| Product Number | 4656-1-6Y |
| Purity | 95 % |
| CAS | 93189-16-3 |
| MDL Number | MFCD06804492 |
| Molecular Formula | C13H13NO |
| Molecular Weight | 199.253 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4756-5-X9
CAS: 51388-20-6
Molecule Weight: 235.71
Formula: C13H14ClNO
PN: 4739-5-X2
CAS: 52068-30-1
Molecule Weight: 250.73
Formula: C13H15ClN2O
![4'-Benzyloxy[1,1-biphenyl]-3-amine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABKpAAASqQFEUKvbAAAChXpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/iuXXw8bmMVFIFbWaNKndpLWT9m5ywEmRAq6A5uHb74wJCU4KeZBP5//Ph7nzefFwLHZoL6s6V2WCGXExkmWqsrzcJvjP23cnxg/LRQoiEJZ1gt+b5mNO6eFwIOm7LMRRlSRVBTbz82OdDzQHj6hqS7nrMvr35fm1ZZy8rBtRphKoOp/XrfNZpaJpn+KLELQQ1T4vqZHTotqb1f5xV/9ccqwzfNnLI8ytAEWbfCfRRlWFaNCeuwR+7je0laWsRCMztD6B2yM+7H25eHlS6WchywZMvUKeit1rU32m4CjUTqafsBgYP54SXDAARKOKVVWJE9KWdguGBEfCQ8JHIkAiRCJCIkZihgRz4Q/zDAQMFAwkDDQMRAxUDGQMdBx0nEEudlI/zNvpQyb4J3q88/1164PXyhPMSRhGPuoG2J4L0buhczLieV50HuC9wOc8OJ3X6bROh/ZjAPN+dBlD0MWgi2Ges8t49p/XMetidIJndCIStcFmhPttUIjOWoORIGgNTjw+9PSafsojcdgaPgm9LzwhYVFnzEysmPhxa0D0YOjpNT1lPQaknva5Xy7WqsyuTJRnCV5DArXkt9zUvKsLjFSVyQqOml5AS68BPgR0FfXA6h7gDQFdc+OAPwR0hY4DwRDQ9TwOhENAV/84EN1segKIbyLE4691NgT0URyPwNwh0Z7cCcROdnvSJxgr36YzjO+FWSk3nWSCsbJuOs8EYyXedKqJ/Vi5N51tgrHSbzrhBGNVgOmcE4xVBKbTjjPcvfMOphi7DvSpn6gdbp/7rvuPMt5NUd9H6FVroucrDMyb641e3X0Ubvzlfy2KTkJhhh5LAAA5n0lEQVR4Xu3dCfyOVf7/8QlZy5KiBS2oVCYtGtGe9pUS00TbCE3a0z8taKdlWigNFWEkldSYkvqV9k2lUkiDSki2RJZ0/t7HXNd8Hd/lus59f+/lul/Px+N+GN/r3Nd9Pt/J9b6v5ZzzBwMAgIc/uD8AACAKAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQAUnDAAY/Y1/33v+dusoLtrpJ+Hihrey4gQAAgBcGB/k9/GmLmzFnqbi4xCEr6eaCs7bmAAAGAFAQHer0uuWSCu7nEICjp54GytucCAgQAUhAc6Hv2/Lf98/XXZxe73VXSzwNlbc8FBAgApCA40M+evdQcdNAQc8op/zRr1vy22XZXST8PlLU9FxAgAJCCogf6u+9+2/7vIUOmFLu9qODnZb1yGQECACkoeqBfvny1Oeqo4aZ160fN/PkrNttelBsUJb1yGQECAClwD/RPPTXN/r1Xr0nFbg+U9PNAWdtzAQECAClwD/Tr1/9uzjprrP3Z++9/v9n2QEk/D5S1PRcQIACQguIO9EFwdOjwVLHbpaSfB4pu//DDefYR4cMOe9wcd9wIc/PNk82yZb8678g8AgQAUlBSEFx55cRwW3HbS/p5oOj2v/51vJk8eY5ZuvRXs3jxKnPbbW+Yyy570XlH5hEgAJCCkoLg22+Xm1athpS4vaSfB0rbvnLlWns2km0ECACkoLQDvebHKml7ST8PlLZdgxV1VpJtBAgA5JHp0xeZE04YaWbM+MndlHEECADkiY8+mmfDY8qUH9xNWUGAAEAemDhxljn++BHmiy8WupuyhgABgBw3cuRUc9JJo8x//rP5dPHZRIAAQI4Lbqi7Lz2NlU0ECACkydy5y+zTURpIWAgIEABIk/Hjp9szg3vuecfdlEgECACkCQECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwMtzz00zLVrcb+6++w13UyIRIACQJqNHTzT16x9rbrppsLspkQgQAEiTxx57zPzhD38wV1xxhbspkQgQAEgTAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