| Product Number | 4H56-9-66 |
| Synonyms | 2,3,4,5-Tetrahydro-1H-2-benzazepin-7,8-diol hydrobromide |
| Purity | 97 % |
| CAS | 113853-92-2 |
| MDL Number | MFCD07369339 |
| Molecular Formula | C10H14BrNO2 |
| Molecular Weight | 260.131 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-9-66
CAS: 113853-92-2
Molecule Weight: 260.131
Formula: C10H14BrNO2
![2,3,4,5-Tetrahydro-1H-benzo[c]azepin-7-ol hydrobromide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABNoAAATaAHrsOFGAAACHXpUWHRtb2xTb3VyY2UAAHichZRtj9owDID/ipXPI2nSt4AoJ3anSZPuNml3k/ZtCm3gKtHklJa3fz+nQKGDdX2RXduPkzhupg/7ag1b7erSmoxwGhDQJrdFaVYZ+fn2ZSTJw2yaYxAGmjoj703zMWFst9vR/F1Xam8NzW1Fjv7Jvi57MbuQWrdiIgg4+/Xy/Noyo9LUjTK5RqouJ3VrfLa5atpZ/GMIVim3LQ07hrPKbY/ZfovAPwHd1wW5rOURfXNEYVmuNSytq1QDWxFQfIJPsNJGO9XoAhYHNIc0wrXPpi9PNt9U2jSo+gxlrtavjdvkaKjsWucbTIbK16eMVBwB1dhq7pw6gNe8WXFQAlQIKgIVg0pApaAkqDEoHuCLfo4BPMRar7Uf7O3woTPy2cF3eOzubxcd6yQygvPGC0IaYzkhojIO07NIKJdpBCn6cAxJUxFz4LhYkUReynGUdN8n9yn4iBI4XIYYcRpxnsIooEmE0vMyBE6TBEX3JWMZo4h5LNHIBRqRFPFYeJkEXHYZThmxYKyr2Gy6sKa4UqEsMrLgpC3lD72scUZtKQlYV2iHDeoT+NBrQPQBX/gOmN8Dwj7gt2kYiPqA39RhIO4DvgWG15D0Ad8ww0DaB3x7DQOyD7TNOEyM+8Sxd4cRn7LHtL3+H4bfFOsKuVte/teWn3+nQSa8aZP7CLvqSnb+51G9OQ/Y1WHB8Iic/QHLp47tNFd7CwAAKIJJREFUeF7t3Qm8rWO9B/AyZCozFaWL5lySIbNcZOgjQ1yShKJukilUhggVN8KtyyFlioSQiGQIkWSew+XEQeYhs3ru+b/Hu9rntffZe//XHtbe6/v9fNbnsJ53vet91jrn/a33faY3FABIeEPzCQAYCAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAAcall19+uWy88cZl++23L3/4wx/Kiy++2NyENgkQYNx56KGHynLLLVfe8IY3tB4zzTRTWX755cuuu+5azjzzzPK3v/2t+TIGSYAA48pVV11VFlxwwSo05p577rLBBhuUD37wg1OFSf1497vfXbbccsty5JFHlhtvvLG5K/ohQIBx4+ijj66uNCIcVlxxxfLggw+2yp588slyzjnnlG984xtl1VVXLbPOOuvrAmWOOeYoa6+9dvn2t79dfve735Vnn322x95pEiDAmPfSSy+V7bbbrhUEX/rSl6o2kGl55ZVXyjXXXFMOO+ywqq2kvmrp+ZhuuunKkksuWXbYYYdy8sknl/vum9jcTVcTIMCYNmnSpKptI074cfVx7LHHNjcZsPvuu68KigiMCI