![(2,7-Dimethylimidazo[1,2-a]pyridin-3-yl)methanol](data:image/png;base64,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)
| Product Number | 4H01-1-6B |
| CAS | 217435-75-1 |
| MDL Number | MFCD00269452 |
| Molecular Formula | C10H12N2O |
| Molecular Weight | 176.219 |
| Units | Price (USD) | Availability |
|---|
PN: 4H01-1-6B
CAS: 217435-75-1
Molecule Weight: 176.219
Formula: C10H12N2O
![(7-Methylimidazo[1,2-a]pyridin-2-yl)methanol](data:image/png;base64,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)
PN: 4H01-1-9C
CAS: 1216294-32-4
Molecule Weight: 162.192
Formula: C9H10N2O
![3-(Hydroxymethyl)-2-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H01-1-Z3
CAS: 30489-44-2
Molecule Weight: 162.192
Formula: C9H10N2O
![2,7-Dimethylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-1-A5
CAS: 3268-61-9
Molecule Weight: 146.193
Formula: C9H10N2
![2,7-Dimethylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-M4
CAS: 81438-53-1
Molecule Weight: 190.202
Formula: C10H10N2O2
![Imidazo[1,2-a]pyridin-3-ylmethanol](data:image/png;base64,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)
PN: 4H01-1-B0
CAS: 30489-43-1
Molecule Weight: 148.165
Formula: C8H8N2O
![2-(Hydroxymethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H01-1-Q4
CAS: 82090-52-6
Molecule Weight: 148.165
Formula: C8H8N2O
![(6-Methylimidazo[1,2-a]pyridin-2-yl)methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABXeAAAV3gHy4VGYAAACD3pUWHRtb2xTb3VyY2UAAHichZRtb5tADID/inWfl3vlNQqpolWTJrWbtHbSvk0XuKRIgasO8vbv54PQhaWjCsHG9uM7bB+Lu1O1g4NxTWnrjAjKCZg6t0VZbzPy8/nLLCF3y0WOQRhYNxl5advXOWPH45HmL6bSJ1vT3Fak989PTTmKOSpq3ZZJzgX79fjw1DGzsm5aXecGqaacN53xwea67XbxnyVYpd2hrFkfzip36LP9ltxfnJ6agvx9l8/oWyEKm3JnYGNdpVs4SE7x4p9ga2rjdGsKWJ/RrGiA775cPN7bfF+ZukXVZyhzvXtq3T5HQ2V3Jt9jMlS+3mekEgjo1lYr5/QZvObNWoCWoBXoAHQIOgIdg05Ap6AFxz/6hcQ674xf6Pn8anC3MPy+dffvvYYFkhmJaZgKBRGVYRwNIqCpVCko9HEJkgoZRiColDyAGadKpBHMsKEJyov3EtuTBM6YOqAqkQl6IoFCUh6jEFTx66cwjVJ8SoLO2Ak08lRgKp4k8YD3ybAo7K0qy8Xa1sWVCmWRkbUgXbl+mE0jLxUjYF1hHA6hT+BDrwE5Bnx934DVe4AaA74b00AwBnzvpoFwDPhOTwPRGPBzMQ3EY8BP0XSVkjHgZ24aSG9WEHx6T94/al030R8w4qZUHyL/NHw4NJOMuhmS9xF2NZNsONWo3px4dvU5YPgRXP4BANuJbzdEBvQAAC8QSURBVHhe7d0HuBTV/f/xxIgFu4KKYosCltiDYoOAJeSvIthiNzYiiokkv0Sxi6Jo1FgwCqI0FcRuxCiCYkFFE4kNxaBIiw0QUUGKnv/9nJuz7p27e3f2u7P3bnm/nmceYOfs7Mxw73x25rQfOQAADH4UfQEAgDgIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAQJF88MEHrk+fPm6nnXZy6667rlt11VXdFlts4fbee293ySWXuLfffjv6FvejH/3IL7nELVdMTfvpAFChrr/+erfyyiunLvTZlqhsr0fFLVdMTfvpAFCB/vrXv/qL+49//GN38sknu+eee8598cUX7ttvv3UfffSRe+mll1y/fv3cDjvsEH1r7GCIW66YmvbTAaDCzJw50zVr1sxf3O++++7o6pziBkPccsXUtJ8OABXm/PPP9xf2448/ProqlrjBELdcMTXtpwNAhWnfvr2/sE+YMCG6Kpa4wRC3XDE17acDaFS6qA0aNCj6MhK0/vrr+wv7/Pnzo6tiCcEQd2lKTfvpABqFLma9e/f2lbq66Oyyyy7utddeixZDAkLLq+XLl0dXxRINiFxLU2raTwdQVLqIDRw4MPWtOH1ZaaWV3CmnnOI+/vjj6NtQgKTuQHKJW66YmvbTARTN+PHjfTPRcKFZa6213FVXXeX+8Y9/uO23377O61dffbVbunRpdBMwoA4EQNmaPn26O+yww1IXmNAX4b///W+qjO5Mbr755jp3JltvvbV75JFH0rYEi9AK64QTToiuiiVuMETL/etf/3K9evVy2223nVt99dVdq1at3P777+8eeOCBtHclK/deAigLixYtcuedd55bZZVVUheXvfbay02ePDlaNEWPWc4666w6PaZ10ck0xAbiCf1AFNyjRo2Krs4pGgzZRMvpzkePK//973+7r7/+2v/fPvXUU27nnXf2w6YUQ+69BFDSvv/+e3fXXXe5jTfeOHVR2XTTTd3IkSOjRbN66623fHCE9ytQzj77bPNz/Gp33XXX+fOoEFE90/PPP+++/PJL/5hQAaOe6FdccYX72c9+Fn1rvWDIJm453ZFqHK5iyP3pAErWpEmT3M9//vPUxWS11VZzF198sf8GavHwww/7R1lhe3rEdcstt5hbFFWy++67z9cxbbvttu67776LrnYDBgxwP/nJT1LnMtsSle31qLjlFFgbbLBB9OVE5P50ACVn9uzZvqdz+oXoqKOOcjNmzIgWzZu+JatSXZXrYduqdH/66aejRavSlClTXKdOnVLnZs0118wa2P/5z3/cueee63bccUe39tpr+9F4N998c7fPPvu4Sy+91L3zzjvRt8QOhlzlFi5c6Mfg6tChg7vooouiqxOR/dMBlJzFixe7yy+/3DVv3jx1AVGfjokTJ0aLFkzNe3/zm9/45r7hs7p16+YvitXos88+c2eccUadu4quXbu69957L1q0SYV9C8sBBxzgVqxYES2WCAIEKBMPPzzebbVVm9SFoWXLlm7w4MEZH58k6dVXX/XzV4TPVSX9n//8Z/9MvxosW7bMD82ueoRwDtq1a+fGjh0bLVpSPv30U3fvvfe6TTbZxH/pKAYCBEX10EMP+dv2tm3bujvvvNPNmzcvWgQ5vPfe5+7UU8e4zTc/zq25ZhvfwucPf/iDf0TRmDSybOvWrVMX0Y022shX3hc7wJqSQkI/u+GYFSIKE4VKuXjmmWfcZpttFn05EQQIiuarr77ybdHTb6fVuqdLly7utttuowd0DgsWLHFXXPGca99+sNt990Fu2237uuOOu8C9/37TPUL65ptvfCW9+hmE/9Pdd9/dvfjii9GiZU2PpfR4KhyjHlvp8ZUeY5UbNe/Wl7hiIEBQNHp+HkKjc+fOdZ7ba1ETx/32289PvjNr1qzo26vW8uXfuZEj33CdOg31waHl8MPvq7lIz4wWbTKaFOnoo4+u8/953HHHlf3/oyZ9UqV3mM9DiyrMVXFerp588knfF6QYCBAUxT333JP6Bbz22mv9a/r2ev/99/sLjVqupF98tOy5556+6aPmka5WL7ww0/XoMToVHL/4xdCac/mmD5VSpFY+u+66a+r/UF8SLrvsMl/ZX05UyXz77be7Fi1apI5lyy23dGPGjIkWLVmqp9L+6vdHMx/OmTPHP2JUn6AnnngiWjwRBAgSpx9gNVnUL+FBBx3kO7pF6Qf8scce80NsrLfeevXCRC2LNOXn1KlTo2+tSDNmfOF69x6bCg49turf//mab8RLokVLjupA7rjjDl+pH/7/1FTV0gu7KTz77LP+G3rY9zXWWMP/7C1ZUvrnPp06J/7617/29R2669fj4yOOOMK98sor0aKJIUCQKFUu6k5Cv4iqZI1Tz6H3jBs3zp1++uluww03rBcm6qil5+7l/Bghmy+//NZdd92kmnN2Ryo8evb8u5s2rfwaG6hS/49//GOdoVT0iFJjNJUi9Zk58sgj6/ysafwq9bFBPAQIEhUGklP9hkZ9zZe+zeoboYbR0K13NEx++tOf+vGeXn755ehby8p3333vHnjgHbf//sNTwXHoofe68ePL//HdtGnT3MEHH5z6P1M/ktNOO803Ky0F6vSnjnXqtR/2UeNI6Rs88kOAIDHqqRw6namZaRLUukffavU8Ohom229/gOvXb1TNN9z/ugxPyUrWa6/Ndcccc38qOPbb7y43ZMi/3NKlxens1VT0BUJ3j+H/a5111nF/+ctfmrQJ7IgRI+p8MdFjnmHDhmV8zIrcCBAkQs0bQ5NdNessxtwSmkHvggsucNtss01NUK3iWrbs6Nq1+7O/CB900Eh31VUvuFdfnetWrCjNCue5cxe5P/1pXCo4fv7zQe7ii5+p+WaeeRiMQqkSVaOxaoRWVWxrUcu4sITXtF7lVD5pCgu1skuv52rTpo37+9//Hi1aVKoH0JAeYR/UrLVv376+iSvsCBAUTN/ewiMLta56//33o0US99ZbU931149yPXrcmbogh6VLl+Hu8ssnukmTZtVcwJo+TL75Zpm79dZX3V57DUnt48knP+zefDO5RzpqlKDhTDS+UseOHX1FcPSOLc6i9+n92o62p+0m4fPPP3e//e1v6wwDogYWxW4kMXfuXHfSSSelpvLV0qNHj6pu6ZckAgQF0zfM8MupxwGNbebMhe7OO193J5zwYL0w6dhxqP+W/+yzM2ouho0/ouwTT/zHde06MrU/+vvjj09L5JGb6ov02FAXyIYCQ73Hf/GLX/ile/fu/u5Df4bX0nuXRxdtV9vX5yTR4/yNN97wnxm2r/4Wv/vd79yCBQuiRQui4Ovfv3+d5uIaOt06SyAyI0BQkNdff90/DtAvqPp3NDU9Jhox4g136qmP1guTffe9051//tPuqaemu8WL44VJeG+HDne4WbOyj/0UyqVTS6rwuu4+dBeiu5FCqbWTLo6ZGhmozkGz0o0ePdpPLBS3P4bKqbzep/en112ERZ+nz01iCBXNkrfVVlultq3hxv/2t78lMujfgw8+WG/bt956ayLbRl0ECMzUmkWDyumXVHNIlNrgeqpbuO++t32z2DAcSPoF/Q9/eMrfDXz1Vfb6mvT39OnzZHR1SqYAWbRoqf9s3QEp2AqlccRUB6TK6PQLu57