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)
| Product Number | 4656-1-Z4 |
| Synonyms | 2-[(Dimethylamino)methyl]-4-formyl-6-methoxyphenol; N,N-Dimethyl-5-formyl-2-hydroxy-3-methoxybenzylamine |
| Purity | 95 % |
| CAS | 87743-10-0 |
| MDL Number | MFCD03011572 |
| Molecular Formula | C11H15NO3 |
| Molecular Weight | 209.245 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4656-1-Z4
CAS: 87743-10-0
Molecule Weight: 209.245
Formula: C11H15NO3
![2-[(Dimethylamino)methyl]-6-methoxy-4-methylphenol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABalAAAWpQFsYahjAAACEHpUWHRtb2xTb3VyY2UAAHichZRtb9owEID/ysmfh1+SQCgiVKjVpEntKq2dtG+TSQyNlNiVE97+/c7BdDFsARKdfb7n7HuJ5/eHuoKdsk1pdEYE5QSUzk1R6k1Gfr59HU3J/WKeoxEa6iYj7237MWNsv9/T/F3V8mA0zU1NTuuzQ1MGNvuYGrthEeeC/Xp+eu2YUambVupcIdWUs6ZTPplctt0p/rMFq6XdlZqdzFltdydvvyPuHk4PTUH+xvKAa0tEYV1WCtbG1rKFXcQpPvwLbJRWVraqgNUR1TFNMPbF/PnR5Nta6RaHzkOZy+q1tdscFbWpVL5FZzj49piRWiAgW1MvrZVHcCOnlgJkBDIGmYAcg5yATEFOQd6BFBxfXBdoINBCJJjvSrkN344fCk8NL/AQ/L97+YLJijIS0ckkTUDQOI7Ts/BKLzASjhv5NYwWfzDy05E3Gnmr8zw0I3DEvRI6wcJBTKdjFBGNBXdux4kzPAOcpmlPXqgvph724uQRk8g+s7iYr4wuekMoi4ysBOnS+0Otm8hnmICxhbLYtM6BM+0DUQi4egwDcQi46n0Cy38BSQi4Wg8D4xBwnTF8pMkVkA7vkIaA67phYBoCrkeHj3QXAl1HDxNuPShd9wXcYC7L7ZgbBRfRVSwiHo5eXNf8JnJR9fM3fH0y1utjdr45cHh1q7DelcPwol38AUTUoMneJrlpAAAvAUlEQVR4Xu3dCZQU1dn/cReQVVRkEUFA0RgIikfA4IIYQdwVcCGcoBB8FTVq0CguryDoG3HP0UQDKIvgwiaJIiRqkFVAwb8oYBRBQUVEZAcBBe5/nttW0X3pnql+uqa7uvv7OaeOOHW7p7tm5v667rqfAQBAYT/3CwAABEGAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECIFJ27Nhhhg4dai6++GLToEEDU7lyZVOjRg1z8sknm379+pnvvvvOfYjZb7/97FGWoOUQDFcSQGTMmzfPNGzY0K/okx3VqlUzI0aMSHhc0GAIWg7BcCUBRIKER6VKlWwF37JlSzNq1CizYsUKe0eyceNGs2DBAjNgwABTu3btfUIgaDAELYdguJIAcm7nzp2mcePGtnLv3bu32bVrl1vEt2XLFtOjR4+ErwUNhqDlEAxXEkDODR8+3FbsJ510UqnhkUrQYAhaDsFwJQHkXKdOnWzF7vZtBBU0GIKWQzBcSQA5d9RRR9mKffny5e6pQIIGQ9ByCIYrCSDnZKiuVOzbt293TwXiBUPQA+HgSgLIOQIkP3ElAeQcTVj5iSsJIOfoRM9PXEkAOZerYbzvv/++ueGGG0zTpk1NlSpVTL169Uz79u3NhAkT4h6FVMq+4gBQzmQiYaNGjWzlfv3115caIjKRsGfPnglfc4MhFbfcaaedZkaOHGk+/fRT88MPP5hFixaZDh062DL9+/ePeySSKfuKA0AWxC9l0qpVKzN69GizcuVKGy6bNm2ydwsDBw4s96VMvvrqK1vm0EMPdU/BUfqVBICQvPDCC+boo482Rx55pL2LSGbu3Ll+h3qqo3r16vauIV6QYBBByq1evdqWkdeB0pV+JQEgQ++9955tKvIq74oVK5pVq1a5xXyyeOKQIUPMhRdeaOrXr2/vSg4++GC7nLs0K5XXcu7SbCZNWRdddJHtD5k4caJbBI7kVxIAMiSf5KWv4oADDvAr7jZt2thAiZr4OxxZTn7GjBluESRBgAAIlfRZDBo0yN41eJWy3EnI8uxRJq9bmtCaN29uJzZOmTLFLQIHAQIgNP/4xz9MkyZN/OCQivh///d/zdatW92ikTV//nz72ps1a+aegoMAAZCxxYsX2/kT8U1Bl19+ufn888/dopEnYSevX/peUDoCBIDaunXrzI033mgqVKjgB0eLFi3MtGnT3KJ5Y+bMmf77QOkIEADp++knM+2vfzU1a9b0g6NWrVpm8ODBpU4CjBqZNPjWW2+ZtWvX2m1zpd9DmuAkEOkDKRsBAiA9JRWuadbM/LMkNFruFxuW26dPH7Nhwwa3ZOTNmTPHdO3a1c75kNCQpUwuu+wyO6kRZSNAAATz2WfGXHKJjHm1x86S4/nzzjOffPKJWxJFggABULpNm4zp29eYgw7yw8P84hfGTJ7slkSRIUAAJLd7tzHDhhlTt+7e4JD1oR5/3Jgff3RLowgRIAD2NXu2MS1b7g2OAw805tprjUmyjAiKFwECYK8vvzSmW7e9wSHHmWca88EHbkmAAAEKhqxw+9hjxrRrZ0ydOsZUrGhM7dqxAHj00dj5VKRJasAAY6pW3RscjRsbM3asWxLwESBAIZg5M7GvItkhoZJqkcAnnthbrlo1Y+6/35jt291SQAICBMh3c+bsHSEl/RZy17B6deyu4ttvjRk/3pjWrWPnpdzcue4zGCMzx485xpju3WVHJfcskBQBAuSznTuNadQoFg49esimFm6JGPm6nPeapuRxQIYIECCfDR8eCwVZObasUJDzTZvGyo8Y4Z4F0kaAAPns0ktjgTBkiHsmucGDY+U7d3bPAGkjQIB81qBBLBBkmZEgli6NlW/Y0D0DpI0AAfJZ5cqxQAg6YuqHH2Llq1RxzwBpI0CAfEaAIIcIECCfeU1Yy5a5Z5KjCQshIkCAfEYnOnKIAAHyGcN4kUMECJDP0plI2LNnrJyULytsgAAIECDfxS9l0qqVMePGxZYwkaVM1qwxZsIEY045JXZeykl5IAQECFAIZJFEWSxRQiLVIeenT3cfCagRIECh8JZzl+Xba9UypkKF2H/POMOYRx4xZvNm9xFARggQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAhWjhQmMeeMCYtWvdM0BoCBCgELVrF5t9fu+97hkgNAQIUIhatowFyK23umeA0BAgQCEiQJAFBAhQiAgQZAEBAhQiAgRZQIAAhYgAQRYQIEAhIkCQBQQIUIgIEGQBAQIUIgIEWUCAAIWIAEEWECBAISJAkAUECFCICBBkAQECFCICBFlAgACFiABBFhAgQCEiQJAFBAhQiAgQZAEBAhQiAgRZQIAAhYgAQRYQIEAhIkCQBQQIUIgIEGQBAQIUIgIEWUCAAAVoVUmAfF4SIOsIEJQjAgQoQE+WBEjfkgCZRICgHBEgQAE6syRAapQEyN0ECMoRAQIUoJYlAbJfSYDcSoCgHBEgQAEiQJANBAhQgAgQZAMBAhQgAgTZQIAABYgAQTYQIEABIkCQDQQIUIAIEGQDAQIUIAIE2UCAAAWIAEE2ECCIkYX35ChLkHJbthjz2GPGtGtnTJ06xlSsaEzt2saceaYxjz4aO49yRYAgG8qoCVA0ggSDKKvczJnG1K27t1yyQ0Jlxgz3kQgRAYJsKKUmQFEpKxg8pZWbM8eYgw6KnZflxMeONWb1amN+/NGYb781Zvx4Y1q3jp2XcnPnus+AkBAgyIYUNQGKTmnBEC9VuZ07jWnUKHauRw9jdu1yS8TI1+W8lGvcOPY4hI4AQTYkqQlQlFIFgytVueHDY19v1qzsUJDzTZvGyo8Y4Z5FCAgQZEOSmgBFKVUwuFKVu/TS2NeHDHHPJDd4cKx8587uGYSAAEE2JKkJUJRSBYMrVbkGDWJf/+wz90xyS5fGyjds6J5BCAgQZEOSmgBFyQuGoIercuXY17dvd88k98MPsfJVqrhnEIIGJYEuAXLFFVe4p4DQJKkJUJTcgCjrcBEgkfDxxx+bjh072vCQY//99zc33nijWbdunVsUyFiSmgBFKVUwuFKV85qwli1zzyRHE1ao1q9fb2655RZTsWLFhPDw/l2zZk3z1FNPmZ9++sl9KKCWpCZAUUoVDK5U5ehEz4ldu3aZZ555xhx++OF+WMi///a3v5m1a9eaPn36JIRKs2bNzJtvvuk+DaCSpCZAUUoVDK5U5RjGm3Vvv/22OeGEE/xwqFChgrnpppv2aa765JNPzHnnneeXk+OSSy4xnwUd8ACkkKQmQFFKFQyuVOXSmUjYs2esnJQvK2ywj+XLl5suXbokBEKHDh3MkiVL3KIJJk+ebI4//nj/MQcddJDp27ev2bRpk1sUCCRJTYCilCoYXKWVi1/KpFUrY8aNiy1hIkuZrFljzIQJxpxySuy8lJPyCGzLli3mnnvuMZUqVfJD4NhjjzWvvvqqWzSlH0t+Fo8//rg59NBD/eeoW7euGTZsmNm9e7dbHChVipoARae0YIhXVjlZJFEWS/TKJTvk/PTp7iORwp49e8zIkSNNvXr1/Eq/Ro0a5uGHHy65gdPdwX333Xfm2muvNQceeKD/nDJ3ZNasWW5RIKVSagIUlbKCwROknLecuyzfXquWMRUqxP57xhnGPPKIMZs3u49ACnPnzi25aTvFr+QPOOAA06tXr5Ibu2/doioffPCBadeunf/8cnTr1s18+eWXblFgH2XUBEAWXXllbDjwsGHGFHlzytdff22uuuqqhKG4p59+ulmwYIFbNBTjxo0zjRs39r9X1apVzYABA8wPMl8HSIEAQXTIplPeHY4sB1+EzSnbt283DzzwgKlWrZpfmR911FHmxRdfdIuGTr73/fffn/C9GzZsaF566SW3KGARIIiORYtiuxh6ISJHt27GFElzyvjx4xPuAqpUqWLuu+8+s23bNrdouZK7n+7duyfc/Zxxxhnm/fffd4uiyBEgiB4ZvSV7hXghUrWqMQMGxJY/KUALFy7cpx/it7/9rVm5cqVbNKvmzJmTtP9ljYyoAwwBgqiSNbXuv9+YatX2Bokse1JAzSkyU/y6665LGAl18sknR2okVKoRYI888oh6BBgKBwGCaPv6a2O6dzdm//33BomM5iqnzuRskLkYTzzxRMJcjDp16pjnnnsusnMxNm/ebO6+++6EOSjHHXecee2119yiKCIECPKDTDr0JiHKccABxvTqFZugmEemTJmyz2zwO+64I29mg8ss+M6dO/uvX45zzjnHrgKM4kOAIH/s2WPMyJHG1Ku3N0hq1IjNLYl4c4qsR3X++ecnVLwXX3yxWSqrEuehqVOnmubNm/vvRdbhuvnmm+2qwCgeBAjyj0xEvPtuYypV2hskxx1nTASbUzZs2GB3BYxfEbdp06bmjTfecIvmHVkJ+Omnn95nJWD5mpxD4SNAkL+WL48tB++FiBznnGM2R6A5RSrQoUOHmtq1a/uV62GHHWaefPLJgtuTQ+465O5D7kK89yp3J3KXgsJGgCD/SUVVUmFJgCwpOe4pqcjuzWFzyvTp081JJ52U0Lxzww03mO+//94tmjHpdP/vf/9r/vnPf9qRUTJ7XL5Xz549/UP+X74u52XhRWlOk9FVYZN+EOkPiW+mk/4S6TdBYSJAUBhKPvHveeYZ89Lhh5uzc9Sc8sUXX9g9yOMr0LPPPtsskgmSIZEVeWVZ9j/96U82pOI/9adzSOe9LJ4oy7nLBlNhLlkiI7NkhJb3vWTklozgkpFcKCwESI7t2LHDNnVIh2qDBg1M5cqV7Th7mQ/Qr18/u2qqy/vDLEvQcoVkW8ldx+1Zbk7ZunWruffee+3PzvuexxxzjJk4caJbVEWWGBkzZozthI/vS3GPWrVqmSZNmpizzjrLHhdeeKH/b3k9ct59jHfIa5c9RiZNmhRKE5vMEZE7Hvld9r6HzCWROSXlcfeD3Ciu2iVi5s2bZ9cacv+Y4w9Zl2iEs2ufd64sQcsVomw1p4wePdrUr1/f/x4HH3ywefDBB0OZZLds2TLb/BQ/X8Q7GjVqZGeFy4cPWbHX3YUwFWlGe+edd8zgwYPN1VdfnfDavUMqetl3RCY6ZkpmrV9zzTV2Frv3/K1bt7az3JH/irN2iQAJD29SljQljBo1yqxYscLekWzcuNGuuirt1l4nbDzvD7EsQcsVsvJqTnn33XfNqaee6j+vrBvVo0cP880337hF0yZ9FFK5u81TrVq1sp3wYW9FK2H70EMP2dFh8d+vevXq5s477wwlSGQdLVlPK/75Zb2tr776yi2KPFLctUuOyKdTb9G83r17l9pGL23eUjHFCxoMQcsVulTNKXJnl25zigSE/DziFxqUIJFAyZR0+svvQ/zSJocccojt71i8eLFbvFzI3Yzc2Ugfifca5K5KdjEs7fc0qJdffjnhrlvusGUFYGmmQ/6hdsmB4cOH2z8e6QTV/FEGDYag5YpFJs0pEkLSNCWVqfdYaf6RJqwwPP/88wlDfmvWrGnvQHM1kkzuhmWdrvggkTvlMFbklQ57eW+y54j33PKBauzYsW5RRBy1Sw506tTJ/tG4fRtBBQ2GoOWKTbrNKdIZLp3QXlnpcJYBDtJ5nilpHjrvvPP855ZmK7njiMrSJp9//rntjI9/fRKk6d65JSO7Hsruh/E/B1mVWHZJRH6gdskB2SBI/li0HbpBgyFouWJVVnPKRx99ZIfhxldwMkxXhuuGQVbdlZF33nOfdtpp5sMPP3SLRYLcHRxxxBH+a5VRg9JXFwa5DnJ34z23NOHJfu3JRiAiWqhdcsAb7qlt942v0IIcSC1Zc4pU6m3atEnoxJbmRpkgGJannnrKf375r3Rih/GpvjzJCK5zzz3XvybHHntsaB36MiFy2LBhpm7duv7zy+izm266yQ4sQTRRu+QAARI9yZpT5JB+CRkqG+Yy6zIKzHt+Caso7f9RFrkO/fv39/uRZDBCmBMlpelOJjfG973InRmiidolB2jCiq7Zs2f7lWOLFi1Ca6YRMmBCOvG9n4vs9pevzTSvvPKKPwxdZvy/9957bpGMyJ2N12Qmw5cRTdQuOUAnerQdeeSR9rrJ0N8wxYdHx44d7RDtfCZLoEi/kbwfWSgy7D1BpJ9Fnlu290U0UbvkQC6H8coIJJndLJPGqlSpYpsg2rdvbyZMmJBQrpiVR4DIzG7v5yEd8bIrYSGQOzYvRGQo7urVq90iagRI9JVdCyF0MqdAlqKQP47rr7++1BCRT6myomq8ZMGQTLJy0p4s6xF9+umntgNZ2q87dOhgy0nbNsIPEOkw934WcucRxjInUfL666/7kx9lNNW2bdvcIioESPSVXQuhXMQvZSJtvDIhbeXKlbZykY5EuVMYOHBgVpYykfkPUk5GvSDcAJEOcm+0lUxaDGPuSBTJ2lre75sMwQ0DARJ9ZdcuKDeybITXoZ7qkPWI5I4hXtBgCFpOmh2knLwWhBcgMknQm+ch/83XDvOgZMit9zsXRpMoARJ9ZdcuKFcyxn3IkCF2tq8sjSF3JbJchiznLk1KySqdoMFQVjlpOpOmrIsuusj2h4S1/Hi+CyNAZE6Htwe63IHk01BdLRmWfsIJJ9j3LJ3qX3/9tVskLQRI9KWuXVDQvHCRQ2Zjz5gxwy1StMIIEFnbyru+MkmwWCxZssR+GJH3LYMFMkGARB8BUsSkv0Wa0WTDJZncOGXKFLdIUco0QGQBxDp16tjnkEELUZ9hHrZBgwb54Tlt2jT3dGAESPQRIDDz58+3f6jNmjVzTxWlTANElmSXx0vTVVTXtipP0iwry5zINZAmLe0OhwRI9BEgsCOD5A9V+l+QWYDIZlDekFZZVbdYyda43l2IbJamQYBEHwECM3PmTPuHKkt3ILMAkZ0E5bHSiRyVJdlzpW3btv5diKYZjwCJPgKkyMikwbfeessOMZV1nqTfo0mTJra5hT6QGG2AyB7m3pwPWeG32MXfhchkw3QRINFHgBQZ2X2va9euds6HVHaylMlll11mJzYiRhsgskSMPE62oc3VToJRIncdMkBDronsq5IuAiT6CJAIefXVV82zzz7rfhlZpgkQmQMhM/nlcbfffrt7umjJ77NcE1nhONWOj6kQINFHgETE5s2b/c7Xd9991z2NLNIEyJgxY/zmmsWLF7uni9aGDRv8JXvSuZ6CAIk+AiQivOVE5Jg6dap7GlmkCRBv1jl7V+yrS5cu9trI6tPpIECijwCJCAIkOtINEFkxuWLFivYxsvIuEo0bN87/3ZadH4MiQKKPAIkIAiQ60g2QyZMn+z+7sPYILyTr1q3zd3mUVaeDIkCijwCJCAIkOtINkNtuu82Wlz1ekJw0X8k1kl0ZgyJAoo8AiQgCJDrSDRCvcuzVq5d7Cj/r06ePvUayxElQBEj0ESARQYBERzoBIus8HXTQQbb8c889557Gz1566SV7jaQpS3bCDIIAiT4CJCIIkOhIJ0BkPxXv5yb7gyO5BQsW+Ncp6AKTBEj0ESARQYBERzoBIpM/vZ+bdBYjOZnntP/++9vrFHS3QgIk+giQiCBAoiOdAHnsscdsWdm7HqWTZXPkWgXdYIsAiT4CJCIIkOhIJ0DuueceW/ZXv/qVewoOb7vbu+66yz2VFAESfQRIRBAg0ZFOgNx88822bJs2bdxTcJx66qn2Wv3hD39wTyVFgEQfARIRBEh0pBMgPXv2tGXPOecc9xQcHTt2tNeqR48e7qmkCJDoI0AiYs2a9aZevYvsMWtWsFEqKB/pBMiVV15py1566aXuKTjkGsm1uuKKK9xTSREg0UeARMT3328zLVsOscd7761yTyOL0gkQ7kCC4w6k8BAgEUGAREc6AUIfSHD0gRQeAiQiCJDoSCdAvFFYzZo1c0/BwSiswkOARAQBEh3pBIg3D6RWrVruKTiOOOIIe60efvhh91RSBEj0ESARQYBERzoBEj8Tfe3ate5p/GzTpk3MRC9ABEhEECDRkU6ALF261A+QWbNmuafxs/nz5/vXadGiRe7ppAiQ6CNAIoIAiY50AmTXrl3+arxDhw51T+NnL7zwgr1Gshrv9u3b3dNJESDRR4BEBAESHekEiGjZsqUtf/XVV7un8LObbrrJXqPjjz/ePZUSARJ9BEhEECDRkW6A9O3b15avX7++ewo/a968ub1GvXv3dk+lRIBEHwESEQRIdKQbIG+++abfvr9kyRL3dNFbs2aN34H+8ssvu6dTIkCijwCJCAIkOtINENlhr3LlyvYxQZcqLyajRo2y10ZCRNZ8C4oAiT4CJCIIkOhIN0BEly5d7GOaNm3qnip63hImMhM9HQRI9BEgEbFly07TuvVQGyAffbTGPY0s0gTIpEmT/GasuXPnuqeL1