| Product Number | 4H48-1-8P |
| Synonyms | 1,2,4,5-Tetrahydro-3H-2-benzazepin-3-one |
| Purity | 97 % |
| CAS | 17724-38-8 |
| MDL Number | MFCD00464865 |
| Molecular Formula | C10H11NO |
| Molecular Weight | 161.204 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-8P
CAS: 17724-38-8
Molecule Weight: 161.204
Formula: C10H11NO
PN: 4H48-1-7D
CAS: 165530-14-3
Molecule Weight: 177.203
Formula: C10H11NO2
PN: 3H33-5-0X
CAS: 17724-36-6
Molecule Weight: 183.68
Formula: C10H14ClN
![2,3,4,5-Tetrahydrobenzo[c]azepin-1-one](data:image/png;base64,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)
PN: 4H48-1-03Z
CAS: 6729-50-6
Molecule Weight: 161.204
Formula: C10H11NO
![3,4-Benzo-cis-6-azabicyclo[3.2.0]heptane-7-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABqSAAAakgEro6xSAAACRHpUWHRtb2xTb3VyY2UAAHiclZRrb5swFIb/ypE/L8Y3wEQhVdRq2qR2k5ZO2rfJASdFCrgCcvv3OyZtFkKWagKEL+/zHnw49uRuX65ha+umcFVKOGUEbJW5vKhWKfn5/Hmkyd10kqEIhVWTkpe2fR0HwW63o9mLLc3eVTRzJTnOj/dN0dPsJHX1KhCM8eDX0+O8Y0ZF1bSmyixSTTFuusFHl5m2+4p/hAhKU2+LKjjKg7LeHt1+C+ZvRvdNTv6u5R7nZojCslhbWLq6NC1sBaN4s0+wspWtTWtzWBxwWFKFa59Onh5ctilt1WLTOxSZWc/bepPhQOnWNtugGTa+PqSk5ATMopm3trYuJaiy6GBaV87q2hzAt7zOcDACjASjwIRgIjAxGA0mAcMZPjjPBSZ+bX3k58OrTcl3uIdv+FxcmDGRkpjGKmIQUamUhpBqFiagqIykxFfChABJoySKQVDFhQZGE8FjGDHKw1hhV4QqAo42oddooWICB3RGhRQsQYXkmntFxDS+hOCJx4XA7ohTHiccOrHubGMuO0irBNU60t5WhNL3eBhyTExwysx0snBVftaEIk/JwqcTJT/sshFvWSPg6tzWKRHewEvPAdEHfI5PAL8GyD6gLgGvPP7O6Zcj/dYbWqmBVXg7dtgHwvPV/WfsaGAV3Y4d9wFfgLcB3Qd8uZ6A2TUg6QO+uG8DnPWJbi98gFwWSLd3PmAuauR9r91khmXCxe18cTVI2PUowVnlB+8HCjYHh01wdhIFeP5O/wCFTbHbJJj0twAAN1VJREFUeF7t3Qm8nPO9x3G3V5VbtZVeS5uoUntaNLZELbmWIFdF01oSXNcSSm2pJiSx1hYpglZsJUuLiD1qCYmKJRJF7LVvQVHEUrT63PN9zv3/85//OTPnzG+emXlm5vN+vZ6XOM8zc8555szznee//P6LJAAAGCwSfwEAgO4gQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCJAG8PHHHyfXXXddst122yVjx46NdwNAXRAgOfTZZ58lf/rTn5ITTjgh2XLLLZOvfOUrySKLLOK3yy+/PH4IANQcAZID//rXv5IHH3wwOeOMM5Ltt98++epXv1oQGPG26KKLJlOmTImfBgBqigCpk8cffzwZN25csssuuyRLL710h5AIt7XWWis55JBDkv79+/uvffnLX06btQCgXgiQGnnuueeSiy66KNl9992Tb3zjGx1CItxWXXXVZL/99ksmTZqUzJ8/3z+H7lSGDh3qj1tsscWSm266KfguAFA7BEiVvPbaa8mECROSfffdN+nZs2eHkAi3FVdcMdlzzz2TSy65JHn++efjpyqgENl///39Y9U/csstt8SHAUDVESAZeeedd5Krr746Ofjgg5M111yzQ0iE2zLLLJMMHDgwOe+885InnngifqouffHFF2kwuedbfPHFk9tuuy0+DACqigAxWrBgQXLzzTcnRx11VPK9732vQ0iE25JLLpnssMMOyZlnnpnMnTs3vYuolEJk8ODB/nssscQSyZ133hkfBgBVQ4B00yeffJJMnz49OfbYY5NNN900HQkVB0V4R7DVVlslJ510UjJr1qzk888/j58uE//85z/TPhX3fTV6a+bMmfFhAFAVBEgRuujr4q8QUBgoFOKgcNu///u/p6GicFHIKGxqRSHy4x//2P8sutvRzw0A1UaA/D81K6l5Sc1MGi6rC3EcFOGmZis1X6kZS81Z9fSPf/wj2XXXXf3P9rWvfS25//7748MAIFMtHSDqwD7//PPTDm11bMchEW7qGNcQWnWUq8M8b3THNGDAAP/zam7J7Nmz48MAIDMtFSAvvPBCOlRWQ2Y1dDYOiXDr0aNHOtJJQ3E1JLcRfPrpp8mOO+7of4dll102vasCgGpo6gDRJDxNxtOkPE3Oi0Mi3DS5Tx3SmuynSX+N6u9//3tadNH9Xsstt1zy8MMPx4cBVbHRRuP9ttlmlyRvvPFhfIgXHtuZrvaHyjkW2WmqAPnb3/6WXHPNNcnPfvazZO211+4QEuGmJh6VEVE5kcceeyx+qoamTvx+/fr533X55ZdP5s2bFx8GZC68kGs74YQZ8SFeVxf9rvaHyjkW2WnoAPnwww/TWdjDhg1LNtxwww4hEW4a4qpChaeffnpauFDzKJqZSsCrkq/7/XWHZZm0CJQjDpDevS9Knn/+b/Fhqa4u+l3tD5VzLLLTUAGi5pm77rorGTlyZLL55puXnIuhEh+6gKokukqjq0R6q/noo4+Svn37+nOifp+nn346PgzITBwg2oYN67xKQlcX/a72h8o5FtlpmADp3bt38m//9m8dgsJtmoux8cYbJ8OHD09uv/329BM42mfMb7bZZv48rbzyyslf/vKX+DAgE+GF/Ac/WPjvxx9/Kz60y4t+V/tD5RyL7DREgKjAYBwY2tZff/3k8MMPT2688cbkgw8+iB+G/6dzo3B15+2b3/xmQw8UQH6FF/JjjrnD/3vo0I5Vo7u66He1P1TOschOQwTIxRdf7C9+uhBeeeWVyV//+tf4MJTw3nvvtb25NvLnUcOUX3zxxfgwoFOfffbP+EudCi/k6vtQH4j7/wceeLXosZ3pan+onGORnYYIkLBUx0MPPRTvRje9++67yfe//31/LjW0+eWXX44PAzw1PR1wwI3JBRc8GO/qVHwhHzFiuv//IUOuTcI6ovGxsa72h8o5FtnJfYCo1pObJa6RRFlUss2SZoBrdNMNN9yQnHXWWclBBx2UDg9W/Sxtq622Wnqh1n/d17Rfx40ZMya5/vrr09UJa9XJ//bbbye9evXyIfKd73wnefXVwk+GgHz88efJpptenF6Ud9xxcvLFF12/9+IL+YsvvldwF3LHHQvXu4mPjYX7y9lQO7kPkHvvvddf7FS+vN40sklrb6hwokaCaWlZ9/NVsmlE2SabbJIcc8wxybRp06rap6Pmv3XXXdd/7zXWWCN5/fXX48OAdASVuzDPnt11RYbOLuQjR97pvzZw4FU+iDo7NhQHQ3c31E7uA2T06NH+Qjdx4sR4d01oRNfkyZPTMiHlBsYKK6yQ3oHov/G+UtuXvvSlZOutt05Lr6j/Imtvvvlmuta6+36q9aWvAaG7737JX5hHjbor3t1BZxfyl19+v+Au5Lrrnip6bKir/aFyjkV2ch8gKpOuC5yG8Nb6AqeKtkOGDEknIcYXeLdpJNjee++dnHrqqWmhRZUNeeONN+KnKqD9jzzySDJlypTktNNOS2tuqW+i2DBlzWn50Y9+lPn65yr1orsP933WWWed5K23Og63RPNSi/AttzybvPpq53e8//jHF8m2205IL8x9+lzadgdeuqm12IV89OgZ/uv9+09KO+WLHet0tT9UzrHITq4DRJ2+mt+hi9sGG2wQ764aNVGpryK+kGv79re/nfz85z9Ppk6dmv58WXr//ffTIclHH310ejGPv7e29dZbL7niiisyW6RKhSLVD+KeX4GofhI0P4WGOrZ10S3VST527H3+4nz99e13D8UUu5Dre228cXt/iraJEx8teqzT1f5QOcciO7kOkKuuuspf2DRBsNpmzNCnpIVDXd2m5ifV17rvvvvih1TVo48+mv7ePXv27PAzfetb30qbt7IoyaKRWApG99y6G8o6HJE/77339251kj/zzDv+4