4KVXr142QI499lh3UyIRIACQokWLFpmuXbuaLbbYwgaIXieffLKZOXOm2zRRCBAA8LR27Vpzzz33mNq1a9vQqFGjhjnssMNMvXr17N8rV65srr76arN8+XL3rYlAgACAhwkTJpg99tjDBoXOPM455xzz/fff220KDF3OUoBouwJl6NChZv369c5e8hsBAgAxTJ8+3ZxwwgnhpaqDDjrIvPPOO24z6+uvvzannnpq2Hb//fc3b7yRnPXSCRAAiGDp0qX26aott9zShsEOO+xghg0bZn7//Xe36WYmTZpk9tprrzBIOnXqZObOnes2yzsECACU4rfffjOPPPKI2Xbbbe3Bv0qVKqZ3795mxYoVbtNSrVu3zjz44INmm222sfupVq2a6dOnj1m5cqXbNG8QIABQgtdee83su+++4ZlDu3btzDfffOM2i2Xx4sXm4osvNpUqVbL7bNiwoRk1apTbLC8QIADgmD17tjnzzDPD4GjevLl59dVX3WYp+fzzz83RRx8dfkabNm3Mhx9+6DbLaQQIAPzXL7/8Ym644QZTtWpVe1CvW7eueeihh+xlrPIybtw407hxY/t5FSpUMOeff75ZsGCB2ywnESAAsMETTzxhdtppJ3sg143ySy+91CxZssRtVi7WrFlj7rjjDrP11lvbz69Zs6a588477c9zGQECoKC9//77plWrVuGlJE1D8uWXX7rNMmL+/PnmvPPOs2ci6kuTJk3M+PHj3WY5gwABUJB++OEHc+6554bTjzRt2tS88MILbrOs+OCDD0zr1q3DUGvbtq2ZNm2a2yzrCBAABWX16tXmtttuM1tttZU9ONeqVcvcdddddlqSXDNy5EjToEED2089tXXJJZfYp7hyBQECoGA888wzZrfddgtvWF944YVm4cKFbrOconEiN910kx03on5rHMnAgQPtuJJsI0AAJN5nn31mjjzyyPCS0KGHHmqmTJniNstpc+bMMWeddVZYw957721eeeUVt1lGESAAEuunn34y3bt3NxUrVrQH3UaNGpnRo0e7zbzp7OCTTz4xTz/9tJ3WZMiQIaZv3772T/1dP9f2dI42nzx5stlvv/3CIDnttNPMrFmz3GYZQYAASBxd3rnvvvtMnTp17EG2evXq9sC+atUqt2ksWt9j8ODB9kxAYRQcxKO81F7v0/tTXSdEs/oqpLbbbju7b836e+2115qff/7ZbVquCBAAifLSSy+ZZs2ahQfus88+23z77bdus8jmzZtn+vfvby8ZuaGg+xF6BLhLly6mR48eNqSCl/6un2t7MP9V0Zf2p/1q/76WLVtmrrrqqnDa+O23394uqxtlgsd0IEAAJIK+1WsVwOAAfeCBB5q33nrLbRaZ7pt07NgxvPyl16677mq6detmxowZE/vmu9rrfXq/9hPsU/vX5+jzfM2YMcOcdNJJm9T+9ttvu83SjgABkNf0LVyr/gXfwuvXr2+/hfsu3qTJEtu3bx+OD9HocC1X++abb7pNU6L9ab/B6HN9nj43lckadfa15557hkHyl7/8xXz33Xdus7QhQADkJQWEVvkrunysVgH0XT5W04b069cvnAdLl510Kaq8pzPR/vU5wWUufb764TuNicaz/P3vf9/k/o/2l+r9n+IQIADyjlb1K/okklb90+p/vr766is74672pQF7WjjKN4h86fP0ucE07+qP+uVr0aJF9nJZcAlu5513Nk8++aTbLCUECIC88fHHH2+ynKxW+dNqf6kYMWJEOCq9ZcuWZurUqW6TjNLnqx/qj/ql/qVC+zviiCPC35mW4E3XlC0ECIC8EVyW0Z9a3S/V0di6dBQcWC+//PKcmc5E/VB/gr6pn6nSmJTg5r3ut6TjSS0CBEDe0Op9OgB+8cUX7qZYdP9Ej9lqX5oiZOzYsW6TnKB+BVOYqL++DwYENA+Y7olof+lY44QAAZA3dMlKB7/vv//e3RSLRqdrP7Vr17Yju3OZ+qd+qr/qd6qCm/UECICCko4ACS5b6aCsaUbygfoZhEiql7MIEAAFKdUA0Q3p4LJVrp95uNTf4HJWKjfWCRAABSmVANEjsXqqSTeQc/WeR1nUb/Vfdfg+4kuAAChIvgGim8fBOA893ZTPgqezVI/qiosAAVCQfANEI7H1Po2v8B3hnSvU/2CciOqKiwABUJB8AkRzS+negUZ4Z3uQYLqoDtWjuuLOnUWAAChIPgHSrl07+x5NE5Ikqkd1qb44CBAABSlugGiKdN101kEz03NblTfVo7pUX5yp4AkQAAUpboB06tTJtk917ESuCsa0qM6oCBAABSlOgKiNZqKtWbNmuU/Jni2qS/Wpzii/EyFAABSkOAGi5WLVVos2JZnqU52qNwoCBEBBihMgwRrm6V5JMNeoPtWpeqMgQAAUpKgBovXR1U7Tl6dj2vJcpvqCadpVd1kIEAAFKWqADB482LbTinyFQHWqXtVdFgIEQEGKGiAdOnSw7caMGeNuSiTVqXpVd1kIEAAFKWqAaP1vtVuwYIG7KZFUp+pV3WUhQAAUpCgBsnLlSlOhQgVTt25dd1OiqV7VrfpLQ4AAKEhRAkSLL6lNmzZt3E2JpnpVd1mLZBEgAApSlAAZN26cbdO5c2d3U6KpXtWt+ktDgAAoSFECZPjw4bZNz5493U2JpnpVt+ovDQECoCBFCZCBAwfaNr1793Y3JZrqVd2qvzQECICCFCVABgwYYNvceuut7qZEU72qW/WXhgABUJCiBAhnIJyBAMBmogQI90C4BwIAm4kSIDyFxVNYALCZKAHy6aef2jatW7d2NyWa6lXdqr80BAiAghQlQFatWmVHZOtAWUhUr+pW/aUhQAAUpCgBIrvssottN2/ePHdTIqlO1au6y0KAAChIUQPkz3/+s203atQod1MiqU7Vq7rLQoAAKEhRA2To0KG23QUXXOBuSiTVqXpVd1kIEAAFKWqAzJ4927bbcccd03KgzGWqT3WqXtVdFgIEQEGKGiDSsmVL2/all15yNyWK6lOdqjcKAgRAQYoTIIMGDbJtO3bs6G5KFNWnOlVvFAQIgIIUJ0CWLFliqlWrZipXrmzmzp3rbk4E1aX6VKfqjYIAAVCQ4gSIBNN7dOvWzd2UCKpL9cWZtoUAAVCQ4gaI2lWtWtV+S//mm2/czXlN9agu1Rf19yEECICCFDdA5IorrrDvOe6449xNeU31qC7VFwcBAqAg+QTIzz//bBo0aGDfl5SBhcHAQdWl+uIgQAAUJJ8Akeeee86+r06dOnl/KUv9Vx2qR3XFRYAAKEi+ASIXXnihfW+LFi3KnHAwV6nf6r/qUD0+CBAABSmVAPn111/NAQccYN9/xhlnpOUAmknqr/qt/qsO1eODAAFQkFIJEJkzZ0447UeXLl3M77//7jbJSeqn+qt+q/+qwxcBAqAgpRogMm3aNLPtttuGIbJ27Vq3SU5R/4LwUL/V/1QQIEAeuuOOO8xpp51mFi1a5G5CBPoWHhz4Z8yY4W6OZcqUKeG+jjrqKLNs2TK3SU5Qv9S/IDzU71SsW7fO1KhRgwAB8sVnn30WHgT0ql27tnnwwQftP2ZE8+6775qDDjoo/B3Wr1/fDBs2LKVLUDNnzjRNmza1+2vSpIl5//333SZZpf6oX+qf+qn+pmLSpEnhGdwWW2yR0u8uQIAA5eSnn34yPXr0MJUqVbL/aHfaaSfTpk2b8CCof8z6R42S6VLVOeecYw94+p01bNjQNGvWLPwdKlQULr50NnjkkUfafW255Zbm5ptvzvolLX2++qH+qF/qXypnrV9//bU59dRTN/nv7oknnnCbeSFAgDTTmcX9998fPqtfvXp107dv3/DR0TfeeMPsv//+4T9o/ePWP3L8j54wuuWWW8LLLTpru+eee8KD+4QJE8wee+wRfpvu3Lmz932R9evXmzvvvDM8YOvb/gsvvOA2ywh9bnBWpP6oX+qfj+XLl5tevXrZ6U60v3r16tkFp3z3VxwCBEijiRMnbvINWUuMfvvtt24z+49Y/5j1j1rt9I9c/9j1j77QPfXUU+Ga5hUrVjRdu3Yt9hu4wkShonBRW4WNQsf38VbdXzj44IPD/+8OPfRQ8/zzz7vNyoU+R58XfLb64Xu/Q/9tPfroo/YyX/Df1tVXX10u/20RIEAa6Pr0ySefHB4A9Jz+m2++6TbbjG6S6h938C1R/+gfe+yxtH5LzBeffvqpOfzww8Pfof73J5984jbbzI8//mhDRmGj9yl8xo4d6zaLbMSIEfZSWdAPfSHo379/2qeE1/6036JfOPS5+nxfb731VjjWRS/9N5nqvZPSECBACvSt7pprrtkkAPTtL24AFBdAOhgUAp1dXHTRRZsEgM5C4lLYuAGkUPKhs5vhw4eb5s2bh/vTq3Xr1ub666+3Z5orVqxw31Yqtdf79H7tp+h+9Tn6PN/7LzrL1dlusD+Fkj6rvBEggIfyugTlXgI7++yzi70ElgQ6WN57772bXILSzWPfS1AB9xKYwqm4S2BR6Z6VHobYbrvtNjno66VBfUcccYQ577zzzKWXXmrvdQUv/V0/1/Zg8GLRl/an/Wr/vnRfTZ+l+2zap+676f5bpp7wI0CAmHRpqjxvgusf/3333VfiTfgk+Pe//73JTXA9aeV7E7w4CiGFUdGb8Aor32/4ov9fdFZ4++23mxNOOCEcRxL1pfZ6n96v/aR6kB89erRp1KiR3bee9FMY6cm/TCJAgIh0zbpTp07hAUGPQ7788stus7TRwaB79+7hpR0dLHTQyGfTp0+3B9Hgd6jHcN955x23Wdq4jwErtBRe6bJ06VLz4Ycf2v9fNC7lkUcesWGvP/V3/Vzb1S5ddHO96A13PearsUbZQIAAZVi5cqXp06ePXXda/2A1FcQDDzyQ8jfIqHRwCMYq6KWDh+8TOtmiA6gWPgoeld1hhx1SHggYh0Kq6EBEhZjCLJ8sXLjQzsBboUIFW8Nuu+1mnnnmGbdZRhEgQCm0cE/wRI4uE1x88cVm8eLFbrOM0MFCBw31RQcRHUx0UMllmi5D38aD+wdVqlQx1113XexFkNJBYaXQUnipLwozhVo6zw7Kw5o1a8yAAQNMrVq1bL+32morc9ttt5nVq1e7TTOOAAGK8dFHH20yavzoo482n3/+udss43TQ0MFDBxH1SweVu+66yx5kcs3rr79u9t133/B32K5du5xYzEnhpRBTmKlfCjeFXDrmhko3jQ8JBhbqMty5555rfvjhB7dZ1hAgQBELFiwwF1xwQXiZoHHjxmbcuHFus6zTQUQHk+DafjZHT7tmz55tzjzzzDA49tlnH/Pqq6+6zbJOYaZQC/qpsFPo5YIvv/zSHHvssWHfWrVqlXNzdQkBApiNlwk0qKtmzZr2H+zWW29tZ8/NxW/2RemgooNLcKDRQUcHn2z45ZdfzA033GCqVq1q+1K3bl3z0EMP5eQ3+6IUbgq54HfYoUMHG4LZsGTJEvv4b3CvSPOnpWveqvJAgKDgjR8/Ppz1VGceenZ//vz5brOcpoOMDjaqQQcfHYR0MMoUjZ7O5uenSiE3aNAgG3qqQSGoMFQoZoI+X2Gbrc/3RYCgYGlhnrZt24bfPDU6+IMPPnCbedPTWxod/fTTT9ubt0OGDLGPeOpP/V0/13a1S4dsnAHoDKjo/FHHHHNM1s6A0kGh17Nnz01mUE5lapEodAZUdMS7Lv9l6wwoLgIEBUdPUV1yySXhQaJBgwZm5MiRbrPYNB3J4MGDzVlnnRUO8Ir6Unu9T+9Pde4i9x6EDk7pvgdR3D2YTE08mAkKQYVh8DtUSKb7HkQu34OJigBBwdC4jYEDB4aXCTSu48Ybb0zpMsG8efPsvZO99957s1DQeBHdn9BypBolXHSaC/1dP9f2YInRoi/tT/vV/n2Vx1NQwVNgukekfeqekR4xzfV7Rb7K4ykozYlV9CkwjVDP1afAykKAoCC88sormxzk9W1/zpw5brPINLivY8eO4ShxvXbddVfTrVs3M2bMmNjjM9Re79P7tZ9gn9q/Psd3pHEwDiOYdiMYhxF3IkDJx3Eo6RCMwyj6gIWmI4k7DiNfx6GUhgBBos2aNcucfvrp4QG5RYsWZvLkyW6zyPQNvn379uGlGx1MNJV4lKnb49D+tN/gm74+T5/rewaRykhwd0neQw45JO9GwqdDcSPBn332WbdZsZIwEr44BAgSSYPF/t//+3+bDBbTzeu406wH9C20X79+4Q1qXXbSpajyftJI+9fnBJe59Pnqh+8lozhzUblL8iZhLq50UHgqRIPfocK1pDPE8p6LK9sIECSKvlE//vjjZvvtt7f/YDXN+pVXXmkXbvL11VdfhU/J6GCqb/KpTtselz5PnxsczNUf9ctXabPhlrUkLzYqbTbc4pbkTXU24FxEgCAxnnzyyU1WYzvxxBPNjBkz3Gax6BHOYNqQli1bmqlTp7pNMkqfr36oP+pXKo+YFrckrC73BcGiV0lL8mKj4tbjOP/88yMtyZsEBAgS4eOPPw4Penvuuad58cUX3Sax6cAQ7PPyyy/PmW+P6of6E/RN/UyFDm46yAXX9vUqpBUR08FdEVCvVFZEzBcECBLhvffes/9od99995QP9LpPossR2p8e9U1lfe3ypH4FU8yrv773dwJ333233ZdWREx1X4VK85HpC4wewS4EBAgSQbPn6uCnG5qp0iJO2pcu7aTyxFYmqH/BJSj1OxW6L6L96Js0EAUBgkRIV4AEl610UNY0I/lA/QxCJJXLWQQI4iJAkAjpCBDdkA4uW+X6mYdL/Q0uZ/neWCdAEBcBgkRINUD0SKyeatIjrbl6z6Ms6rf6rzp8HvElQBAXAYJESCVANCVFMM5DTzfls+DpLNUTd6oNAgRxESBIhFQCRCO79V6Nr/Ad4Z0r1P9gnIjqioMAQVwECBLBN0A0t5TuHWgkcbYHCaaL6lA9qivO3FkECOIiQJAIvgESrMegaUKSRPWoLtUXFQGCuAgQJIJPgGgCPN101kSFmZ7bqrypHtWl+kqa6M9FgCAuAgSJ4BMgnTp1su9JZexELgvGtKjOKAgQxEWAIBHiBohmntVEd1okqLynZM8W1aX6VGcw025pCBDERYAgEeIGiOYqUntNIphkqk91RpmbiQBBXAQIEiFugATL26Z7JcFco/pUp+otCwGCuAgQJEKcAJk5c6Ztq7XHoyzpms9UX7DGuuouDQGCuAgQJEKcABk8eLBt261bN3dTIqlO1au6S0OAIC4CBIkQJ0A6dOhg244ZM8bdlEiqU/Wq7tIQIIiLAEEixAmQnXfe2bZdsGCBuymRVKfqVd2lIUAQFwGCRIgaICtXrrRLt9atW9fdlGiqV3Wr/pIQIIiLAEEiRA0QLb6kdm3atHE3JZrqVd2