4IkJ6BMvPMby/LLrt92X33Cydvd3O59dZHyquv/qO5m5SllppQPdZf/5Re91mXN/X1fK2/8nYIEOhQjz32WFlvvfXK9773vWYRr4neVW9/+9urk/s73vGOcvXVVzc3aUvcwopbWXFLK25tLbjgMmXRRb/UOinHY8UVjy3bbvur8sMfXl0uu2xiefrpXG+vnvs866zbm8V9BkFfz9f6K2+HAIEO8+qrr5Yf/ehHZa655mr98v3Yxz5WbrjhhuamXS0avt/0pjdVn8/KK69cHn744eYmw+KOOx4sp59+a9lnn0vKBhucMtWJv35ssskvyv77/76cffYd5d57n2zuolc9X7/eeieXV16Z+iqkryDo6/laf+XtECDQQS666KKy2GKLtYIjeglFw2789/TTT1/d53/00UebL+sqMZ7j85//fOszinEe0Z4xWh5//PlyySX3lh/84Kqy9dZnleWX//HrAmW11Y4rO+98fjnuuOvLddc9NLkOrz/enuETf55xxm29ljf19Xytv/J2CBDoAPfcc0/ZcMMNWyfFd73rXeXUU0+tyh5//PHqJDnDDDNUZXPOOWc59NBD+20kHo8eeOCBsuyyy77WHjHz5BPycc1NRt1LL71abrzx4XLCCTeWXXe9oKyxxvGvC5SPfvSYMmHCn6d6XV12wQV3V3+uu+7Pqn01y5v6er7WX3k7BAiMomeeeabqVlp3PZ1tttnKfvvtV1544YXmpuWWW24pq6++eitk3ve+95Xzzjuvudm4ddlll5W3vvWtVd3f+c53lj//eeoTcCebOPGpcs45d5YDD7ysbLrpadUJfc89L5pqm/pE/49//LNsvPGp1X+feuotrytv6uv5Wn/l7RAgMAr++c9/Vr+e6wbgeHzmM58p999/f3PT1znrrLPKoosu2nrduuuuW+68887mZuPKD3/4wzLjjDNW9Y32oEceeaS5yZjSXy+r88+/q/rvtdc+sXUV0lcQ1M/39xgOAgRG2JVXXtm6DROPZZZZpupNNBgx7iF6Z73lLW+p9hEn11122aU89dRTzU3HtLgS22qrrVqf1Y477jiq7R3DqeeJPq5CPvWpKVchP/vZTa8r76kZFH09hoMAgRES9++32GKL8sY3vrE6Gb7tbW8rP/3pT6urkayY82nrrbdujVeYb775qtHY//jH63/hjjV//etfy9JLL13Va5ZZZiknnnhic5NxpXmiP++8KVcha655wuQgfeV15bW+nq/1V94OAQLDLH5FxziCaN+Ik2G0d3z961+v2j+GSoyoXmGFFVq/1D/84Q+XSy+9tLnZmBHHPv/881d1iQ4F1113XXOTcad5oo+rkA03/Hn13PHH3/C68lpfz9f6K2+HAIFh9Itf/KL827/9W+vEHhP73X333c3NhsxJJ51UNTDX77fJJpuUe++9t7lZRzv88MNbPc7+4z/+o2u6Lfd2oj/33L9Uz62++r96cjX19Xytv/J2CBAYBtdff301YV99Iv/Qhz5UjWgeCc8991zZZ599qts+8d7R3XXvvfcuf//735ubdpTnn3++fPazn219ZtGmE4Mqu0VvJ/qeVyG9lYe+nq/1V94OAQJDKHoHbbvtttWgvzgJzjPPPFUPotFo+I15nTbddNPWCTmm+ujUdoSJEyeWj3zkI9Vxxiy5MR9Vt+nrRB/dfwUIjGMxqO+QQw6pBvnFSTBuwXzlK1+pBgGOthg/ERMD1kESEw8O9ZxR7YjR9/POO291bAsvvHDXTtnS14k+rkJ6TpnS1Nfztf7K2yFAoE3nnntuNaivPkGvscYa5dZbb21uNqqiV9YxxxzTapiOnmCf+