tqx4jfcraJGh72m563YEWfb72o9BxzXSXcOWVV9a5S9Cw59a7BN3daMSDsC31hTjnnHMSv7vBDwgQmJ166qn+F1WPIRqaNrUUzJ+/2D300LvurLPG1ulzEe4u1IlvwoQPo29LlVFLKf35yiuZ+whkCpCk6NHRoEGD6sxfrh7fGnKjMeqbRJ+jz0sfjkb7o/0q9NFWofUUCrIzzzyzTv3KgQceWPT6FRAgMFIv4/DLquFHyok67z322LSaC+I/6lRsq1XUvHnf1Ckb1g0dOsX/edRRYzK28ipWgOix0h577JE61+rhf+GFF/pK6aagz9Xnh5EGtGj/tJ+FUkup0AlVS2gppUE5M9EsiTfeeGO9Fl4a4QCNgwBB3j788MPUYxRNVlPoN9CmpDoJVXSrbuTKK5/zHfzShWBQH41u3Ub5v48e/VadMunlkqQ6gfTObqpjSvoxlZX2Q/sT9k37qf0tlFr0DR8+3M9hEbadqa+GBghMr6dRoGnMtWI0H0d2BAjyom994Zm4hh1J6oKm5+Fvvvmmr1y96qqrfP+EU045xbcY0p/6t17XepVLqnlpLunB8MwzM/zfO3ce5u9ispUrlPomaHracHFUhbDmdChF2q/0CmvtdxJ9K3TXoTud0EBDi+50VMkf7eWuR6ml0su92hAgyIsqT/WLq+fVhc7IpjGSNFOamnWmXyjiLCqv9+n9xRxrKRoMvXo97v99zTV157+IlrP65JNP6oxuq8Hwkmj1VEzaP+1n2Gftv44jCbrbTd92+rLvvvsW9f8euREgiE2tY8JQJapQtZg/f75/1KA2+dELghZV0mpk1Ex9FvR6dE6RsGh72q62n6RoMEyfPt+36NKiv2crZzF9+nTfmk3HoxZEN998c7RISdP+ar+1/zoOHU9SND5aaK2lzyiXkX4rHQGCWFR5Gp5L6xtmvo+QNNSJ5tFea6216lz4NTiieijfd999fpKiOFRO5fU+vT99e9q+PiepmeMyBcOAAS/413Q3EmQqlw9dbDfeeGN/DJrt75FHHokWKQva7zBboY4nyRD5/e9/77erFlYoDQQIYjnkkEP8L6++BWq6z7jUeUvfTNP7Lugir2aXSY1+qu1oe+nhpM/T5xbaeSxTMCxcuMTXg+h19XDPVi4uPe4Jdx6ac/v555+PFikr2n8dh45Hx5XU46w+ffr4bf7qV7+KrkITIUCQ00033ZS6MGuGs7jeffddt9tuu6Xeq+aWl1xySeKPmQJtV9tPb9apz9d+WGULhlGj3vKvH3bYKD/eVrZyuajCOdR56Jt7uYdHoOMIdyI6viQq1gmQ0kOAoEFq3x+akh5zzDHR1VmNHDky9cxaFe6qy2isvgv6HH1e6Jim/dD+WGQLBvUFUZ8QrRs2rLaPSKZyuYTWVuoEV66PrbLR8YTOfTrOQhEgpYcAQVaawzy0tVdTzbitgVQHEe4ANH6SKkCbgj43fbwo7Ve+GgqGl1+e7deFXurZymWjfhNh38qtwjwuHVc4xkL7iRAgpYcAQVaaYla/sBqqJM4MgKpv0Df/cMHQcN1JVWZb6fO1H2GftH/51IvkCgaNjxXKNFQuKv3OTs1UK1lohqvjLaTHOgFSeggQZKRWTuGiqw58caSHR74X6mKKBpv+HleuYNAIvRpLK1e5dOq5H4YnUSuyuHd25UrHF1rL6bitIxcQIKWHAEE9M2bMSLWi6dKlS6xf+PTHVvpFL0XhAqTF8jgrKRqAMOxHqfYwT5qOMxyzjt+CACk9BAjq0FAle++9t/9FbdmypR8pNRdVUFu+3TeF9DsRa8V6ITRyrOan0OeXwvwpjSmMnaXjtwwFT4CUHgIEdVx00UX+l1QtmOLMW60msqG1leoaSuWxVTbav1Anov0upImvRRgKRoP/JTWOWLnQ8YZRfHUe8kWAlB4CBClqtRSaXWqa0Vx0MQ79PNTaqakrzOPSfobWWdr/xgo91QWEDpUaKLAa6bh1/DoP+db9ECClhwCBp0cK4aK6yy67xBqqJDTR1N1KUzXVtdL+hn4ijdWEVrPv6fM0z3hj9YkpNTruMH+7zkc+CJDSQ4DA69atW+riFuexjobPDt+mS73eI5tQH6LjiDscuOYLGTv2/ToDKcahhgghoEu1kUFjCUGg8xGngUZAgJQeAgTulltu8b+YWoYMGRJdndF5553ny6u1Vrk8uorSfofWZjqeOCZOrJ0T5PDD74uuatC4ceNSd2vTpk2Lrq4qOv5w96fzEhcBUnoIkCqnyZlCh7ajjz46ujqjBQsWpAYu1NhT5Uz7r+PQ8ei4cnn88Wk+QA46KL8WXCeeeKL/HE3ZCpeaulbnJS4CpPQQIFVs8eLFbvvtt/e/lFtuuWXsSk3NuxEuusUaGLGxaP9DGOq4crEEiOqTQku1gQMHRldXJZ0HnQ+dlzj1bUKAlB4CpIr17NnT/0Jqgp58hlYPk0H16tUruqos6Th0PDquXCwBMnHiRL99Pbaptqa72eg8hMdYOj9xECClhwCpUppbXL+MWvJpDaMpRMP78gmdUqbjCMeUa4pUS4BceumlftsamBI/CAN16vzEQYCUHgKkCs2cOTM1Z0bnzp3zagmjOcj1Po1tVEnCWE06voZYAqRjx45+22eddVZ0VVXT+dB50fmJgwApPQRIlVGnuX322cf/IrZo0cLNmTMnWqRBmptc79V0spVEx6Pj0vE1JN8A+f7771P9HpjHuy6dD50XnR+dp1wIkNJDgFSZ0OpIz58fffTR6OoGqbJz1VVX9e/XaL2VJIw+rONrqFI33wCZNWuW366WQoYyr0Q6H+Hc6DzlQoCUHgKkijz33HOpoUp69+4dXZ2TmvyGX/iPPvoourqs6XjCsek4s8k3QMaPH++3udJKK/kJuvADnQ+dF50fnadcCJDSQ4BUCTVXbd26tf8F3GmnndySJUuiRXK6//77/fubN28e65FDOdHx6Lh0fDrObPINkDDr4BZbbBFdhRo6Lzo/cWYrJEBKDwFSJbp37566+E+dOjW6Oparr77ab2PnnXeOrqoIOi4dn44zm3wD5IorrvDb1ERKqC9MrKXzlAsBUnoIkCqQPvf24MGDo6tjC8OX7L///tFVFUHHpeNraFiTfAMkTLRVqeesUOGcx5ngiwApPQRIjS+++MK3TNIPswbYq6RFc1+E58xHHnlk9NDzEppd6m6mEoW7tIaa2+YbIKGTYqWes0KFcx6nUyoBUnoIkBrHHHNM6ht6pS4KEfX/KIQCSds69thjo6sqgo5Lx6fjzCbfAKn0c1aoOOc8IEBKT9UHiOb/Xn311f0P5o477ljvG3y5L7qrCkNGKCgLwR1I/gHCHUjDuAMpb1UfIHqsox/KVq1auUWLFkVXV4Qw8ZOWu+66K7o6NupA8g8Q6kAaRh1IeavqAAmD3GkZOnRodHVFOfTQQ/1xavTT9957L7o6Flph5R8gtMJqGK2wylvVBojGfwoXjPbt21dcv4YoTSW6ySab+OPdddddG+xtnQ39QPIPEPqBNIx+IOWtagNk0KBB/odR9QOTJk2Krq5IEyZMSLXIOvfcc6Orc6Inev4BQk/07OiJXv6qMkDUbLdly5b+h/G4446Lrq5oF1xwQSo4x44dG13dIMbCcu6xx952O+10revS5dboqowYCys7xsIqf1UZIOEHUaOAzp49O7q6oi1fvtx16NDBH/+GG26Y9wRH1T4a75gx412rVv/P7bzz8dFVGTEab3aMxlv+qi5AVIHcrFkz/4PYr1+/6Oqq8OGHH7p11lnHn4MDDjiA+UBc/PlARoy4x6288hqudev4x898IJkxH0j5q7oA0Q+ffghVeac5wavV6NGj/XnQMmDAgOjqrKp9RsLhw4f7chtvvHF0VVbMSJgZMxKWv6oKED3zDxeKSnuGb3Hqqaf6c6E7ssmTJ0dXZ1XNc6JbAoQ50etjTvTKUDUBsmzZMteuXTv/Axj3lrnSff3116lzsvXWW7svv/wyWiSja6+91r9nrbXW8sPElzPtv45Dx6PjysUSIKqUV/8bvW/gwIHR1VVJ50HnQ+eloUYL6QiQ0lM1AXLDDTf4Hz41G5wyZUp0ddXSuQgtq+K2SFuwYEHqoqsZDstZmKFRx6PjysUSIHLiiSf69+25557RVVVJ50HnQ+clLgKk9FRFgHz22Wdu3XXX9T98Z5xxRnR11bvxxhv9udEybNiw6OqMwrAmOq86v+Uo/eeioeFL0lkDZNy4cf59emwzbdq06OqqouMPj690XuIiQEpPVQRIz549/Q+eWh59+umn0dVVT00oDz74YH+O9Ejh/fffjxapR+cxtOTSoI3lSPud78+FNUDU0m3TTTf179WFsJqFIND5yKcFIAFSeio+QNRZKcwDft1110VX43/0bVwDSuo87bHHvm7p0mXRIvWEQRr1bfLZZ5+Nri5p2t/wLVjHEZc1QOTKK6/071W/Bw0tU4103KFfjM5HPgiQ0lPxAdK1Uyf/Q9e2bVtfkY7sNJxE8+abuhYt9qv55R4dXV3PihUr3G677Zb6Nlkuj7K0n+FuQPuv44irkABZuHBh6q7twgsvjK6uCjpuHb/Og85HPgiQ0lPRATLz/vvdOTU/cO1rlscffzy6Ghn07z/MtWlzrtt991vdpEm5h5d49913Uy2MNPthPhfjpqD9035qf7Xf2v98FBIgEoaSWXvttauuSa+OV8et49d5yBcBUnoqN0CWLHFuyy3dv2p+4P7etWt0LbJYvnyFO/nkh/2AgQceOMLNm5d7AMCRI0f6X2wtpV4fEuo9tGi/81VogMybN89tsMEGfhtxW71VCh2vjlvHr/OQLwKk9FRugGh+gZofNtesmfs+z2+Z1W7OnC9dx45DfYicffZYF2OYotTESVpKtZI4XIC0xJnAKJNCA0TCSNBannnmmejqiqTjDMes47cgQEpPZQbInDnOrbFGbYAYhi2Hc08++R8fIFqGD483imz6t3v9vVQeZ2k/ovtmlUSAqOVRmEhJY3DlWxdQbnR8YawxHXc+La/SESClpzID5IQTasOjRQuN3R5di5guu+xZHyAdOtzh3nkndwV59EKtuoamrljX54c6jySCLYkAEbUOXG211fy2jjjiiOjqiqLj03HqeAsZ0p4AKT2VFyAa4O/HP64NkNtui65FHr75Zpnr0WO0D5Hu3Uf5f8eR/jhLrZ2aqomvPje0ttJifWyVLqkAkTBboZZ8mhKXk9DUW0ucWQcbQoCUnsoKED2s19zTCo+ddtJX4mgJ5Onddz93e+01xIfIxRfHf16vCurQOkv9LfTNv7H6Puhz9Hmhn4f2w1JhnkmSASJHHXWU3576Kj3yyCPR1WVNxxP6YOk4C0WAlJ7KChANw6Hw0NJE33or0d13v5GqDxk7Nncv9UBNZEM/ES3rrbeeH3uqWAMwarvavj4nfKY+P9+mug1JOkAWLVrk56jXNldffXX3/PPPR4uUJR2HjkfHpePTcRaKACk9lRMgX33lXKtWteFR4c+UG5tu7M455wkfIPvtd5ebNSveqL2i+gY9xggd6LRo4MIzzzwzsflEtB1tLwzwqEWfp88tpL4jk6QDRD755BM/GrK2q7G5yj1EtP9hjDEdl44vCQRI6amcAOnbtzY8VltNU+5F16JA8+cvdgcdNNKHyIknPuSWLcuvJY0qs1UHkX6R16LWOZpOVvOzfPTRR9G3ZaRyKq/3hdY96eGkzylW5X0IkJYtW0ZXFWT69Ok+lLRtfXMv18dZ2u9w56Hj0XEl5dxzz/Xb/eUvfxldhSZSGQHywQfOrbpqbYAYerginldeme3atx/sQ+TGG1+Oro