lLZJFgCAuAgSJEDVAxo0bZ9t17tzZ3ZRoqld1q/6SECCIiwBBIkQNkOHDh9t2PXv2dDclmupV3aq/JAQI4iJAkAhRA2TgwIG2Xe/evd1NiaZ6VbfqLwkBgrgIECRC1AAZMGCAbXfrrbe6mxJN9apu1V8SAgRxESBIhKgBwhkIZyBIHwIEiRA1QLgHwj0QpA8BgkSIGiA8hcVTWEgfAgSJEDVAPv30U9uudevW7qZEU72qW/WXhABBXAQIEiFqgKxatcqOyNZyr4VE9apu1V8SAgRxESBIhKgBIrvssottO2/ePHdTIqlO1au6S0OAIC4CBIkQJ0B0gFTbUaNGuZsSSXVGCQYCBHERIEiEOAEydOhQ2/aCCy5wNyWS6lS9qrs0BAjiIkCQCHECZPbs2bbtjjvuaH777Td3c6KoPtWpelV3aQgQxEWAIBHiBIi0bNnStn/ppZfcTYmi+lSn6i0LAYK4CBAkQtwAGTRokG3fsWNHd1OiqD7VqXrLQoAgLgIEiRA3QJYsWWKqVatmKleubObOnetuTgTVpfpUp+otCwGCuAgQJELcAJFgeo9u3bq5mxJBdam+qNO2ECCIiwBBIvgEyPfff2+qVq1qv6V/88037ua8pnpUl+pTnVEQIIiLAEEi+ASIXHHFFfZ9xx13nLspr6ke1aX6oiJAEBcBgkTwDZCff/7ZNGjQwL43KQMLg4GDqkv1RUWAIC4CBIngGyDy3HPP2ffWqVMn7y9lqf+qQ/WorjgIEMRFgCARUgkQufDCC+37W7RoUeqEg7lM/Vb/VYfqiYsAQVwECBIh1QD59ddfzQEHHGD3ccYZZ+TdCHX1V/1W/1WH6omLAEFcBAgSIdUAkTlz5oTTfnTp0sX8/vvvbpOcpH6qv+q3+q86fBAgiIsAQSKkI0Bk2rRpZttttw1DZO3atW6TnKL+BeGhfqv/vggQxEWAIBHeeOMNe/Dbe++93U2xTZkyJQwRBdKyZcvcJjlB/VL/gvBQv1Px1FNP2X2deuqp7iagWAQI8t6IESPMdtttZw9+ep155pllzjxblpkzZ5qmTZva/TVp0sS8//77bpOsUn/UL/VP/VR/fen+ycMPP2xq1qxp97fPPvu4TYBiESDIWx988IE5+OCDw+Bo2LChqVWrlv3fGoF9ww03mF9++cV9W2SLFi0yRx55pN3flltuaW6++easX9LS56sf6o/6pf6pn77+7//+zzRv3jz8HbZq1arUddOBoggQ5J0ffvjBnHfeeWaLLbYIzxDGjx9vt2nSwEsvvTQ8wO60007miSeecPYQ3fr1682dd94Z7k/f9l944QW3WUboc4OzIvVH/VL/fGi8SPv27cPg2Hfffc1rr73mNgNKRYAgb6xZs8bcfvvtZuutt7YHPV1y6d+/v/2566uvvjLHHnvsJt+s33vvPbdZZLq/UPRs59BDDzXPP/+826xc6HP0ecFnqx++9ztWrFhhevfubapUqWL3pXsngwcPzrvHlpEbCBDkhWeffdbstttu9qBXoUIFu0zrggUL3GabKfqtXWcsemJp3rx5brPIdL9Fl8qCg3mzZs1siKV7SnjtT/vV/oPP0ufq833oUd/hw4eHjynrDObyyy83S5cudZsCkREgyGmff/55+KSRXocccoh9ZDcO3Te46667wvsjW221lbntttvM6tWr3aaRaH86GBe9d6BX69atzfXXX28mTpxov+nHofZ6n96v/RTdrz5Hn+d7/+Xdd981Bx10ULi/448/3kyfPt1tBsRGgCAn/fTTT+biiy82lSpVsge9Ro0amX/+859us1gWLlxop/jQGYz2ueuuu5pnnnnGbRaLHh/u0aPHJk+BBS992z/iiCPs/Rrdl+nbt2/40t/1c20PzgqKvrQ/7Vf796Vp3Dt37hzeK9p9993NhAkT3GaANwIEOWXdunXmgQceCCcErF69uunTp09a56f6+OOPN7mnoCeZpk6d6jaLRf1+66237D2aE044IRxHEvWl9nqf3q/9aH++NI3JLbfcYs+0tO/atWube+65x/sMBigJAYKcMfvll03bItf8NSI63fcWinryySfNzjvvbD+rYsWKpnv37vbMJ110f+HDDz80o0ePNsOGDTOPPPKIPfvQn/q7fq7t6bwPMXbsWLPLLruENXXt2tX8+OOPbjMgLQgQZN/XXxtzyinm7Q0HvXP+sHEywDfffNNtVS50ZtOvXz97pqODrs587rvvvpTOALJBYzd0OSwI38MOO8x88sknbjMgrQgQZM/y5cZcc40xlStv+C9xw3+K9eub6Y8+6j22IRXffvutOfvss8MD8J577mleeuklt1nO0SDCiy66yJ5tqN86+xgzZozbDCgXBAgyTwGxISgUGDY4FCAKEgVKlun+w4EHHhgGyUknnWRmzJjhNss63c+499577f0N9bNGjRp2hLrPNO6ALwIEmaVLU/vvvzE49DrllI2XsHKIxkw89thjZvvtt7cH58obAu6qq67KmUkVNWvuHnvsEYbcOeecY7777ju3GVDuCBBkhm6Gd+r0v+Bo1syYl192W+UUrSd+7bXX2gDRgbpevXpmyJAhWbnEJhq7ceKJJ4bB0bJlS/POO++4zYCMIUBQvlauNKZPH2OqV98YHNtsY8wDD+i5V7dlzpo1a5Y57bTTwgP3fvvtl9L4jLh05nPllVeG83HtsMMO5vHHH8+bBa+QXAQIyo8G/jVqtDE4KlUy5uKLNULQbZU3Jk2aZNcbCYKkY8eO3qv/RaEznX/84x/hIEXNX3XdddfZMyMgFxAgSD9NNXLIIf+7XKVVAj//3G2Vl/R474MPPrjhRGobe1CvVq2auemmmzacaK10m6bk9ddfNy1atAjD6vTTT7cz6AK5hABByXTTWJef/vhHY2rU2Phq3tyYG2/UKDm39UaaVr1ChY3BsdtumgXRbZEIixcvNn/729/CqVYaNGhgRo4c6TaLTQthdejQIQwOLe706quvus2AnECAoHhffvm/y0/FvbRNbVyTJhnTtKkxt9+u+dfdrYnzxRdfmLZt24YHfE2EqNHlcWnhqxs3BLMWwtJ+6tatawYNGsQ068hpBAg2p8sxCgEFxb77GvPii5ouVkc5YyZONKZFi43b1CbNl27y1XPPPRcuMavJGs8//3wzf/58t1mxNEW7Fr7Se3VG07NnT7swFpDrCBBs7r77NgaEHrUtblpy/WzPPTe2uf9+d2vB0sJWWiUwWFtcC1/p78UteCVa17zoIlXHHHPMhpO6Ys7qgBxFgGBzhx22MRyefNLd8j+jR29sc/jh7paCpzMPnYEE08Y3btzYnqEEtCTvueeeG06zrgWvMrW6IZBOBAg2p7EaCoeFC90t/6PLM2pTt667Bf+leyFt2rQJzzA0bfxll122yZK8AwYMKPEMBch1BAg2pzEbCofSBvtpbQm1UVuUatSoUZssgxtnSV4glxEg2FyUMxAd/DgDiUzjRLS+iVZWZPoRJAUBgs1xDwRABAQINhc8hbXXXhsf3XXpZ9qmNjyFBRQsAgSbU0A0abIxIDT1usZ+6Gca86GBgsF07IwDAQoaAYLiaTxCw4Ybg6K4l7YxZgEoaAQISqb5rm66aeP8V5qOXa999il9LiwABYMAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAEI0WNmLuJgBFECCIplcvYypWNObTT90tAAoUAYJo/vznjQMI//1vdwuAAkWAIBoCBICDAEE0BAgABwGCaAgQAA4CBNEQIAAcBAiiIUAAOAgQREOAAHAQIIiGAAHgIEAQDQECwEGAIBoCBICDAEE0BAgABwGCaAgQAA4CBNEQIAAcBAiiIUAAOAgQREOAAHAQIIiGAAHgIEAQDQECwEGAIJL3NgTIUxsCZD4BAuC/CBBE0mtDgOyzIUDeJEAA/BcBgkj+vCFA/rAhQP5NgAD4LwIEkRAgAFwECCIhQAC4CBBEQoAAcBEgiIQAAeAiQBAJAQLARYAgEgIEgIsAQSQECAAXAYJICBAALgIEkRAgAFwECCIhQAC4CBBEQoAAcBEgiIQAAeAqiAD59NNPzcUXX2x++ukndxMiOvnkk22ATJgwwd0EoEAlOkBWrVpl+vbta7bcckt78KtVq5b5xz/+YdavX+82RQmWLVtmrrzySlOhQgX7O3z44YfdJgAKVGIDZPTo0aZRo0b2oFepUiWz66672v+tV4sWLczkyZPdt6AIheyQIUPMdtttZ39nlStXNscff7xZt26d2xRAgUpcgEyZMsUccsghYVgcddRR5rPPPrPbXnnlFbPPPvuE28466ywzZ84cZw9QuCpkg9/T6aefbmbNmuU2A1DgEhMgCxcuNBdeeGF4qWW33XYzzz77rNvMfoMeNGiQqVu3rm1XtWpVc+ONN5pffvnFbVpwFKYK1SA49t57bxu6AFCcvA+QNWvWmAEDBpiaNWvag97WW29tbrvtNrN69Wq36SYWL15sLrnkEnt5S+9r0KCBGTFihNusICg8FaIKU/0uFK4DBw7kchWAUuV1gDz//POmadOm9qC3xRZbmHPPPdf88MMPbrNSTZs2zbRt2zb81n3wwQebDz74wG2WWCNHjrThqdoVpgpVhSsAlCUvA+TLL780xxxzzCYH/ffff99tFsv48eNNkyZNwjA677zzYodRPlFItm7dOvwdKkQVpgAQVV4FyJIlS0zPnj3Dx3J32mmntF520uWw/v37b3I57Pbbb7c/T4r58+fbcAzuFSk0FZ4AEFdeBMhvv/1mHnrooU1ufN9www3lduN7wYIF5oILLggPso0bNzbjxo1zm+UVheAdd9xhQ1E1KSQVlkkKRwCZlfMB8uqrr27y6G2HDh3M7Nmz3Wbl4qOPPjJt2rQJP1uPBH/++edus5yn8FMIqgaFosJRIQkAqcjZAPnmm29