| Product Number | 4H15-1-57 |
| Purity | 95 % |
| CAS | 68997-45-5 |
| MDL Number | MFCD07440326 |
| Molecular Formula | C13H17NO3 |
| Molecular Weight | 235.283 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-1-57
CAS: 68997-45-5
Molecule Weight: 235.283
Formula: C13H17NO3
![2-[2-(Dimethylamino)ethoxy]benzaldehyde](data:image/png;base64,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)
PN: 4615-1-X2
CAS: 15182-06-6
Molecule Weight: 193.246
Formula: C11H15NO2
![4-[2-(Morpholin-4-yl)ethoxy]benzaldehyde](data:image/png;base64,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)
PN: 4H15-1-N9
CAS: 82625-45-4
Molecule Weight: 235.283
Formula: C13H17NO3
![2-[2-(Dimethylamino)ethoxy]benzoic acid](data:image/png;base64,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)
PN: 4658-1-36
CAS: 206261-66-7
Molecule Weight: 209.245
Formula: C11H15NO3
![3-[2-(Morpholin-4-yl)ethoxy]benzaldehyde](data:image/png;base64,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)
PN: 4H15-1-Y6
CAS: 81068-26-0
Molecule Weight: 235.283
Formula: C13H17NO3
![3-[2-(Morpholin-4-yl)ethoxy]benzaldehyde hydrochloride](data:image/png;base64,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)
PN: 4H56-5-2R
CAS: 1609402-82-5
Molecule Weight: 271.74
Formula: C13H18ClNO3
![{2-[2-(Dimethylamino)ethoxy]phenyl}methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABXBAAAVwQHNO+9IAAACEXpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfFxsD4SUKqaJWkya1q7R20r5NjnFSJLArQ97+/c4E2pCsJBDdcXePX+7Ont8dqhJ2ytaF0Rnh1COgtDR5oTcZ+f36fZKQu8VcYhAG6jojb03zPmNsv99T+aYqcTCaSlORk392qItBzD6gxm6Y73mc/Xl6fGmZSaHrRmipkKqLWd0aH40UTbuKL6ZglbC7QrNTOKvs7jTaX99zr0cPdU4+93KPviWisC5KBWtjK9HAzvcovt432CitrGhUDqsjmgMa4t4X86cHI7eV0g2qboRCivKlsVuJhsqUSm5xMFR+PGSk4giIxlRLa8URnObMgoPwQQQgQhBTEBGIGEQCIgXBPfyjn2MAxwgeYr5L5SZ8Pb4rXDX8hPv2ee5k/zxjsvyM4OLxB5wGQRD3wqdRFIeAW/BwhikawxgiNCYhJGj0OaRonCa96IxdSAeccAJHnGYS0giLBhP0pU5GNA2cvLTf+u65mMbe19+YSPaRycV8ZXR+pkKRZ2TFSZviX2pd+12WCRibK4uN6wZwoeeAPwRcTcaB4AoIx4FwCLh6jwPTIeC6YxyIhoDrpXEgHgKu8z6A5f+AZAi4Ph0H0iHQdvU44fyD0rWn4AZzWe721Nxg/KvN30Quan46mOMp5hdl7w/yNcPOGpn11weqV1cLO7t3GN62i38zc6IlCSzZFgAAK9BJREFUeF7t3Qe4FNX9/3EVRdTYEA1WlAhq7AWwBkuUGFSCWGLQqD9AROwVxS4oFhSjURHFEkViNNhjxSh2xS4WMCJWsAuiqHj+85n7P3P3HvbeO/vdufdueb+eZx505+zendnd+Zwzc86ZhRwAAAYLhQ8AAJAGAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIBJ5gGy0EILxUtj0pYDAJSmzI/gaYMhbbl83n33XXfMMce4jTbayC233HJu8cUXdx06dHBbb721O/30093rr78ePgUoX1OmODdokHPrrOPcUks5t+SSznXu7Nyhh9asA1qI7QjegLTBkLZcaOTIkW7RRRdNnl/fAlSEESOca9VKP5j8i9adf374LKBZZH6kTXsAT1su1yWXXBI/Z+GFF3YHHnige+yxx9xXX33lfvjhBzd9+nT31FNPubPPPtutv/764VOB8jNqVE1IRN9316+fc88+69zs2c59951zzz3nXP/+NetU5tJLw2cDTa6wI3gKaYMhbTnv/fffd4sttlj8nJtuuilcDVSWGTOca926JhzGjg3X1tI6lVHZDz4I1wJNKv0RPKW0wZC2nDdkyJC4fN++fcNVQOU55ZSaYNhrr3DNgvr0qSk7dGi4BmhS6Y/gKflgSLuk1aVLl7j8I488Eq5CC5g/f7778ccfw4eRlej7HofCAw+EaxZ0//01Zbt1C9cgQz/99FO8oFb6I3hKYUA0tqTVtm3buPwXX3wRrkIz+89//uOWWWaZ+PPYf//94+tQyNjyy9eEQprv+2ef1ZRdYYVwDTLw/fffRw3CU+Jrr61bt3Y33nhjWKRqpT+Cp5Q2GNKW83zPK2oALeftt992PXv2XKAS0K5dO3fVVVe5n3/+OXwKrKLvexwKab7vagmqrJ6DTP3rX/9ya6655gLf+S233NI9q04NVS79ETyltMGQtpxHC6TlfP311+64446La1/+c/vd737njjjiCLf00ksnj2lczqOPPho+HRa0QFrUyy+/7Lp37558t/XdHzBggOvVq1fymO8N+vHHH4dPrxrpj+AppQ2G3HKTJ092gwYNcuutt55bYokl3Morr+x22mknd9tttyXluQbS/HSdY8yYMW7FFVdMPi/VxlQr8/Tj0Y9IPyZfpk+fPu5///tfziuhYP4ayIMPhmsWpOskKtu1a7gGBfosCuNDDjnEtWrVKvk+q9Wt1renStLGG2+crP/Vr37lhg8fHg8nqDaNH+kLZAkQhcPll18ep/6cOXPiVsYD0Y9CH5JGlovvhaVz7mh6GmOz6aab1vmRnHPOOfX+SJ577jm31VZbJeU1O8DQoUPdbI1bQOFOPrkmFPbeO1yzIPXUUln13IKJOoRcfPHF8cwW/ju87rrruvvVQSEPna4dPXp0fPrWl+/YsaO7/fbbw6IVrfEjfYEsAVKfadOmxR+o+HEgqunecsstQUlkRQMy99lnn+Tz0f4+4IAD3IcffhgWzesf//iHW2211ZLnr