9znplovYzRE6NbtHWuuuWZHBC4DJ0Ag6Y477qhmaK2DI+atOvvss5ubdZQYJxJLutaTEMY4ku985zvVuJKRFO00m2++eeuz23333buqvWO8ECAwSLGy3U477dQaGT377LOXgw46aMRPwu34y1/+Uj7xiU+0TuCLLLJI+eUvf9ncbFhEr7DoZhzvG12b6zm/GHsECAxQ/EKeMGFC6359DN7bZptthmwa8SeeeKJazzumOInHgQceWPbdd9/qz/q5KI/thsr5559f3v/+97eCJLrN3nzzzc3NhsyFF15YdSyI94rpWG66acooa8YmAQIDcMkll5QllliidaKN9bbbnczv9ttvr8Y8xJVAPUngQB+xfbwuXh/7aUf0EItlXev1R6JN4r/+67+qBa2GUlyl1b3T1lprrSENQkaHAIFpiNstsV52feKOQXrtdDGN6UwOOOCAqrdRMxRivEbc2omutzH/U8z7FFcg8Wf8fzwf5bFd87Wxv9hv7D8rAiPWEq9P8hEoEVDtdkGO8Sd1d+JovI/Zh8fDVCuj5ec/v7msvPJPJv9wGP0BlgIEehEnvb322qt1so5Bed/61reqxt+MGFi4/vrrt07O8YhbOZtttlm1hvdgZ9ON7eN18fr6llA8Yv/xPvF+WXFbabXVVmvt8wMf+ED57W9/29xsQGKdk8UXX7zaz5vf/OZy+umnNzdhkH7842urbrk77DD6U/kLEGg44YQTyoILLtg6gcZJOga6Zdx2221lo402au0rej/F///6178esl5HsZ/YX+y37l0Vj/j/eP+sM844o2pcr/cX67NH4/tARftKfVvsPe95T7WeCe174okXykorHVuWXnrC5O93dK9CBAi85o9//GNZbrnlWifMGBl9+eWXNzcbkOiRFdOJ1Cf0uJKJW1Exe+5wiv3H+9RXTvH+cRzZHmKxfGw04sfVQ72/3XbbrTz99NPNTacSXYPrq61Yr2S8TTM/2g455MrqKuRrX7ugWTSiBAhdb9KkSWXLLbdsTbMeg+1+/OMfp+/Tx+2juO1TB1H01Ir3GEnxfvG+9THE8bRzW2ugn9Gzzz7bajOKbeM2YHMb2vfII89Va68vs8zR5Z57Rq8zggCha2V/XU/L8ccf35rEMAYWRu+t0RTvH8cRxxPHFcfXjmldpd11111lscUWq56PAYpnnnlm49UMpVgeN65C9tpr6qVxR5IAoSvFFBo9p1kf7P39plgU6qtf/WprfzFNSMwu2wniOOJ46mOL42xnEavQbCeKVRXr1RFjWpd22l4YmEmTninLLntM9bj//vyPnnYIELrOKaec0jrxxa2dCy5o7z5yNGLH7Z3YX1zFHHnkkc1NOkIcV90mE8fbbiN+3VMtFsjqGcTtXMExOPvsc0l1FbL//r9vFo0IAULXia6kcbKLEdjtjnGIk/CnPvWpan8xLUe2u+tIieOrV0aM4243RELcJqvr3+6VDYNz771PVu0gyy13THn44WebxcNOgNB1YvbcOOF9/OMfbxYN2nbbbVfta4455ihXXHFFs7gjxXHG8cZxx/G3K279xb7iliAjb489LqyuQg4++A/NomEnQOg6QxUg0VU19hNdZsdKeNTieOuuvlGPdgiQ0XXnnY9VY0JWWOHY8vjjI9vuJkDoOkMRILGP6KYaEyrGuudjURx3HH/UI+qTJUBG3447/qa6CjniiJFdKEyA0HXaDZCYfbdemGn//fdvFo8pcfxRj6hPdlZhATL6brzx4SpAYo6sp59+sVk8bAQIXafdAKkXkYr5osb6ILk4/nreq6hXhgDpDF/60jlViEyY0N4s0YMhQOg67QRI