Mu3btwoP3vvvua15//XW3WUb885//NA0bNrT90I3mfJkWRWF39NFHh79DhaFCEQDSIecC5OeffzbXXXedqVKlij3oaST0I488Yi9jZdPKlStNnz59TLVq1Wy/ttlmG/PAAw/k5KOuCjeFXPCIssJv1KhRbjMASEnOBMjvv/9uhg0bZnbYYQd70NON8iuuuMIsXbrUbZpVc+fONZ06dQq/1e+1117m5ZdfdptlhcJMoaZwU98Udgo9hR8ApFtOBMg777xjDjrooPCgfMIJJ5jp06e7zXLKm2++afbff/+wz6eccor5+uuv3WYZoxBTmAX9Ucgp7ACgvGQ1QL7//ntzzjnn2HEXOujtscceebXehCYcHDp0qKlXr57tvyYcvOaaa8zy5cvdpuVGoaXwCoJDoaZwA4DylpUA+fXXX83NN99satSoYQ96tWvXNvfee69Zu3at29SLLtl88skn5umnn7aXxTSrrKZ115/6u36u7em6tKPAUHAoQFRP/fr1zaOPPlqu08brM3v16hV+pkJMYVaenwkARWU8QJ566imzyy672INexYoVzUUXXWQWLVrkNotl5syZZvDgwXYiwGAK96gvtdf79H7tJxV6f9GzgQMOOCDtZwMKCIWTQkqfkY2zHgCQjAWIvvEffvjh4cFV/1srBfqaN2+eHQinGWPdUNBN5FatWpkuXbqYHj162LOP4KW/6+faHtxsLvrS/rRf7d+X7kc0a9Ys3KeWg03H/QiFkUIp2K/CKtXQAwBf5R4gOrvo2rWrPdvQQU9nHzoL8aW1PTp27BjuTy8tFtWtWzczZswYO617HGqv9+n9RRed0v71OcFaInHpiaj777/f1KlTx+6vevXqNsC0SmJc3377bbgmuV4Kp4kTJ7rNACCjyi1AdD/jnnvusfc3dNDT/Y5bbrnF3v/woYGF7du3D2+4a0oOBVO6LxFpf9pvMOWHPk+fq8/3oTEZOusJxmTokpkGJkYRLMmr8NF7FUYKpVwcewKg8JRLgEyYMME+URUcgDt37myfuPKhuZr69esXrlWhy046qGpixfKk/etzgstc+nz1w3fuKI0K11QowVmEVk0sbVS4QqbokrwKoXwY/Q6gcKQ1QDR2Q+tmBwdJje1499133WaRffXVV6Z58+bhQVQDCzN9s1ifp88NziDUH/XLl1ZJ1GqJ2ldx81IpVNwlefNx/i0AyZeWANEB8LLLLgunWddocj0uq9HlvjRN+1ZbbWX317JlSzN16lS3SUbp89UP9Uf9SmUaeZ3FaJr4ojPjavqWotOsl7QkLwDkirQESDAWQfNX9e7d26xYscJtEosuHQXfwC+//PK0jQ9Jlfqh/gR9Uz9ToQWrtIpicF9HrySuQQIgmVIOEE1yqAOfQsT3RnNAYxx0rV/70zxOY8eOdZvkBPUrmFRR/U118N6//vWvsOYkr4IIIFnSFiC62Zyq7t27233pya3Jkye7m3OK+hc8YaZ+p0IPGGg/mssKAPJFzgRIcNlKB2UNOswH6mcQIqlcziJAAOSjnAgQ3ZAOLuHk+pmHS/0NLmf53lgnQADko6wHiB6J1VNNupGcq/c8yqJ+q/+qw+cRXwIEQD7KaoCsXr06HOehp5vyWfB0lupRXXEQIADyUVYDRCO79V6Nr8j3x1bV/2CciOqKgwABkI+yFiB65Ff3DjTCO9uDBNNFdage1RXnkWYCBEA+ylqAtGvXzr5P04QkiepRXaovKgIEQD7KSoBoinTddNZ7Mj23VXlTPapL9UWdCp4AAZCPshIgnTp1su9JZexELgvGtKjOKAgQAPko4wGig6UWa9IEguU9JXu2qC7VpzqjTGNPgADIRxkPEC0Xq/ZatCnJVJ/qVL1lIUAA5KOMB0iwhnm6VxLMNapPdareshAgAPJRRgNk5syZtq3WHk9lrZB8oPqCNdZVd2kIEAD5KKMBMnjwYNu2W7du7qZEUp2qV3WXhgABkI8yGiAdOnSwbceMGeNuSiTVqXpVd2kIEAD5KKMBsvPOO9u2RdcATzLVqXpVd2kIEAD5KGMBsnLlSrved926dd1NiaZ6VbfqLwkBAiAfZSxAtPiS2rVp08bdlGiqV3WXtkgWAQIgH2UsQMaNG2fbde7c2d2UaKpXdav+khAgAPJRxgJk+PDhtl3Pnj3dTYmmelW36i8JAQIgH2UsQAYOHGjb9e7d292UaKpXdav+khAgAPJRxgJkwIABtt2tt97qbko01au6VX9JCBAA+ShjAcIZCGcgAJIlYwHCPRDugQBIlowFCE9h8RQWgGTJWIAwDoRxIACSJWMBwkh0RqIDSJaMBYgwF1bxCBAA+SijAcJsvMUjQADko4wGCOuBFI8AAZCPMhogrEhYPAIEQD7KaIAIa6JvjgABkI8yHiD9+/e37bt27epuShTVpzpVb1kIEAD5KOMBooNlxYoVTc2aNc2SJUvczYmgulSf6lS9ZSFAAOSjjAeIdOrUyb6nb9++7qZEUF2qT3VGQYAAyEdZCZDPPvvMbLHFFvY9y5cvdzfnNdWjulSf6oyCAAGQj7ISINKuXTv7viuuuMLdlNdUj+pSfVERIADyUdYC5JtvvjHVqlUzlSpVMlOnTnU35yXVoXpUl+qLigABkI+yFiDSr18/+96WLVuaNWvWuJvzivqvOlSP6oqDAAGQj7IaIKtXrzbNmze377/88svdzXlF/Vcdqkd1xUGAAMhHWQ0Q+eqrr8xWW21lbzqPHTvW3ZwX1G/1X3WonrgIEAD5KOsBIiNGjLD70L2DyZMnu5tzmvqrfqv/qsMHAQIgH+VEgEgwdqJ27dqlLr6US9RP9Vf9TmVMCwECIB+lLUBq1arlboqte/fuYYjk+pmI+heEh/qdiiBAmjZt6m4CgJyVcoCsX7/eHvz0+stf/mK+++47t0lk2lePHj3Cy1m5ek9E/QouW6m/6rcvPfrbunVruy/dQwGAfJFygMhf//pXU6NGDXsQ1J96jPXXX391m0UWXM7SS083rV271m2SFepH8LRVqpetFi1aZNcL0XxZ2peWvr377rvdZgCQs9ISIOIeELWMayorD+qGtL6Ra18aX5HtwYb6/GCch/rle8NcIXTfffeZOnXq2H1Vr17dBu6qVavcpgCQ09IWIAEdaI844ojwW/phhx1mPv74Y7dZJHokNhgnohHemiYk03Nn6fP0ufp89UP98XlUV1566SWz5557hr+bVC/5AUA2pT1AAk8//XS4Ip/OSnSZ68cff3SblUkjvPUNvWrVqnZfetpLl47Keyp47V+fo8/T5+rz1Q+fEfMzZswwJ510UhgcBx54oHn77bfdZgCQV8otQEQjsm+99dbwUpSe1NJ1fp97Gppbqn379nbAnva19dZb20Wb0r2yofan/Wr/+hx9nj43ztxWgWXLlpmrrrrKVK5c2e5r++23N4899ljil/MFUBjKNUAC8+bNM507dw4P/rvvvrv517/+5TaLRFOkd+zYMbzXopfOdHT/RfdcFi5c6L6lVGqv9+n9wRlTcNakz4k6JXtReipryJAhZrvttrP7UoBce+215ueff3abAkDeykiABN577z3zpz/9KTxIH3fccd73ExRKWi42WGO96EuXnVq1amW6dOliH7PVpajgpb/r59oeXJ4q+tL+tF/t34fGh+y3337h/k477TQza9YstxkA5L2MBojo8s3w4cPNjjvuaA+wW265pbnsssvM0qVL3aaRzZw50wwePNicddZZplGjRpuFQmkvtdf79H7tx9ecOXPsfooG0SuvvOI2A4DEyHiABFasWGGuv/56U6VKFXvA3Xbbbc3DDz9sR7anauXKlXaaEd3IHzZsmL2cpLMP/am/6+farnap0j5uuummcGChzmoGDhxo1q1b5zYFgETJWoAE/vOf/5gzzjgj/Ob+xz/+0bz22mtus5w0cuRI06BBA9tvPeZ7ySWXmMWLF7vNACCRsh4gAYWGwiMIEoWKwiUXffDBB+H0I3q1bdvWTJs2zW0GAImWMwEiunylexG6nKUDsy5v6TKXLnflgvnz55vzzjvPVKhQwfavSZMmZvz48W4zACgIORUgAd1Q14113WDXgVo33HXjPVvjJzR48I477gjHhtSsWdPceeedXoMKASApcjJAAnrEV4/6BpeK9Ajwu+++6zYrV+PGjTONGze2n68zj/PPP98sWLDAbQYABSenAySgQYcafKiDuAYjalCi7ziNqL744gtz9NFHh+HVpk0b8+GHH7rNAKBg5UWAiKY/0TQomg5FB3RNj6JpUjRdSjrpKaq//e1v4eSJDRs2NKNGjXKbAUDBy5sACWhCRk3MGExloulHNK4jVRq38eCDD4aj0zWuo0+fPmkZKwIASZR3ARLQFPGaKj64xKQp5H3XDJk0aZJdjzzYV6dOnczcuXPdZgCAIvI2QAKaCFGLV+nAr7MSTYqoxa2i+Prrr82pp54aBsf+++9v3njjDbcZAKAYeR8gouVztVZHsKxu7dq1zd///vcSp43XIlG9evUKp1mvV6+eGTp0aEprmwNAoUlEgAS0up9W+QvOKLT634svvhhuV0A8+uijpn79+na7AuTqq6/O+CqHAJAEiQqQgFb7C9Yv1+vEE080o0ePNgcccED4s5NPPjml2XcBoNAlMkBEo9Yff/xxuwpgEBp6NWvWzEycONFtDgCIKbEBEtAqgHqqSmua9+7dm2nWASBNEh8gAIDyQYAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwMv/B1l4PAEwrbJBAAAAAElFTkSuQmCC)
PN: 4756-1-57
CAS: 400744-34-5
Molecule Weight: 275.351
Formula: C19H17NO
Melting Point: 42-44 ℃
TSCA: Not listed on TSCA inventory