rz//jfEuwuUupCfeOJMv2+bba4oeax0tT9UzrHITq4DRFV03UVNF/dqUQfyHnvs0eEirU/76nfRgk31pppf22yzTYefUYGngQaV0pyQMKj0vNXoe0G+dLeTfI89rkmP0ezyYs1dUupC/vrrC5JNNll4F1LqWOlqf6icY5GdXAeIZkzrYqYV9qoxzFVDgs8+++z0+cOLskZDaVhuHs2ZMyfZbbfdCvpL9G/11VR616AZ/+6ca9OkTTWrobGVmgTY3U7yyZPn+eN++9s58W6vqwv5KafcXXBMqWO72h8q51hkJ7cBorkR7kKmlfaypnb+cPElbf/5n/+Z9i80AjWn/eAHPyj4+XXxr/ROTXWyVC/LPacGMdR7yV7YqEnq2mufSrbffmI6Eqoz3e0kf/fdT/zdw4ABvy+YEBjq6kKu9UFcs1lXx3a1P1TOschObgNk7Nix/iKmZWezdPfddyerrLKKf3511KumVqN92lb/x6WXXlowRFi/y3HHHVdRs5sq9oYrNvbp0yed/4LGovBwF9UsOsmPPPJWf9ycOZ3PG+rOhfzUU+8pOK7YsV3tD5VzLLKT2wAJV9V79tln491m48eP9yO7tOnTdqWf2utNQ2/79+/vfydtmkNSSSBqdr1m/rvnU2l8Khw3lqw7ye+660V/3PHHz4h3p7pzIX/rrY/S1Qq7Orar/aFyjkV2chkgWlFv8cUXTy9cGmKalZNOOqngIquLbjMVZVR/juaMuN9PgwBeeeWV+LBu00qNWs3QPZ868fXaoHH84he3+wtrpZ3kn3/+RdKvX/voqS22uCwtdYLWlssA+eMf/+gvWocccki8u2xq6tHzhOGhZp681dXKwty5c5OVVlrJ/566w9KkRSs99utf/7p/Pt0ZamEv5IOWcb7gggviL3thJ7lKihTT3U7yM8+81x93443PxLvRYnIZIEceeaS/YKnYYKXC8FCJkKz7VPLmpZdeKlgTXgFQybrvqoC87LLL+ufTndunn34aH4YamzBhQrLccsulo/Ceeabzi3nWneRPPvm2D5ADD8y2MgIaTy4DxM3CVt2pSkcAhc1Wat5RuZFWoE+mP/zhD/3vrruSShaR0jrySy+9tH++nXfeuSpDq9F948aN86+HinsWk2UnufzkJ1N8c5fmdqB15S5A1Gbv3hTquK2EOszdc+nOo1XCw1Gnt0ZQuXOg2eYqXWKl2mBLLbWUfz7V56pktBcqo6Hoiy22WPpaqDJBsaoElk5y1a4qxpUh0Z1NWJ4drSd3ARKuPqgChVYaqhuOtmr2ZqtiNBJLdcTcedhwww0r6sOYNWtWsuSSS/rn06RGrdmC6inVXDhw4ED/Wtxxxx3xbi/LTnI1g82f/2H8ZbSg3AVIFqsP6pNZOM9j5MiR8SEtRSPNvvvd7/rzsf/++8eHlEXhHFYo/ulPf0qIVIGqT2vhsS222CLe5alignsd9tprr3i3V24n+aBBVyfz5lGZGaXlKkB0EXKdtdbVB/WYcIa5Onwtz9NsnnrqqYKSLb/73e/iQ8py5513Jv/xH/9RcPEq1oQCm759+6bntlQnuaoyu/k6ej2KLUQWdpLvvPPkop3kH3zwafLhh7Xt23r66beTd95hjlEjylWAqDxHdz5NlXLOOef459AQ1maa51GpK6+80p+bJZZYIg2VStx+++1+vo62ffbZhxDJ0HnnnefPbalO8nDUoio0F3PUUbelE/j23fe6tKRIHkyb9pc01Lbe+vLk/fftTauoj1wFyPHHH+/fCBqiWC5V1XWfstX/MXPmzPiQlqe1TNw51iitSu/OVCU4nLz4v//7vxU/J9p1t5Nci5i586+7lmIWLPgsHdabJ5de+mfftPb739uHmqM+chUgla4+GJZkV20rdKSht+FStqqlVSmtlOgudNrUbk+IdI/6+XQnV0zYSV7qOK3hojkhGl7dSHXLXnnlg7RjXwGy555T493IudwESKWrD6qelStxrqq6ldSBanbhudIkwyya+TThM1wvXgtwoTj1XQwePDgdXr7ZZpvFu73udpI38t/7fvvd4O9CNOQYjSM3AaI5Gu6N8stf/jLe3aVwJcFGKcleT1qH3Z2vQw89NN5tcs011ySLLrqof94jjjgiPgQB9zerMFcF5M64TnLVhNMCa83ouusWVg3WpEc0jtwEiNrO3YXnrruKL2zTGa1h7h6rxaBoPuma2tfdzHJ1hKv/KAvqqA/n3wwbNiw+pGFokqRWatSmAQe