+xdAABHRREgAIDsI0AAAE4IEACAEwIEAOAkZwHi93pKR5iyZZk5c6bp0aOHOeKII8yuu+5qtttuO1O/fn1z/PHHm/vvv9+sXLnSfgkAIAOZ3bXLESYUwpS1bdiwwVx99dWmSpUqyfcpbatTp44ZNmyY/XIAgCO3u3YawoRCmLJBmzZtMu3atfNeu9NOO3lPIBMmTDDLly83GzduNIsWLTKjR482Xbp08fa7fAYAoHQ5u6OGCYUwZYN69erlve7AAw/0Jkssz9KlS815551n/xgA4Cj8XTtNYUIhTFnfwoULTfXq1c3222/vtX8AACpXuLt2CGFCIUxZX79+/bzXdOrUyd4FAKgE4e7aIYQJhTBlfX7bx6hRo+xdAIBKEO6uHUKYUAhT1tegQQPvNd988429CwBQCcLdtUPwQyHMFkaNGjW816xbt87eBQCoBOHu2iHY4ZDOFgYBAgD5Fe6uHUKYUAhT1kcVFgDkV7i7dghhQiFMWR+N6ACQX+Hu2iGECQW77IwZM0zv3r1NixYtTN26dU2tWrVM48aNzRVXXGGmT5/ulaEbLwDkV3p3eAd2KJTHLuv/ubStatWqZvjw4V7VlSZMZCAhAORHend4B3YolMcu27JlSzNw4EAzbdo0s3r1arNixQozefJk06FDB6/cfvvt55Xr3r2792dNZTJ37tzk60uzbNkyc/7559s/BgA4Su8O78AOhfKkW1bzWalc7dq1vT9rwsS2bdt6P6tZs6bp2bOnmThxovnhhx+8fYsXLzZjxowxXbt2ZTJFAMiynN1R0w0FqaisnkLU9tGxY0evnGbX9a1fv9507ty5wunc69Wr51V9AQCyo+y7doYqCoWgssraIdCoUSPTv39/bxp3mxrer7/+etOsWTMvLIILSj3wwANm1apV9ksAABnY+q4dIXaAqJqqW7du3iJSAID8inSA+LRAlNoy9HShINGTBgAgv2IRIL758+d7AbLHHnvYuwAAlSxWATJ79mwvQNSjCgCQX5EMkNatW5sRI0aYefPmee0dS5Ys8aYsadKkiRcg7du3t18CAKhkkQwQu/E8uKmH1axZs+yXAAAqWSQD5KOPPjJXXnmlN/+Vpm1XlVXTpk1Njx49zLfffmsXBwDkQSQDBAAQfQQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAn/w9hkctJ03WFkwAAAABJRU5ErkJggg==)
| Product Number | 4H58-1-165 |
| CAS | 1330755-50-4 |
| MDL Number | MFCD19981646 |
| Molecular Formula | C11H12N2O2 |
| Molecular Weight | 204.229 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-165
CAS: 1330755-50-4
Molecule Weight: 204.229
Formula: C11H12N2O2
![Imidazo[1,5-a]pyridine-7-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-NR
CAS: 588720-29-0
Molecule Weight: 162.148
Formula: C8H6N2O2
PN: 4H23-1-H5
CAS: 106429-51-0
Molecule Weight: 190.202
Formula: C10H10N2O2
TSCA: Not listed on TSCA inventory