7LKKu6GG25wv/zyS1gUDYm+79EXviYYGrpoG+3buIzGgWjsCAp23333uXXWWSf5zi6//PJu1KhRqa63qgOJplXyY9S07LDDDu7VV18Ni1akho/gBmmCQdKUU2iskHNe96KLLkoOagcffLB7/PHH3TfffOPmzZsXl9VIdNWSN9hgg5xXqaGeFPvuu6879thj3axZs8LVVe+7775zp512WnwK0X823bp1c08//XRYtFFqReq12rRpU+e1nnnmmbAoRHO35bvWEX3f43DQaPMBA2pGn2sU+ty5zj3/vHOHHFI7Ej2qPeelsi++qPOR4Zqq99Zbb7ldd901+Y7qtNWhhx4an8YqlF7rD3/4wwKv9fnnn4dFK0rDR3CDNMEgDZXTRVudQlFPh1NPPbXOuhEjRtQ5P1nfEpoyZUqyTq0azanFOIYaGtnfFK2G9957z+29997J6yr4//rXv7qPPvooLFqdVEuNaqtO39fo4JPXsGHOLbJITZl8i9YNHx4+q9bgwTXlNtnEuf/+N1xbleprNbzyyith0YLde++95tZMOVrwSNuCwhD4/e9/n7dr6NSpU93RRx/tNtxww3g8gs63r7HGGm6bbbZxZ5xxhnvjjTfCp8R0nUUfqH99fdD6wKuVrltoBmO/P7Qf1d896+sW/40OXJtEBzD/d3Q9ZVh0YKzvekrFU61UM+nmTpJ45JFhqVpqoah8p041M/FGrcT4vwcOrFnXEM2n5VspWnRNJQr2auSvW+R2CllrrbXqdNbJgiqmqqDmXk9RByFd1600JRUg3syZM924cePimvBZZ50Vri6KmpTq8ZU7o6+anmqCVouZMz9zBx10UFR5XSTZB3vuuWeT9pxSj66rr766yX+8JU21UB3QfRddLZqi/b77wpLZ0qlDjVL3f7NNG+dOO03nGsOSFaslKjE6Va6uv7lnTHbbbTf3zjvvhEXLVkkGiDdx4kS3+uqrhw9nQhe51Gz1H6yas2rVVPKo6h9/VLfcJ1znzvtEx5CV4+1WK077ubno9KSuQ+WePth+++0zOX1Q0tSbZ911aw/i6hwS1VLjQYDNQacjdcE9qpQl72HVVdXrISxZUUrhNOpLL720wJiS448/Pv4tlLuSDpBvv/02Pq3SlNTtTt3v/IdbqaOqH330Pder1y1u881Hu7XXHuw6derhrryy5bZT/er/+Mc/JvtdtbSBAweaLmCWNNU2e/asPWjrtJUuiLfUdur0pCZd1O/Kv6ettqqZKr6CqCOHrp/mduTQNdWW7Mhx66231hnVvtJKK7lrrrkmbp2Xq5IOEPXB1liQpqZmrAYCqVnrP1z93UoYVT1t2hdu0KB74uDQ0q3bGHf++Q9HtZ/SOH2hebVyLzrqvLHu+1L2HRxUu4xqmcmU7FqiWmhUHQ1LtgydrvSz+GrRdZIDD9TI0LBk2VFX8lWj1pX/TulUeKnMX6XeoLpn0VJLLZW8v8022yzuUVqOSiJAdCFX6axb1epgrjEHY8eOjb8E6qPdXPKNqt5rr73iZnC5+eabH9yIEZNc165jkvA4/PB7o20pvVN09Q3iUriUHdUmx4xxUfWy9uAc1TqjL3hYsjSokrTRRrXvdemlnTv3XOfmzQtLljzNTVUug1l1jNOg6NxjjYYZaDhCOSmJANH4De08Xe/QxW1NZaLpMFqquakvopq7/oNdeulfuwsvvNXNnVv6XfF+/nm+Gz/+NbfDDtcnwdG79/iohlP6X8x800joNFfuNBIlTbXITTetPRjr/uXnnKNqZ1iytOg05lVXOdeuXe1779jRuX//OyxZkvJV/MplOh0d+7p27Zq8b43