5Fj5k070aYlCq6NG/e3O28885+bvLu3bv7ugz9qX/rda2PvkeLtqftFuPxmO5iVCF/9tln1wnAm266yc8xnxRdbMOdyMorr1x2FevaX+239l/HkWR4vPDCC26jjTby295qq62iq9FEKiNAevSoDY9NNql9lIWiuemmV3yAKEheeml2dHVeNH2s5iBXOIQ5SeIuKq/36f25pqG10LhpTz31lDv99NPdhhtuWO/zw7Lddtv5cknR455QJ6JFTWBLvZ+I9i801dWi/U/qsdWsWbPcscceW+ecH3bYYdFiaCLlHyATJvxQcT5iRHQtErZ8+Xf+EZZCRI+09GgrCZqV7s0333QPPPCAu+qqq9xll13mTjnlFH8Hoj/1b72u9SoXdxa7fCxZssQ99thj7uSTT65TER+WXXbZxfXr18+9+OKLfjpgTU4W1h1yyCGxhsGPQxXOoXWWFn3jLtUe69ov7V/YV+13EhXmixcv9v/n6XecCqZyrx+qNOUdIKog3XHH2vDQTG9xxtxAwWbP/mGoE1Wul/Np/+abb9yYMWP8OE2h2XH6opnzBgwY4D7QY9KIf/7zn26fffZJlV1llVXcn/70p9hTA+eifhOhs6EW7WOpDMCo/QhjW2nRfhbazyO499573eabb57atu4A77jjDnMPdhRPeQeIfmAVHuo4+Mor0bUoIjXnDU17R458I7q6pOkb8t133+0OP/zwenUq6jvSsWNHP0ujHp/Ecc8997jNNtuszgVvyJAhiVzw1HM7DHuiRaPZakj0xupTE6XP1eeHUXW1aP8K6WEeKJD33Xff1HYVyP/3f/9X8o/wqln5Bojmr9ZQJQqQPOZVRnIuueSHoU6mTct/dNXGpMr1oUOH+pkXo/Utqvjt0qWLu+2229zHH38cfWssupO59NJLUy2QtKgPShKPXBREGoBw/fXXT21bwadWSUk9NstFn6PPSw9c7Y/2q9CgVH1J9JGg/p8a69hgV74Bcv/9teGx5prOzZ0bXYtGkD7UyZAhyVdkF2revK9q7o7Guq5du7lmzZrVCQ19u1V/gjvvvNM0tHg2M2fOdMccc0ydz9K/9XqhtJ+aRyO9T42WDh06uIEDByb+eEvb03a1/fTP0+drPwo9b0uXLvUt59LvZrbddlv35JNPRouiRJVvgOiHt3dv5x5+OLoGjUj1ISNGvJFYZXqhPv30azd69FvujDMeq7kDuNltvvmxbo01ait5dXegJsEjRoxIrJ4iG915pPfC12frDkV3KoXSI53+/fvXGecr/QLcq1evmnMw2j9WUmV0HCqn8nqf3q/tRLetz9PnJvFISY0V2rRpk9q2Gi3osWGSzaJRfOUbIMD/zJ27yA85f8opj6TqZcKy44593Gmn9fUXxq+//jr61qLSox3VhaQ3A1ZdiepMkqDtP/300+6kk05KzTOeaWndurVv8pypb40WrY++Jyzarravzyn0UZVMnTrVHXjgganta6wsjSJQ6N0MmgYBgrI0c+ZC/9js+OMfrBcanToN9fUzEyfOcN9+2/TfaHW3o9ZZemwWLpxqvaVK46SoWfPEiRP9XY4aATQUKA0tep/er+1oe0k1l16wYIE755xzUh0NtXTu3Nk3yUb5IkCQqHARV8V6Q2NmhXL5eP/9+W7QoH+6o44aUy809t9/uOvX7zk/j3u+w6w0FlUKq79IuICq0liVx0l1uouaM2eO7+Soegz1qdCiu4+whNe0XuVUPmnqxX/rrbempvHVouFnHnzwwWhRlCECBIlKv6j36ZO9MjRugGgiq4EDJ/v5SKKh8ctfjnRXX/2Ce/XVue6778qnM4ou1urBHi6oqkS+5pprfKVyJZkwYUKdIWvUz0Z1KEnd1aDpESBIVLi4a9Re/anxszJpKECmTPnYXX/9SzXf1u+pFxoHH3yPX/f66x+XdQdGVRZrLK30Hu/bbLONe/TRR6NFy446XaqOJRyX+taoHmUurSUrTnECpOaHxi+55Co3dapzvXo5165d7RznzZs717atc2eeWbsOJSdc6IcOneL/1OOmFSvqP1LKFCBqyXXooffWC43DDhvlbrllsnv77U/rlK8EqjxWq6f0uoEDDjig5s7rnWjRkqcOmn379q3Tz0ZNgF+hk2/FauDqXYBcwRA0VG7AAOd+8pMfykQXrau57UdpCRf9pUtXuG7dah87qVltVKYAUWfE8PqRR97nbr/9tZLvoJgUVSarM2O48CpQevfuXZTRhZP2fc2toDpptmrVKrX/avKr5tKobFmu3gVqKBjSZSt34421r2uIktNOc27y5NpRdtWG/tVXnTv99B/mPb/ppui70YTSg+GZZ2b4v3fuPMx9+WXd596ZAkQUGGphVa0eeuihOnOcqPJZldyl2j9Ck3m1b98+tb8aE+uiiy5q9CbTaBoZrt4JyBYMUZnKafyhVVapff2uu+quS6d1KqOyszM/Z0fjiwZDr16P+39fc82LaaXql8MPVJmukYfT5x7ZYYcd3Pjx46NFm8zsmt+5E044IbV/Wo488kg3Y8aMaFFUsBhXeYNMwZBJpnKaEEqv1fww5qSpa1X2wguja9BEosEwffp8P3eIFv09WznUp6FENLS8KqHDRVpzYSQ5UVO+NOS9hrRP72eiib404RaqT4yrvEGmYMgkU7ma22H/WpxJejRmjspqKHeUhEzBMGDAC/413Y0Emcohs8mTJ7u99tordcFWJfX555+fyLwb+dA0wltuuWVqP1q0aOEHU0x63nmUjxhXeYMQDHGXdOutV/tanMpDDWmtshtsEF2DJpIpGBYuXOLrQfT6s8/OyFoODRs5cmSd8a8057gqr1WJXUxTpkxxnTp1Sn2uBqbUyLxffPFFtCiqTOkFyMor174Wp9Jw2bLasnoPSkK2YBg16i3/uprkqqd4tnJomCqnVUmdPtGUKrEnTZoULVqwzz77zJ1xxhl+vKrwWV27dnXvvfdetCiqVHEDJJdM5bgDKWvZgkF9QcIQJMOG1fYRyVQO8aiyOn3aWy3HH3+8r9wulOaDv/766926666b2na7du3c2LFjo0VR5WJc5Q0yBUMmmcqFOpBx4+q+nonqSVR2jz2ia9BEGgqGl1+e7deFXurZyiE+DXioudrDhV6V25dffrmv7LZQSLRt2za1PYWIwkShAkTFuMobZAqGTDKV69u39rWab1c5qaWWyqrlFkpCrmDQ+FihTEPlEJ+GWR88eLBr2bJl6sK/xRZb+CHs49JjKT2eCu/XYys9vtJjLCCbGFd5g0zBkEmmcpq5rVmz2tcb6sk6fHhtGfUDiTl3NYovVzBohF6N1JurHPKnSu0+ffrUmX1RQ7O//vrr0aIpeo8qxNPfowpzVZwDucS4yhtkCoZMspW77rra19XbvOZbkO99rl7oml3ttdec69nzh57oN9wQfTdQ1XQ3oel60+8mTj/99Dp3E2p6e/vtt/umuKGcmuiOGTMmbUtAwzJcvROQLRiiGip35ZXOrbTSD2Wii9b17x99F4D/eeKJJ3zldwgIzWV+Xc2XM80uqM5/4XXVm6hzoLXeBNUry9W7QA0FQ7pc5d5+u3bk3TZtakfiXX312r//9re16wA0SJXfN9Tcpae3qAqLerhrOJJiTCSF6tDA1RtApfj8889dz549U+GhiZ40ECJQCAIEqCKaDVF3JMXuvY7qQIAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABg8v8B9saic0iub3cAAAAASUVORK5CYII=)
PN: 4H01-1-9D
CAS: 926223-25-8
Molecule Weight: 162.192
Formula: C9H10N2O
TSCA: Not listed on TSCA inventory