jfffGMOPPBAe12efvpp93SpCJDoI0Ai5I03lpkXX/zI7NnjnkE2aQLkp59+8nfc69Wrl3u6aMk1lGsiQ53TnWhJgEQfAQI4NAEivHWxpLJcuXKle7ro7Ny50zRo0MBeE2niSxcBEn0ECODQBoh8wq5evbp9bDrDVQvVs88+6zfrvfvuu+7pMhEg0UeAAA5tgIg777zTvwv54osv3NNFQ5r0jj32WHst2rdv754OhACJPgIEcGQSIPF3IRdccIF7umh4qxTL8fbbb7unAyFAoo8AARyZBIh4/PHH/cpz7Nix7umCt2rVKnPwwQfb93/JJZe4pwMjQKKPAMkRb87Hqac+Z775Zot72ueVQ/ZkGiCywKK3PpbsgfH999+7RQqa7Hku771q1aoZNeMRINFHgOSIFwxy9OuX+hafAMm+TANEvP/++/78h3PPPdfs3r3bLVKQhg8f7t99PfDAA+7ptBAg0UeA5Ej8HYhMIFy6dJ1bxCJAsi+MABEPPvigX5n279/fPV1wZB0wueuQ9/vrX//a/Pjjj26RtBAg0UeA5IgXDI8/Psf+9+abp7hFLAIk+8IKkD179tg+AHku2QfjlVdecYsUjPXr19t94eW9HnbYYRk1XXkIkOgjQHLEC4aNG7ebM88cYf/9/vvfuMUIkBwIK0DEhg0b/OGslSpVsiv3FhpZTPKMM86w71EWTJw4caJbRIUAiT4CJEfig2HYsP9n/92jxz+cUgRILoQZIOKzzz7zlzmpVq2amT17tlskb8mAgUsvvdRvqhs0aJBbRI0AiT4CJEfig2H79p/MueeOtv8/dernKcshO8IOECH7gB9++OF+iLz++utukbwjdx7x4fHHP/7RLZIRAiT6CJAccYPhlVc+tv/fpcvYkk91e0fsuOVQ/mrUqGErrjvuuMM9lZH33nvP9g/Ic1eoUMEMHjzYLZI3pGmubdu2fnjIdr7S5xOm1q1b2+du166dewoRQYDkiBsMEhqdO4+xX5MwSVUO5UfuEs4++2y/UpRKXoaibt++3S2q9vHHH5vGjRv730P2Cg/z+bNBRlt5HebenUeY4SFLwPfs2dN/fjmuu+66tFfzRfkjQHIkWTD85z/L7dfOO2+0bdZKVQ7hkol+N954ow0Mr8LytmCVQyr8cePGuQ9Tk135vImGcpx44olm8eLFbrFIknke0gTnXaMw+zxk9V4Z+uzNYnd/Doceeqh54oknMh4ejPAQIDmSKhikI12+Lh3rIlU5ZE4W/HvqqadMzZo1/UqqVq1aZsiQIebzzz+3be/xn4KlKWXhwoXu06hs27bNfqr2nrtKlSq28pRKNIpkeRJvhrlXmYc12krIcx1zzDH+88sWwffee68NW2lKlMUpvXPHH3+8mTIl+bB3ZBcBkiOpgmHBglX26+3ajbBDfFOVQ2ZkOK1sP+tVShUrVjS33nqrbduPN2vWLHPyySf75WR2eZjNKTI3xOsXkUOG/MruhlEhISsLI8bfFZxyyimhzPMQbrOhHJdffvk+z7906VK/U907zj//fPPJJ58klEN2ESA5UlowyKRCOffEE3NLLYf0yZDadCsiWYZk2LBhpm7duv5jwmxO+eqrr8yVV16Z8JpkXkUug0TuhIYOHerPYZFD7pLuv//+UN5zsmbDFi1amOnTp7tFEwQNfmQHAVLONm3aYe8kXKUFgyxrIsubyDInqcrJ865atdn9MlLYtGlTxk0hYTxHaaZNm2ZOOOGEhCBp3ry5rcizVUFKB/ajjz5q6tevn/A6ZEa9e1egUVqzocwpCcJ7jvg7t3SfA+EgQMrJjh0/lfxCLzCnnz7MBsH69YkhkioYPLLAolfGLScjtqSjXULm//5vRknlsm9AISbV3YMsua79JK25iwlKKsfRo0fvEyQyi122hZXl4cMOk++++86MGjXKdOzY0V8A0js6dOig3