D0uwbGpdVDkoiQEqVmr1qBbVrt43bYIPhbtddb3L33lu6PSieeeYDt/fetybB0b37ddE2vOJ++qm8zrFqShtdWPc/Kl101GSOJXvRcfp0F9WA6p4O0pQ7KUfvlwx1IDn66NoR8Fp23NG5114LS5YEDSA+N2otlfuEnhpvdf3118cVZ78dqkzffPPNYdGSQ4A0Ys6c79zIkXdETeNrkgPzQQdNiH5TM8OiLWbGjG/cMcfcn7y/Ll2ujiq+j7kvvpgbFi0rmrRRXX39j0pdgDW5Y6lcdPw+qiU+FdUWZ2pchj/gakLDqFZZ1t58s2Zgo98mTRM/aFDN+JUS8e+odVRpnV/Uaejkk0+OT7357dLYtuc160CJIkBS+uijb92JJz6UHKS32GJ01NR81M2a1XJNzTlz5rlLL33Gbbll7XWO/v3vdG+91UI9fJqArolpeprcDg7qz6+ZClqSaoeqJf4lej/36CAb1R6jamRNd9lKcc89znXuXBskyy/vpl96qfu5BUdVq/v9jlGryH8XKrH7va4F9+7dO9lGjdfS1E2ffPJJWLTFESAFmjz5Y7fffrclB+ztthvrrr32xag53Xw1n/nzf3F33vmW23nnG5P3sdtuN7sHHpgWFq0YuuioSR1zz3Nr0kdN/ticVBvMHb2/QVRbfDiqNc4vwQu1mVBvOM3Jteyy7t1oe8+Jlp4tMKq6vgHAb6q1lDEdqDU26oorrnBnnnlmvPTv3z8efKt//WNar3JNdWDXrSs0r5/fXs26oamcdOquVBAgBjqA3377FLfTTjckB/Dddx8XfeBNf9HupZc+cfvvf3vyd7fZ5lp39dWTo5p6y9UKm5Mmd9TEjP5HpYuOmrhR/f6bkg4SqgXmjt5XLVG1xaowa5Z7Pjp49s7p4LD77rs3+ahqzSF1adTqyZ2CqHPUKspqCiK9vi5ka1S6Wjb+Vs2FLnqenq/X0etlNfeVTskpqDSprP9ba6+9trvjjjvCoi2CACnCt9/OcyNHPhWPrfAH9IED73ZTp+aZWbVIn346251yyiPJ39EydOgjbubMpj1wliJddNRkj+rf739UmgxSk0JmTbU91fpyDywavV+tNzZ77cUX47tR+n2hDg4nnHBCPCt21tTK0RxS/m8tG7WCspoEVeMuNM1IbtfxcNH8eurMoUW9utQC0b/+Ma0Pn+MXva5eP6vxHV9++WV8B9DcGRw0V+Drjc2F1sQIkAxMn/5V9OHelxzYdRH7nnvqdj3163S9Qhe96+PL5VKrQy0Nv+6AA/7tXnnl0zplqpH692vyx9yLjjq9pEkis6Ba3m9+85vktVULVG2wnC/UZuWf//yn69ChQ7JvshxVrVaN5ozyr61u3ToYF3sbhrlz58aDVHM7ZvhFrRrNhKB7DakXoMqmoXIqr+fp+Xqd8LX19/R3075mQzSr+M4775y8tk7pDR48uMVu9U2AZOjJJ2e4Pff8Z3yQHz36hTrrclsO6jFVn3wBomsbemyXXf4RX/uopOu0WVB/f00G6X9UOs2k2qL13LRqdbqlsn891fqOPPLIuBaIWvWNqp40aVJYNBW1YjRHlFo1/vXU2tFcUsVQ76bzzjuvzkSe/r1qqvUPPvggfEpR9Hp6Xb1+7t/T39f70Psp1l133eU6deqUvHbbtm3j2cazOnWWFgGSMY25UC8oTVyYyweDLrrrX43ZyCdfgCgw9Jrff9+8X45yowuaOr3kf1QaH6AfbNqLjqrFqTaXe6F2l112iWt9qJ8OmH379q1zsPzzn/+celS1Wi1qvagV45+vOaPUyimWWga5pzrVWtXF+OY69aO/o7+