3QV47rnnbmvm204S9Yj6RL2ifoMlQDrDn/40qQqQ1VY7rjz33MvN4mEhQOg62QCJcQ8xnXu89qijjmoWj2lRn6hX1C/qORgCpHNstdWZVYgcf/wNzaJhIUDoOtkAiUkJ43VLLrnkmL911RT1iXpF/aKegyFAOsdll02sAuTjHz+xvPDC8F+FCBC6TiZAnnnmmTLnnHNWr/v970dn1O9wi3pF/aKeUd+BEiCdI8ZxbrDB4ZOvJDcrxxxzWrN4yAkQuk4mQA4++ODqNSuvvHKzaFyJ+kU9o74DJUA6y1ln/a7MNNN8ZaGFFiovvzy8VyEChK4z2ACJ6U4WWGCB6jWxcNN4FvWLekZ9BzrNiwDpLHE7Mqbpie8kptwfTgKErjPYAPnNb35TbR+r6o33uZ6iflHPqG/UeyAESOc57rjjWn9nh2K+s74IELrOYANkiy22qLbfd999m0XjUtQz6hv1HggB0nni6nHhhReuvpeTTz65WTxkBAhdZzABEmtpxIJTMd1HLJjUDaKeUd+o90DWNBEgnSmm74/vJRb5Gq4rZwFC1xlMgFx00UXVtosvvnizaFyL+ka9o/79ESCdKVbcrNvuhmt1SAFC1xlMgOy9997VtjvuuGOzaFyL+ka9o/79ESCd69BDD62+m1gxcjgIELrOYAJkpZVWqrY966yzmkXjWtQ36h31748A6Vwxq8C8885bfT/trrzZGwFC1xlMgMw+++zVtg899FCzaFyL+ka9o/79ESCd7YADDqi+n1VWWaVZ1DYBQtcZaIA8+OCD1Xaxel83qlctjM9hWgRIZ3vqqadasyhcdtllzeK2CBC6zkAD5NJLL622G677x50u6h31j89hWgRI59tzzz2r72ittdZqFrVlSANku6WWqh596au8fr5+fHHyX9w91lmnHPHVr5a7bxiZWSXpHgMNkJNOOqna7j//8z+bRV0h6h31j89hWgRI53v00UfLbLPNVn1P11xzTbM4rSMDZKowWXrpcu0AuhLCQA00QOp+9F/4wheaRV0h6h31j89hWgTI2LDLLrtU39OGG27YLErrqACpxVwuj9x/fzlyt92q5/fbdNMeW0N7Bhog9QSKO++8c7OoK0S9o/79TawoQMaGSZMmlemnn776roZqRumODJDa048/Xj3/5eWWaxZB2kADpJ7S45vf/GazqCtEvaP+/U3hIkDGhugMMcMMM1Tf1eWXX94sTunoAHnmtQDZvZe1muvXvPzii+WUgw4qu665ZvnSsss2N4PXGWiA1FcgO+20U7OoK0S9XYGMH1/72teq7+mTn/xksyitIwMkbmE9Ovlya8Iee1TPn/r97/fYeor6NUe9dpsrHtFeAv0ZaIBoA9EGMl489thj1dxm8T1dffXVzeK0YQmQ/h5NzfL68dWVVy5nHH54eaWXRVHqbXZfZ51y8xVXlBcHMOkbhIEGSN0La5NNNmkWdYWod9RfL6yxr56SZ80112wWtaWjAyQee2+0Ubm6l3UJ6vLrLr64WQTTNNAAqZd47fZxIP01uAqQzvb000+Xueaaq/qO+hvTM1jDEiB96au8t+efm1zpv1x7bTlom22qsisacxHVr4ntYDAGGiCDmc5jPBroNC4CpLN997vfrb6fFVdcsVnUto4NkNrjk//yRtlejb7L03oNTMtAAyTUU0BEF8huEvWNekf9+yNAOtdzzz1X5p9//ur7Oe+885rFbRszAbL98stP9fy0XgPTMpgAWXXVVattTzvttGbRuBb1jXpH/fsjQDrXYYcdVn03Sw3TubJjA+S5Z54pf7nuutYtrO9sueVU5b29BgZiMAFSjwX58pe