s/DFfbdg/YuBuEhQMrBv//9mbnwwhf9yv+ss0aYdet+SCiTLBjiyd1FmzbPJi23e/cef8iv9/wvvvhRSeVTHCu+BiX9F/GjnaRyvPbaa0Prvwi7QnRJE5bs5hc/Esk7TjrpJNOnTx8zZswYu/Lv5s3B7kblLmrBggUlvy8v2iHEcofjPrfcYUlYabahTaY8A1cE7UdB+AiQEH388VpzzTWv+hV7q1axpdrXrNnqFs3Y1q07zZNPzksIGZmE+M47X7pFi87KlStNt27dEioUGUH1wQcfuEUzlo3mFOkjkVnxEhpuZR9/yN4jv/zlL0s+UJxlj4suusj/tzS1xd+FJTtOPfVU8/TTT4cWsOXd5OdKNZJr69bw//4QQ4CEQO4uBg6cbpuUvMr86qv/YT788Fu3aOi+/HJTyafef/vfVw7phF+xIpxPwflEltYYMGCAv6S4HGHP4UglW80pX375pW3iuuaaa8wvfvGLfUIgnUPCpnfv3ubll182334b3u9qeTQbBpVsLon058g1Q/gIkAz8+ONu8/zzC/3VdOWQNa0mTfrUhDgxN5B5874quW0f67+OX//6WbtU/ObN0ZxXELaXXnrJNGzY0K80ZLJb2LPIg8h2c4qE5ocffmgmTJhgJ/VJgEoznczk9g75f/n6Qw89ZIcNf/TRR+V2Xcq72TAobzZ7fPNfmzZtQmuWQwwBojRjxgrTqdPLfoUtHeV/+9u7Ztu28v2EVRrpXB8zZpH5zW9G+q+rffvn7dIo0m9SiKQ931tKXA6pMLp3726+/vprt2hWFVtzSjabDdMh649J01z870ePHj1swCBzBEiali9fb268cXJCk9Htt79RUmFtcovmjAwbfuihWeaUU/b2j3TrNiHpfiP5SppcevXqZTdq8ioHmeA2Z84ct2jOpGpOkRFPhULugO67776cNBumQ5qwGjRo4L9G+Zn8+c9/Njt27HCLIg0ESEAbN24pqZSnJVTKXbuOL/mEs8otGhnLlq0z118/KSHs+vZ9K6/nj0il/PDDD/sr5sohe22MHDky1AX9wlSozSlRaTYMSu7++vXrZ+8Gvdcsd4mFvFNkeSNAyiAjaWRkSoMGLUp+2a61lfDZZz9vxo9fkjfNQm+//YW55JLE5rZnnplf8ukxtmBjvnjttdcSZkbL3Ii7777bbNmyxS0aSYXSnBLVZsOgpD8qfl0vOX7zm9/YviGkhwApxdSpUxPGyderd5YZNOgNOws830iH//DhH5i2bYf7QXL++S+YyZOXukUjR5YPP+eccxL+4Dt37myWL1/uFs0L+dqckg/NhumQEXLxQ6NlBN0NN9xgR9QhGAIkiWXLlplOnTolVFgyS/e///3ULZp31q7dZgYMmGbnqHhB0r37C+aDD5a5RXNu/fr15uabb04YGisztCXY810+NafkY7NhUDLkWJaKqV27tv/eZE7Pk08+aef4oHQESByZzXvXXXfZphHvl+m4446zTSeFZsmS78zvf/9PGyDHHXdLyR9Q25L/vzYSzSles6G3Bawc8u9nnnkmtMl5URH15pR8bzYMauPGjea2226zqwl471VWGXjjjTfcoohDgJSQT1EjRoywn6q8X55DDjnEzv6N6v4MYZk06aOSu5H/MVWrNrLvu3r16jltTnGbDeUP+pZbbrF3I4Usas0phdZsGNSnn35qLrjggoT3LTP6ZTl57KvoA0Tab729l+WQ9l2Z5btmzRq3aMHatu0H079//5w2p6RqNpQtYItFFJpTCrnZMB3/+te/7LIr3jWQ5Vhuv/12uzwL9go9QLwLXpag5coin5Tlj04Wa5OOSakEpa1WNgGSNmZZaTQZWV/od7/7XUKFJSNLZGG6YpWL5pRiajYMKhfNKcXUbBiULLvyl7/8xS7D4l2TOnXqmOeee86GfWk09VLQOjFouWwI/VUEfXNBy