X20rW+8nirqr6Xl9wwQV1Tq+uv/767qGHHgqLNhkCpJn4YLjuupfifzXgT6PGQ/kCBOnp9NKVV15Z517VOg01YcKEsGhCtbbLLrssrsX556h2d/fdd4dF0YAnn3zSdenSJdmH6uCg+/M0NKpa1whya+pqzahVo9ZNMXQ77NxW5JJLLhnPAq1R6y1Bf1d/X+/Dvye9P73PYun2F/369avTwaNXr16ZvHZjCJBm4oNB3X332KNmVlxNORIiQLKh001HHXVUnYuO+sG+FoyqVm1NtTZfRhdqVatL22pBXergcN1117n27dsn+1TjZXR/n1xqnaiV4stoUSsmi9NJqt3n1sr32GOPkpnPTu9D78e/N73PLFojMnnyZLftttsmr61TgSeddFImp8zqQ4A0k9xgmDjxvfi/NV+VJj2srxyKp3ECPXr0SH5UOj112GGHuRdeeCGupfnHVXtTLU61ORRPB60hQ4YsMKr6iSeeiFslap34x9VqUdfXYmnQqS5k+9fVqSJdKyhFel+5p9b0vrO6uZUCKbeHmMJck9MWe4vqfAiQZhIGg59i/fzzn8gptWA5ZEOno/L1kNGy3XbbxbU3ZE+nUf70pz8tsM+1aO4ntVayOLBpnrTcmzap0lBsr62mpveXW7nR+89qvjf1+NJgx9xTZmpdZ/X6HgHSTMJg0H061N1Xi/67vnLIjsYPXHjhhUkvH13zyOr0ARr28MMP1xkMp9ZJVqdW1NtO9+/R62qmAk19k0V34uag96n362dY0HZYew/mM2PGjHjsit/vWU8BRIA0k3zBoPt16DG1Rrx85ZAtjTPQj7YpBr+hfurcoIOYZrjOig62fqyOTk+Wyo2jCqX37Xv/aXuyDBFNA+MDpNgu0SECpJnkC4avv/4+uW+HbjlbXzmgEowePTo5QGZBp2N8y0Onaprz5nNNQe/fn3LSdmV1uokAqQD1BcMtt7wWP677lWvsSH3lgHKXZYCom6+/5qGeduUeHp62w/cc1PYV251ZCJAKUF8waCyIvwnU9dfXjBHJVw4od1kGiO9tpWsH5Xraqj7aHn9NRNtZLAKkAjQUDE8//UG8zo9Sr68cUM6yCpDx48cnB0QNOqxE2i6/jdreYhAgFaCxYMi9o2BD5YBylUWATJ06NRkkqC6w5dLbqlDaLt/FV9ur7bYiQCpAY8GgGXpz7ywIVJosAkRTmOs1NAiv1Md5FEvb5wcbarutCBAAZa/YAMk9dVWqI8yzpu3022w9lUWAACh7xQSIBh362rjmkqomfu4sbb9l8CUBAqDsFRMg5557bvxcjZMolYkRm4u2148P0X4oFAECoOxZA0TTwft7hWhK9Gqk7db2az80ND1+PgQIgLJnDRDdDlbPa9Omjfvoo4/C1VVB263t137Q/igEAVKh1PNqypTPwoeBimQJEM3U27Fjx/h5urNfNdP2az9ofxQygzEBUoE0Ar179+vi2Xg/+qjwC2NAubEEiO6v7g9+zXUb2lKl7ff7opD7zhMgFei7735Mxny8/jo3MULlswTIgAED4ufotrdwye1/tV/SIkAqEAGCalNogOhe9cstt1z8nFGjRoWrq5L2g/aH9ov2TxoESAUiQFBtCg0Q3ebWH/iyuFd6JdB+8Psk7W2ACZAKRICg2hQaIMOGDYvL61bEqOVvzaz9kwYBUoEIEFSbQgNkxx13jMsfeuih4aqqpv2h/aL9kwYBUoEIEFSbQgPEz7o7bty4cFVV0/7QftH+SYMAqUAECKpNIQGigXP+oPfyyy+Hq6ua9offN2kGVhIgFYgAQbUpJEAmTpwYl11kkUUKnrqj0ml/aL9o/2g/NYYAqUAECKpNIQFy1VVXxWU7dOgQrkJE+0X7R/upMQRIBSJAUG0KCZDhw4fHZbt16xauQkT7RftH+6kxBEgFIkBQbQoJkCFDhsRli7kTXyXzd2bUfmoMAVKBCBBUm0ICZPDgwXHZ3r17h6sQ0X7R/tF+agwBUoEIEFSbQgLk4IMPjsv27ds3XIWI9ov2j/ZTYwiQCjR79nduxRW7x8vkyVPC1UDFKSRAaIE0jBZIldO9jf2H+uyzz4argYpTSIBwDaRhXAOpcgQIqk0hAUIvrIbRC6vKESCoNoUECONAGsY4kCpHgKDaFBIgjESvHyPRQYCg6hQSIMyFVT/mwgIBgqpTSIAIs/Hmx2y8IEBQdQoNEO4Hkh/3AwEBgqpTaIBwR8L8uCMhCBBUnUIDhHuiL4h7oiNGgKDaFBogP/30k1tuueXi54waNSpcXZW0H7Q/tF+0f9IgQCoQAYJqU2iAyIABA+LnbLbZZuGqqqT9oP2h/ZIWAVKBfvnlF7fJJpu49u3buy+//DJcDVQcS4BMmjQpOfi9/vrr4eqqou33+0L7JS0CpIIpSIBqYAkQ/T46duwYP2/QoEHh6qqi7dd+0P4o5LhBgAAoe5YAkUsuuSR+Xps2bVINnKtE2m5tv/aD9kchCBAAZc8aIJq6Y6WVVoqfe+yxx4arq4K2W9uv/VDo1C4ECICyZw0QOffcc+PnLrnkku69994LV1c0ba+2W9uv/VAoAgRA2SsmQNRrcZVVVomfv8cee4SrK5q2V9ut7dd+KBQBAqDsFRMgMn78+ORAeNddd4WrK5K202+ztt+CAKkg7777rjvmmGPcRhttFA8GWnzxxeO5/bfeemt3+umn5+2q6D/8xqQtV9a0fWm2sbFyU6aoW4tz66zj3FJLObfkkpojQhMN1axD5ooNEPF34lNtfNasWeHqiqLt862uYu7MSIBUiJEjR7pFF100+TDrW0L1PR5KW66safvSbGND5UaMcK5Vq9oy4aJ1558fPgtFyiJApk6dmszS26NHDzd//vywSEXQdmn7tJ3aXm23FQFSAXxXxIUXXtgdeOCB7rHHHnNfffWV++GHH9z06dPjeW3OPvtst/7664dPTT78xqQtV9b8Qb4x9ZXTlBh6PPocXL9+zmkWgNmz1dXHueeec65//5p1KnPppeGzUYQsAkRyT2XpN1OJtF1+G62nrjwCpMy9//77brHFFos/wJtuuilc3ai0wZC2XFmrLxhC+crNmOFc69Y1j48dW3ddLq1TGZVlEr/MZBUgMnDgwPi1VCG78cYbw9VlTduj7dL2aTuLRYCUuSFDhsQfXt++fcNVqaQNhrTlylq+YMgnX7lTTql5bK+96j6eT58+NWWHDg3XwCjLAPn+++9d9+7d49dT5ey+++4Li5QlbYevbGr7tJ3FIkDKXJcuXeIP75FHHglXpZI2GNKWK2v5giGffOWizyF+7IEH6j6ez/3315Tt1i1cA6MsA0S+/vprt/HGG8evqXES5R4iev9+vIe2S9uXBQKkzLVt2zb+8L744otwVSr+w0+7VDRtXyFLruWXr3kszefw2Wc1ZVdYIVwDo8svvzz+fqpnUVY++eSTOJD0uuqgUq6ns/S+fQcbbY+2KysESJnzX4y08/eHwoBobKlo2r5CllzR5xA/luZz+PHHmrJ6Doo2YcIEt+yyyybf0cGDB5srVCEdbH1LRNcOzjnnnLLpnaX3qffrr3loO7IMj3feeSfpzaXl8ccfD4sUpcKPNqUhqxZIY9KWK2v5giGffOVogTQ7jWvaaaedku9m7qLfxWWXXWauWOXS6R5/TUSLDpqlPk5E7y/34K73n9VpK73O8ccf71q3bp28vubRmjNnTli0KCl+iSgW10AypO1Ls435yvlrIA8+WPfxfHSdRGW7dg3XIAVVltTKyB33tMsuu7hXX33VXXjhhXVaI7/97W/dQw89FL5EwdQl3vfO0qJTZaU6Yl3vyw8S1KL3rfdfLLVorrnmmmTySS1rrrmmu/XWW8OimUjxS0SxfC+s/fffP1yVStpgCMtNnjw5vofAeuut55ZYYgm38sorx7XB2267LedZZUbbl2Jf5C138sk1j+29d93H81FPLZVVzy2kptaEWhW+1a2lU6dO7u67765TbubMma5fv35ukUUWScppzqdiBsx5t9xySzLY0L9uqUzAqPfh57bSovep95sFnZ7ydyzUstRSS8XjSbLoyVWfFL9EFMuPA9F5TsuXJQyG+oTl1PLRhcuXX345brqqVvhAVLPWeVZNm1KWtH0p9kXectHnEH0QNY83dLH1hhtqymgciMaOIBW1ItSa8N9DtTLU2vhR15PqoUrOdtttlzxHp1xOPPFE980334RFCzJt2rQ6p87Uu0lTon/88cdh0Wahv6u/73tZadH70/sslo4v++67b/K6Os6osvrhhx+GRTOX4peILFx00UXJh3vwwQfHtQX9SObNmxd/ATQSXRfTNthgg/CpyRejMWnL6UurebjKkrYvxTbWWy76HOLHNdpc95XW6HONQp8717nnn3fukENqR6JffHH4bOShVkNurVqtCrUu1MpISxWrNdZYI3mNX//6127s2LEF3XkvH71u7qkizT2nVnm+Oeeagv6O/p7+rn8Pej+WimRI9wVRRVBnF/xrd+3aNT6WNJc8vzA0lREjRrhWrVolH3Z9S6i+x0NpyymwVijXi8PavhTb2GC5YcNcdJSrLRMuWjd8ePgsBFQBUmsh90KtWhNqVVjMjUL8zDPPrFNL32KLLdwTTzwRFi2IpkA/77zz3Iorrpi8rhad7hk1apT7IOPZBvR6et3c00la9Pf1PixTsoduvvlmt/rqqyevrdPT119/fdGBW6h6fmFoKqqtHX300W7DDTeMz3+qZqKa1zbbbOPOOOMM98Ybb4RPSb4kjWmsnHpmaA6uLbfc0p166qnh6vKg7WtgGxONlVMNVDPvdupUMxNvVIuL/1tTRzRT7bRc6ULttddeG7cS/HdO3+EsatUyY8YM95e//KXOwVf/r8eLoYDSnHRrrbVWndfW0rlz5/hCtrZBp3xVNg2VU3k9T8/X64Svrb+nv5v2NRvyfNRK1rHCv7aOHyeffHImoWTRwC8MlSL8Qmtq6J9//jkshjQ0l1nPns7deWe4piqoNbD55psn3yW1FtRqyOLgGGrKv6VTyAMGDIhP5Ya/D78oFLfffvt46dOnjzvooIPif/1juafcwkWvq9fPatzFp59+Gp/6zu100Lt37/j2EC2JAKkiOic9bty4+BzsWWedFa5GGrob3kL/v3WjezTkaTFWItX+99tvvzoHySxaBY1Ra0fXQpqqtaNeY7pmMGzYMLfjjjvW6b1VyKLn6fl6Hb1eFmNbRNdIdeo7933pOql1SEDWCJAqNHHixPj8KQxU49t559oQ0Uj1ww9PNzixDDXVdYlCZX29pSEaCa7fyBVXXBFvu5b+/fvHLRD96x/TepXLcuR4rjvuuMOtvfbayfbquuXf//73kjp7QIBUIZ0v1blTFEED1HTNxAdJ27aa7CndNCllIuwZ1b59+0x6RhUjix5fpU49t/ydF7VoMOYRRxzhvvzyy7BoiyNAqtD9998fjwVBkebNc+6CC5xbZpnaINENwR5+OCxZVvKNzTjppJNa7EJtPpYxJ6VO47QOj1qzuaP3d45au1NK+BbLBEgF033WNYWBLrRpmgQNLFINctVVVy37qa9LyqefOvd//1e3a3CvXhpwE5YsaflGh/eKtiOLwW5NIe2o91Kn7dCA33A7SnUallwESAXTxTyNUNX1DtVq1FdcvUieeeaZsCiy8MILzm27bW2IaCR7VHN3JVRzz0cXai+IWlK581Pp1spZzE/VHOqbd6uUa+7ew1FrVfvav29dLNdnoc+kHBAgQNbGjXNujTVqg6R9+5rb5LbgtYP6qJar2q4/gGU5Q25zC2f+1fRBRx55ZEleO1CrTq07/17L9VoOAQI0BY1VOPPMmkGKPki22MK5J58MS7YI1c5VS/cHMNXes7xHR0tS7yV/kykt6r2kHlOl0HtJ15F0PSm3N9m2Uau1KXqTNQcCBGhKGiex3361IRItL/Xt6z7PePqMtFQbV63c33dbi2rtzTU3VHPRKSBNG7L00ksn26nZH9TttiWo55quP6onm38/WY5naSkECNAcJk1ybvPN3f+iA8fQaFkraploMGcWo6rTUO1btXDVxv0BTLV01dYrmcZotPQIbo2Z0dgZ//ezHFHf0ggQoLnMn++mXXut65MzqrpDhw5u/PjxYclMadSyat/+b+pCrUY3l8uF2ixoDin1SvT7QOOgTjnlFDd79uywaGbyzeml0fxNPXq/OREgQDPTqOoTTjhhgVHVL774Yli0KKplq7bt/4Zq4aqNN9XI6XJw0003udVWWy3ZJ00xi61aFmpd5o7e15xek9QKrTAECNBCNKp69913r3OA11QZxfbEUa1aM7Tm3oNCtW/VwtG099FQa1KtSv+6msNLMxdrTq9KRIAALezBBx9cYFS1bkBW6Khq1aJVm1at2r+WxgDp3hFY0PTp0zO7k59aj+Ho/SzurFjqCBCgBGjcxd/+9rc6o5F1b4l77rknLJqXas+qRfvnqnatWrZq22iY7pGz6aabJvtO9xLX3UHT3EtcrUW1Gpvi3u7lgAABSsjnn3/uDjvssDqjqnv06OHefPPNsGhMtWXVmlV79uVVq1btGunpFNOYMWPcSiutlOzHNddcM54KKB+1DjX3Vu7ofbUi1ZqsJgQIUIJee+21+P4S/uCkcRtHHXVUMqpatWPVklVb9mVUi87qBkbVSnftPO644+p0cOjevXt810FPc22Fo/fVeizH0fvFIkCAEjZhwoQ6o6rbtWsX3+lOtWP/mGrNqj1X6oXalvD222+7nj17Jvu4VatWbp999nE77LBD8phaiWotVsLofSsCBChx+UZVa1Et+fjjj49rzWgauvXBuuuuW2e/a9HofbUSqx0BApQJjd/wp7V0W9N33nknLIImoFNTCnBdKFfnBLUKUYMAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwOT/AbREg8KlraQMAAAAAElFTkSuQmCC)
PN: 4656-1-2V
CAS: 59115-26-3
Molecule Weight: 195.262
Formula: C11H17NO2
![N,N-Dimethyl-2-[2-(aminomethyl)phenoxy]ethylamine](data:image/png;base64,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)
PN: 4656-1-Y5
CAS: 91215-97-3
Molecule Weight: 194.278
Formula: C11H18N2O
Melting Point: 43-44.5 ℃
TSCA: Not listed on TSCA inventory