6c9N28803J5dffnm6adDGCSeckG4KYgWzNo3+22qrrdJtjTXWSFZddVVfo0yl8tWU2N1O8mYvYKl5JSqz4iYn/vOf+eqnQXG5CRC3Ep4mqZVbIkNvUvdGzOtKgnmk+THuvGXZZzRp0qSCEBkxYkR8SGb0t+Iu8ipB7y7yN954o7/I//rXv/YXedVFcxf57bff3l/k9QlfF/nO1p+vxqZh1O+88046n0aTO3/1q1/Fv1pLOe64O/1diApAojHkIkAqWX1Q5TXcY1W+nLuP7tMFzI1a07DeN954Iz7ETBdute+71+awww5LL/Iq6ugu8uo3cRf5s846y1/khw4d6i/y2267rb/IqxSLLvI9evTocEHO86Y7Pf3c6ptzX9OEWaEUTLsHHnjVB4hK0KMx5CJAKll9UGuBu8dOnDgx3o0uDB8+3J8/FZ7MkuYkhCGS500TWHWR16algl1o7b777j7MdMfmQk53EAo+/c25QNQ8Jnc31NnABE2UdRUSNPS50jXsm4kWu+rff1IaIJqrwpyQxpCLAFFTgnsja03u7lKxQFeXScu68mmufPPnz/cd36uvvnrmd3C62MYXa+umEWPuIr/xxhv7i/yee+7pL/KjRo1Kv+eJJ57o724mT57sL/IPPPCAv8jrDqzWwsAutY5HKzr//Nn+LuSqqx6PdyOH6h4g6iBU84neUKuttlq8uyRdGNybkWGjduFyuPfcc0+8uyLnnnuuf+5evXqlF3lNGNVF/uSTT/YX+T/84Q/+Iq/S8e4ir7L0zeTJJ5/056N3797x7pb20kvv+TkhQ4ZcG+9GDtU9QG699Vb/hjr44IPj3SWFNa/UfACbsMRJpYUWY+FrVGnplGahkYLunKjjHwupzIq7C3nuOZr48q7uAWJdfVCzbd3s5yzXTW9FKu++zDLLpOdSzUTFSmaUS2XIXcFFjW5Cu9/85jf+b/6YY46Jd7e0qVOf9AFyzjn3x7uRM3UPEOvqgyrr4N6Equ+Eyqiz2J1Paxn9mNancM954IEHxrtblprlXBFKFfykFP5CqtelTnQFyPbbT0w715FfdQ2QcPVBFfYrhyZeucdOnUoNnUpddNFF/nyeeeaZ8W6TX/ziF/45NUsdC/3kJz/x5+aPf/xjvLuljRgx3d+FzJr1crwbOVLXANEwT/cmKnci1eabb54+TmUgNKsalXn++ef9a6FRcVlQp7meT6O83nvvvXh3S5s2bZo/31qQCwvde+8rPkCGDy++yiLqr64BMmjQIP8mmjt3bry7KM0+doX71l9//Xg3jDQ8VudUQ6Mr7QdRaRRXsFHrsqOQmq1caRM1ZxGwC6nZaocdJvo5IVrkCvlUtwCJVx8s54IVDoXUIkbIRhjoGkJbCU20c8+V9QTFZhE28V144YXx7pZ27rkP+LuQKVMYqZZXdQuQSlYfDEtcn3LKKfFuGIW1sTS8uhJhp/zs2bPj3Wijsi7uHGktHCz0/PN/8wGyzz7XxbuRE3ULkHCGcrnl18eMGeMfqzLwyIbKcrjzqiqzVrqbXH755dPnyXJYcDNS2RR3zouVdG9Ve++9cE7ICy/QxJdHdQsQLaKjN43aycst4qchoe5Np+U8kY05c+b481rupM6QZpK756GDuLSwpHs1qxY3oquvfsIHyLhx3MXmUV0CROPgXblvLcVZrh/96Ef+TVePekbN6q233vLnVUupWqlEiXueyy67LN6NgP5+3ZryWtKAu7WF1Hnu5oRsu+1FrBOSQ3UJkEpXH+zXr59/vGY7IxuqS+bOq8qoW/Xt2zd9Dt1dvvbaa/FuRHbbbTd/3kute96KjjxySrLGGj9PevTYK5kxo/sjNVEbdQmQSlYfFFdLSKVMkC03PNraqau1uV11X4ZYd48Wv3LvB1UWxkLTp89Jll++b7LUUmsne+99ULwbdVaXAPnWt76Vvlksqw/Kuuuumz5+ueWWi3ehQm5otc6xxbXXXusvhkcffXS8G53QMgRusSlVpv7ggw/iQ1qWzs0qq3zbnxt9QEF+1DxAVH3UXWB23nnneHe3aGU6PV6L8yBbbsGjckvrOwcddJB/fWmO6b6jjjrKn7eLL7443t3S9EHEnZvx48fHu1FHNQ8QrU/t/hg0AsWCO5DqqfQOxM1mVxVeVflF9zz66KP+fcHM/ULz5s3z50YljJAfNQ8Q6+qDIfpAqqeSPhDNY3CvrRapQnk22GCD9Nxp8MGzzz4b725pG220kT83zzzzTLwbdVLTANEnUuvqgyFGYVWHXh93Xi2jsMLVByuZiNiqdM7c+VNVACw0btw4f25UiRv5UNMAue222/wfwdChQ+Pd3bbLLrv452EeSHYqnQey0047+cerXhnK89e//tXfAfbo0YM5IQFV3HYLyGkQDucmH2oaIGFH4XXX2evbHHDAAf55HnnkkXg3jFQR2Z3Xcmei607wq1/9qr/4wSacJHvnnXfGu1varrvu6s+NFitD/dU0QFzntz5lVTJUUQseuT+kKVOmxLthNGnSJH9ey22Cmj59un+sAh42+mDlzuOQIUPi3S0tLKJabgFWVEfNAuTVV1/160OUu/pgTGunuz+kcheiQnGjRo3y57XcVfJYfTAbn3/+ebLCCiuk51F3dOUs89zsdG609IPOjUb5VfIhFNmoWYCEqw9WWoI9nEuy7777xrthFC6z+sILL8S7S2L1wewcfvjh/nWgllihI444wp8bXVNQXzULkPDipKqvlVB7u+tstBRjROdWX311/+munE7K+fPn+7tLxulX7s9//rN/r1R6t95sVH3bnZstttgi3o0aq0mAaPVBTfrTi67b83IuTsW4uSBf+tKX0uq+qMzLL7/s35j/9V//Fe8u6fLLL/ePPfHEE+PdMHB3dApmrVePhfSh0Z2b5557Lt6NGqpJgNx///3+ApNVsbhjjjnGP6eK0aEy4RK0p556ary7pD322MM/9oEHHoh3wyCs2HD88cfHu1va2Wef7c+NJl9q+DPqoyYBUsnqg8VMmzbNPydF+yqnET+WEIhXH9TdJir35ptv+qrGKg/zr3/9Kz6kZWlAjvtb1bb44oun88qslS1gV5MAqWT1wWJUldMtSmWt24R2qnjqRrcstdRS6f93F6sPVs+AAQP8uZ0xY0a8uyXpfb/SSisVBIjb1JytuSL33Xdf/DBUSdUDJFx98Hvf+168uyLbbLON/+NRMTrY3Hzzzf48lju+XiPq3GMvvfTSeDcqoOHQ7twy2nChcB15FxxxmGgwh+bUcOdWXVUPEE30cy+q+i2ypLLX7rktKxuiXThCTuVmyqGRMHocqw9mT2vlqFlQ51dr53z00UfxIS3p/PPPLwgL/e1p8IYqIMRB8t3vfje58MILqQxdJVUPEBXlcy9m1qUZdHfj1pPu2bMnnzYMNGdDbcg6hyuvvHJZfRhqTnDDqddbb714NzJw6KGH+vdPVv2HeacmVN3NFhtd+e677/r3vdu0yqkeN3nyZD9KK9zURHvyySdTOy9jVQ8QzSlwL6I+OWQtLKxY7uxpJMnYsWP9+dNs8nKw+mD1ac6UO8dbb711vLvpaMSmm4/029/+Nt7thevIa1tmmWUK9qtWVrh0hNt0PTrssMMYGp2RqgfIoEGD/IuntsqsZ4+G7fet8AbLkm7rddehc6d+qnJHsbD6YG24GnJ6/7z00kvx7qby+OOP+7+pUmvS3HTTTR3C4e67744PS/tGNcLQ3Sm7TX/vP/7xjyue1Nzqqh4gMnr0aP/C6U2giWdZUbOVmk/c82tUELrnN7/5jT9vmstRLre0MKsPVteYMWP863TSSSfFu5tO7969/e/71FNPxbtT4Trybttqq63iwzwN/dVdskYZho/RtuWWW6aBhPLVJEBkxIgR/gVT+qvya1bUNuyeW58q0DUVpnPLzyrUH3vssfiQkrQqnDvnO+ywQ7wbGVKpGDcn5Dvf+U5T9PWV+uQfdpIPHz483u2Fy0No0weZrs6N+u0UyO7OO9zWWWedtO9FgxfQPTULEAkrtipErrzyyvgQE10MtciMnlcjMhgH3rXTTz/dvxZag6Jc4QpxmhmM6tpxxx39+f7Tn/4U724Y6qfUcH4N3OhOJ/k3v/nNoqWPwnXk3TZz5sz4sE7pmqGWkPXXX7/Dc2ieyWmnnUZR0G6oaYBIWE1Tn6qyKv0dDunVOPFif3Ror3vlFn9S23C5dx/C6oO1ddVVV/nzrRFHjSr8ENndTnL1YaiG3j777NPhb9WtI++2//mf/ynY3x233HJLwZwyt2notK5Xer+gczUPEAmHJuoCVsnqhI4CY6ONNvLPm3VnfTMJV70bNmxYvLtLusVn9cHaUh/Tsssum55zteN//PHH8SENwdJJHo7k1Ka7MTcl4Nxzzy3Y97Wvfc08X0ZVkHfffXffXOg2/f/gPfZIXmjbj0J1CRC1U6p2jXuBtNZxFp1Y9957ry8rrnHfWuMbhcLZzWoe+PDDD+NDuqQ3r3uO/fffP96NKtEyw+68Z9mHWA2lFnsqt5Nc1wdXby3cNtxww+Siiy7ya6W7bcKECfHTlUUj3bQmi+5A3HOu2bYNa9vmqVI10wW8ugSIKER08XEvkNo8dStZqbAoYP/+/bvsVGslWiRK4+Xd+bEuBxxWQrY+B8qnIpfuvJdbcr9W9OGib9++aXWDYiyd5BdccEE6anCNNdbwX3NbfIfSr1+/+KlM1EejytQrrrhismPb8/62bXu9bUu0rb++Ru+oMyV+WEupW4CImp1U48e98OpYq3Q+gTrg9MnaPScdvO3U7BR+8lN7spU6QfUcrD5Ye2uttVZ67jVy7pVXXol315WqGLjRTVl3kvfp0yf9mo6dOnVq2vwVhka46dxk2W/x2aefJvddckly39prt4dHuK2ySpKcdZZuueKHtYS6BojoD2Lw4MH+xV9iiSUqLnmikRiugKP+UOfOnRsf0nJ+9rOf+XO8dtsbwdpOzOqD9RWOnvvVr34V76678O60VCe5htu740rVX1MzlY7R31w80XXWrFlpJQr39xhu6g+tyuAOrT2kVSIXiYJk6aWTRP2JLVYPru4BIvrkos4r9+Krg7a7w/GKOe644/zzaVhes8/gLeWMM87w50K3++rItApXH9Q6L6gtFax0H45UKDBvwk5yrRpaTNhJXmoSa9hJrvd0Z55++umCycRuU7D893//d6cz1CumCcuac9b2WrR9s4XbYoslyd57J8m8efEjmlIuAkQUIuGnEnVg6ROGlTrhVNrEPZ8+dRe7pW5muuC7T2j6r4rNVUIrSrpzqrpFqL2wxpMGjtSSJgBqFFSp/spyO8nV6qAJfp15++23fSe5RvwVa+5Sc57KGh177LG+gnG4bbzxxukAkmKPN9OSuocemrT9Eh3vSjTBdvr0+BFNJTcBIvqjCoeYakheJRcp/VGGn0x+2Hbr2ajDHy2uv/76giGJZ6mttgJ682k8vp5La9yXU7kX2fn973/vX9MDDzww3l01YSd+1p3kGk1VTHhNmN6NC7Le45ro6krthJtm8uvn++STT+KHVUZVfk88MUm+8Y2OQbLBBnrRdIGLH9XwchUgos7ecCW2pZdeuqL6Vvpkssoqq/jnU2dcsU87zUR3HmF4lFtptzNhZdhSFxBUly5+el+490fmF8MiLJ3keu8V+9QfdpKX6k/TzHstXHbPPfeUVWZEP+/VV1/dYQEqbRoWrBp9ma+nrppw6vtR8+IiUZD07KkF3ZPEMHQ+r3IXIPLpp5+mQ3Ddi60JVA899FB8WLc98sgjBbe1mr3azHNEzjzzzIKORc1czmI4M6sP5ofuPNxr8Yc//CHeXTW17CTPkpYE3nnnnf3P5Laqraeu0Lz2Wq3n3TFI2q5nie7MMlreu55yGSCimbfbbbedf6EVAA8//HB8WLepBEK4lvKaa65ZtH22UenTWTjaSpvuPLIIDwlXH1R1U9SP+j7ca6w+kazoPaEJi8WaJ5944gn/fbPoJB8/fnxaRkRVhmsx0EWd/Cp3Ek8+rOp66uqnUr25tu/R9s0Wbm13aYnK0rSd00aV2wAR3ZqHNWp02zmvgtENzz33XEG7qPpYsiroWG+aJBjequsiX2mfR0gzi92aClqfAvWnUVh6PTQqK4vlhM855xw/wmvatGnxbi/LTvJ60XB0LYMdTqx125Z9+iSzVV4pow9e3jPPaBGdpO22pzBI2t6ryYABSdKAi1zlOkBEHWKq1+9eXJUo0acgq9dff71DATatUFZO22reaHRJ+EbQUN1KR1vFVK/MPb86P1F/mgfiXhPND6mUKuW65yvVx6VZ4e64Up3kWn9DTURap0P9HXmkUj6//vWvC9ZTX6tt+0XbNnfNNZPkwgvVph4/rDJqPh81Kkm+/vXCINlll/jI3Mt9gIgmvak8gnuBVVpAY7+t1DwWllHRpiatSuee1Jpm24YjVLRpuHJcsTQLYe2yUm3aqB29/mp6SS96a60V7y6btZO8WHOXLs6NstBYuJ76Tm2/1/i2bb4u6to0surkk9tHWmVJgx/OOy9JVlut/fucdlp8RO41RIDIggULks0228xfxPSHXmnH1+9+97sOdXRUWuWdrP9QMqa1DLRegauI6zaVJ7HOMO+Ka/pTc0SjXBRagWpiuddfw2y7olGJN9xwQ/xlL+wkV+2pYlwnuYKkklGSefT07bcnD6tfSRf1cGu7ViSHHVadpqYMmiDroWECRNSOqglB7g9cdXSer/DFVBuu5oeEF2INjRw5cmTugkSj09R80LNnz4KfV+chq3VVOhOuPphlhy0qN3HiRP/aqPO7FDU9qvNYg0mK3TV0t5NcndEqOVSrIcR1oWa3IUOS5MtfLgwSzT4fNEjj2uNHVI8+tGmJioEDk2TVVZO2T4/tgaZ/q4Ne82jq8MGuoQJEVLwvXPdDF9MXX3wxPqxsGpYaz2BVJ7vaeNXhVk8KzrFjxxaMItOmTm2t52EpyV6O89pus933VHsx8kN9hG6dbw13L3V3+NOf/tS/jt3tJK9KPalGoxGHRx+dtJ3ojnclW26pIWfxI7J1/fXtRRvj7x1vOkbH1lDDBYioDVZtle6PXM0rWVTfVNkELXbl2nfdppEpmpeiEVul3qBZUpusSjOoM1Pt0eHPoxFW6vuopKZVOcLx85UMYEB1aJ6Pe300ca6Y7naS625Wd+Ca9d1KlRu6pJFkY8Ykycord7x4r7OOPoVqLH38qMqoj0SjtPQ9dCd05JHtdz4LFrRPSNT8OBVxVA0uHaOhwnpMjTRkgIgu9uF6xipRkNXcBN1xaEEZtfeHF25tGu2kwo9aQrfS5rOYQlD9MnvvvbcfAhluCjKNqa9GJ3kx4eqDWnce+aOZ2u5vRH0iGmnYme52kqMLWgPk8svb1wTRRTvcVlqpvTM8i2UOVLbFzR1pu+4ks2fHRyykiuOaoKhj9ZgKK5p3V8MGiKgMwTptye/ePFpsJsvmpjfffDOd4KRwii/mblt11VXTDkUVcVONIpWO7+puSPt1nGYQ65PeoEGDktVXX73Dc7tNb3pNCKx00IAFqw/mnyaKrrbaav51KlUfSxVtVTZEf69ZfeBqaSoquc02HYNkySWT5Igj9GaPH9E9msnedk3wz9edZb9Vat4d33YtTJ+jyho6QEQXebfIjjb9W1/Lmurw6AKqIoLxBb7Upn4VhUzcv9LVpv6XvfbaKx0yW6yWUC2Eo3JKNY+gfvShKZzHoDvnYp3kqBI1Je2+e5IsumhhkOj/NRO/3PXUp05d+Bx9+8Z7iwvXKtFzVFnDB4joDRQudam7ksyLpAV096B6UxqRFA+ltW5606v5QUtoqgJxXi4Arq9JzWc0eeSPSprEgys0Q11VF1AHKsdy+OHtdyCLBEGirZz11Pfbb+HjSlQq7kDHusfVoMWgKQJEdDseNjWpf0T9JLWgUWBaH0GlIA455JC0SUqzb7WpaUp3IPqv+5r26zgdr9EwWfelZOWNN97wRRk1Bwf5omKGrryMNv2dzS7VTo7a0Yettg+DyYordgySXr1K92eIOuXd8eWUb9Kx7nE1KDnUNAEi6lsIa13p07NGbMHmiiuu8OeS1QfzQ/OB9mv7hBredajwKH/rOaQyKBdfnCTxeurqNyllueUWHltOHTF13rvHqVRKlTVVgIjuBsL2YM0Z0dwRdI8uTnfddVcyatSodFVIdx5vv/32+FDUge60w3kaukMcMWJEbpo8UYQKM6qTW/NGNBFx3Lj4iEJhX0o5r60WrXKP03NUWdMFiKhJSLOz3ZtMs9fzVg00L3ThUQlrFebr169fp0OXtamdXSscon5Uq03FRN1rooCvZgUC1BF3IPWlIa9uzLs2teGrnhaSdF0VzWzfaaed0tFecViEW7gwlTatiU5TSe2pvyxcYVKDRmo1kRR1QB9I/aliryr3ujedKvpWq9hgnuk8qDCe5qt0NZxYnf2aR6BZ9xrJpiHRAwcOLDhGkxyn1mCIINrXxBk8eHDB+Vfwc0fd5LIYhaXFqqqsqQNEVHojvO3X2iLNXp5BK7tddtllyZAhQwrWg+9sU1OfZr5rDfVSEyAVKFrQK3ysymHUaqRbK1J/Xrh2jUq3H3/88ZmtMIkcYx5IfmgVw/Dip1UOm6mKqO4SNKv9gAMOKDlrXpvOg4YRawioquyWQ3ckemz4fCussAITDKvgjjvuKLhbVMHEG9UJi9agjvNwJnp3+h9V1NEdz0z0bKndP5xFrmGPtSqMmDU1X2iFQK2kqOVl45AIN114VAxRVXSzWhVuypQpBXd12nbbbbfkLa20hoqdccYZfmlZbZoYW8kCamhQbR8iCmphlVp3RTPhXce7HqM6WjXQMgEimkGuktfujakKuxq2mnfqt7n11lvTsiJa99ytQtfZFs5o1wJD1RreqbVSVFQy/N76xKw7IdjodVazYHhOd911VwZ/tDIN93XVeFVxV9V4VThRlXjVn6sSKWE1Xh3b1RDhDLVUgIhWT9OCUe4NOmDAgNyth65Q05BNtXdvscUW6SJAcVC4TTORNThg9OjRyYwZM2oeiLoTCgcqaFOpec1iR/c9++yzyXrrrefPoe5ANLQa6PZ6ICoz352iixlquQAR1ZoKh6/qgqf1N+pFxRJ1t6BlarfddtsOy+yGm4bV6i5EdyNa3yEPo8o0rFeFH8OfU82FWi0PXVMZHC0T4M6d7pL12gKemts1o12rD/bs2b4a4RJLtP97l12SZPz49jXWa6wlA0RmzZpVMNNaQ1yr1dzTGXXsn3322ekdkFtRrtimfg4tdHXttdfmevimOnnDuTfa9PsVW5+i1Wk01cknn1zQJNmrVy8KIaJhtGyAiJqJwmq6atOvVohoYuOFF16YtnHHw2HjTWs7qHS81hepRmn6alLZmH322afg99Gnay2UhYXUr6E73/A8acnZPNxRAt3V0gEiWjApLN+hSVtZrL/xyiuvpHMrNMdCK/nFIRFu+tSu76u5G1ms754HqjIclpPRtuOOO7KIUZunnnqqYA0bzTAfo6VSgQbT8gEiKhQYrju+7777lh0imiOhyXYHHXRQwdoknW3qH1CT2QUXXJBeTJqVmtvC9bq1aQDDJZdcEh/aMlRPLGyy1N2o1h4HGhEB8v/UkfmVr3zFv7HVhFRqxu8HH3yQtvlr7fRwbfbONnXY69P3WWedlfy53JXJmoCGIIcVkrVpMa5SM9+bjT6QqMJxWFtsww03TKsGAI2KAAncdNNNBUNmhw4d6kNE5U90pzJ8+PC0um840Sve1CSm2e6nnHJKWum2niO88kKBqxpb4XnSJ3H1CzU79QvpA0T4u6tps5mqIaA1ESARzWsIV3lTWKh+Vnh3Em9qw958882TkSNHpmtpNOoM91pQiQ6tnBeeP5WRb5a+n9hjjz2WFqh0v6v+tsbVcKIXUE0ESCe0xkJYOruzTc0Pw4YNS5u+PtSsUHSbRiAdfPDBBc05auZTn1CpZsNGoxph4VBxVTG+++6748OAhkWAFHH++ecXBMbaa6+drmOucPmb1jtGxXS3Fi5BrE1rxr/wwgvxoQ1FQ8F/+ctfFvxem2yySfLaa6/FhwINjQApYcKECemM7/nz58e7kBHNe9AkyXAynebmqJmnEe9GVCNM1QTC8NCAjFqXmAFqgQBBLqhpJy5FrzpgjTQrWxWfw/4dDcgYrxITQJMiQJAbGul2xBFHFNyNqC6YSr6UOy+n1iZNmlRQw0yTQzUCD2hmBAhyR3XK4smYGuVW7gJYtaAh2gq98GdVdWSqEaMVECDIJc2ROProowvm22h+jSZjVqteWbm0gJY6/cPw0ECLzz//PD4UaEoECHJNpffDulHaNt1007qXgJkzZ05BjTOVwqFgJFoNAYLc0wgmjYYL5+bogn366afX5W5ERS/D2mkKEgUK0GoIEDSM2bNnp+uDh3cjvXv3Th5//PH40KpQ05QmQIbff+utt04LaQKtiABBQ9HywyNGjCi4G9FwWS3/Ws2aY5oL1KdPn4LwOPLII6v6PYG8I0DQkObOnduhCvJGG22UrvSYNQ3HDVda1HDdyZMnx4cBLYcAQcNSk5JKpIfFL3U3ctJJJ2U2EkrVgsMKzSq98sgjj8SHAS2JAEHD0xor3//+9wvuRvT/mhlupY77eDGs7bbbLnn33XfjQ4GWRYCgKeiO44QTTii4G9G/R48eXfbdiJbdVRn/MDy0Dkw9RnwBeUaAoKk8+uijaan98OLfq1ev5KGHHooP7dTMmTPTsuvusSrHPmXKlPgwAAkBgiakkVFaDTLsu9CorWOPPTYdxVXMueeeWzC6S+VUajVEGGhEBAiallYD1DyR8G5k3XXXTR588MGC41Q2ZciQIQXH7bTTTsn7779fcByAQgQImpr6LTRjPVySWHcZWvBJHeUvvfRSssEGG/h9WiVR/SZ5r/4L5AEBgpbw5JNPpqsChncZPXr0SJZZZhn//0sttVRyww03xA8FUAQBgpahu5ExY8YU1LFym5Ysfvrpp+OHACiBAEHLUVCENbVUomTBggXxYQC6QICgJamPQ4URtTXi2utAHhAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJj8H0BcROa9/WF5AAAAAElFTkSuQmCC)
PN: 4H48-1-GZ
CAS: 40073-45-8
Molecule Weight: 159.188
Formula: C10H9NO
TSCA: Not listed on TSCA inventory