5Vm3rx5CePQkx0yNl2ap+LJCqbevs5yyHPIekCIyUZzSjE3GwaVreaUYm02DEqWYZFdKOOXum/VqlXK66Otl7xzZQlaLhtCfxVB31zQcqnID8n71Cpr78js3hUrVtjkl09wMlZd1v/xmgPide3a1X5NZs9KGZlNi0Tl2ZxCs2F6pDlFFj70rldYzSk0G6Zn4cKFdmVj71r95z//cYtkVC95z1uWoOWyIfRXEfTNBS2XjHxCleUS5PGymmhpt9gyWkQma8WTP5y//vWvdmVTlC7M5pRkzYZt27Yt6mbDoDJpTnGlajbM5Ra6+eTVV181f//73/cZwpxpvRS0TgxaLhtCfxVB31zQcskMHz7cPlaaWUr7ISE8mTSnyNIWspc2zYaZk+YUqZzim1OkXX3mzJlu0X3QbFi+Mq2XgtaJQctlQ+ivIuibC1ouGe+2221DRPlL1ZwidyrJyBasjRo18svTbBgOtzlFDmmalVVxk3nnnXdoNixnmdZLQevEoOWyIfRXEfTNBS2XzFFHHWUfW+hj0qMqSHOKLON95pln+uflkOW+aTYM1/jx483RRx/tX+MqVarY1XG3bdtmz9NsmD2Z1ktB68Sg5bIh9FcR/4sa5NDw5itEddXPYpGsOeXEE0+0QxfjvyadibNnz3YfjpBIB62sgiuTQL1rLkNHZSMrmg2zJ9N6ya0byzqiIPRX4b7Jsg6NTH9QCFey5hQ5ZEtT2do03U5e6MhquFdddVXCsvFy0GyYHZnWS+7fT1lHFIT+KoK+uaDlksn0VhHlQ5pTvD+i3//+9xkPM4XO3Llz/Y7y008/nWbDLMm0XgpaJwYtlw2hv4qgby5ouWQy7axC+ZHmlA0bNrhfRg6sXr3a/RLKUab1UtA6MWi5bAj9VQR9c2456dST2c4yx0A6AuUTVPv27c2ECRPiHhWT6XA5AAhbpvWSWyemkqxcOvVnmMp+tWlK9uaSccuddtppdn8BmW8gbbWLFi0yHTp0sGVkob94MmbdGxp6/fXXl/rDkgk7sp0oAJSnTOslt05MJVm5dOrPMJX9atOU7M0lE6ScDEGUMjJc1BW/ZICsSyO7vMkYePkhStu7JPLAgQOTLhkAAOUhk3opSJ0ogpYrrf4MS9mvIk1B31yQctKGK2WkcyoZ6Sz0Oq5SHTK0UZIZALJBWy9558oStFxZ9WcYyn4VaQr65korJ7d+cismS2VIe97EiRPdIj7ptB0yZIi58MILTf369W36yx7TsryD3LolWzYZAMqTpl4qrU6MV1a5dOrPTKV+FTkSn9Iy8WnGjBluEQBAEtmuPyMXIELaC+U2UPYokHkFU6ZMcYsAAJLIZv0ZyQDxzJ8/3yZps2bN3FMAgFJko/6MdIBs3brVXgBpPwQABJeN+jPSASJ7HMgFaNGihXsKAFCKbNSfkQkQmfTy1ltv2RVeZW8Jabdr0qSJ3Y+7PNvwACDf5ar+jEyAyD7ZsiGOjFmWNy1T8S+77DI7MQcAkFqu6s/IBAgAIL8QIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACr/H0j6m2J/lJLBAAAAAElFTkSuQmCC)
PN: 4732-1-08
CAS: 123752-64-7
Molecule Weight: 195.262
Formula: C11H17NO2
![3-[(Dimethylamino)methyl]-4-hydroxybenzaldehyde](data:image/png;base64,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)
PN: 4632-1-0Z
CAS: 116546-04-4
Molecule Weight: 179.219
Formula: C10H13NO2
Melting Point: 140-141 ℃
TSCA: Not listed on TSCA inventory