/3Cwa16K+Ue/+xoAEAdKZXnrppfKOd7yj+m7OOOOMZvGQ6KgA6eux/QorlLuuv77X18BgDSZAYvbS2Pb9739/s2hci/pGvQcye6sA6UwTJkyovpcPfvCDY2NJ2/5O6n2VNwOjCo3lly97bbBBOfGAA8rD993XfEmf+4L+DCZA4ldc3YPlxhtvbBaPS1HPqG/UO+rfHwHSeV555ZWyyCKLVN/LiSee2CweMkMaIDAWDCZAwnbbbVdtHyN5u0E9YjnqPRACpPNEaMR3suiii5ZXX321WTxkBAhdZ7ABEvMGxfYLLLBAebmXQa3jSdQv6hn1Heh8SQKks8TtqrhtFd/J0Ucf3SweUgKErjPYAIl/kHWbwE9+8pNm8bgS9Yt6Rn0Het9cgHSW008/vfo+ogF9ILcg2yFA6DqDDZBw3HHHVa9573vfO6y3BEZT1CvqF/WM+g6UAOksH/nIR6rv4/DDD28WDTkBQtfJBEg0SsYJMl7305/+tFk8LkS96iCI+g6UAOkcMVgwvosYPBiDCIebAKHrZAIk1CfY+Mf55JNPNovHtKhPPWJ5sAEpQDpHTFcS30VMXzISBAhdJxsg0SZQ/wMdbwML64GDUb+Btn3UBEhnuOSSS6rvIbpfxwSKI0GA0HWyARJijESs6jbddNNV+xkPoh5Rn6hXZqyLAOkMa6yxRvU97LPPPs2iYSNA6DrtBEjYf//9q9fPO++85f77728Wjylx/FGPqE/UK0OAjL4//vGP1XcQi0Y9/vjjzeJhI0DoOu0GSKyYGQvzxD4++tGPjkhj5XCI447jj3pEfaJeGQJk9MUytfEd7Lbbbs2iYSVA6DrtBkh4+OGHy0ILLVTtZ5111hlUr6VOEMcbxx3HH/WI+mQJkNEVtx3f+MY3lllmmaXftVuGmgCh6wxFgITbb7+9zDPPPNW+Pv3pT4+ZEInjjOON447jj3q0Q4CMrk033bT6/Lfffvtm0bATIHSdH/zgB9U/uHe9611tDwqMe8+zzTZbtb911123429nxfHFccbxxnHH8berXvo37r8PtgcX7bnzzjvL9NNPX2acccYyceLEZvGwEyB0jccee6zqrho9juKEF49///d/LxdffHFz00G56qqrWlci0abQqQ3rcVx1m0ccbxx3O55//vlqvZC4dVJ/nhtuuGF55plnmpsyTLbaaqvqc99mm22aRSNCgDDuxS2bI444ojUte/xiixNpPWlgPDbaaKPyf//3f82XDljcBqrbRKJX03AsH9qOOJ66t1UcZ7u3rU455ZRWfePx4Q9/uHUlFhP5xS9jhtd9991XXXnE3+e4jTgaBAjj2m9/+9vygQ98oHWiW2211VpjHepf0LPOOmtVNtNMM5VvfvOb5dlnn23sZWCiIbrunRWNmnG1M9oj1uP94zjieOK44vjaaTC/9tpry0orrdT6PBdffPFqAFu44447Wp/1HHPMUc4555ypX8yQqgd/brbZZs2iESNAGJfiF9l6663XOtEtvPDCfS7r+de//rVsvvnmrW3jyuT4449P3c+PrrAxniIG5cW+YnqQmJgw20U2K94v3reeniSOJ44rexx/+9vfqtsk9e2/uJo56qijXteGFLev1l9//Wqb2Ha//fZLfY5M24MPPlhmnnnm6ofBTTfd1CweMQKEcSWmcIi+8G9605uqk1g07B544IHlxRdfbG76OldccUVZeumlW0Gy7LLLptsJ4iqnnvYkHjHL7bHHHjvs64nE/uN96ll14xHHkRlhHmI68IMPPrjMPvvs1b7ilslOO+00zSurCIxvf/vbrbCJMQojNbVGt9h1112rzzbCejQJEMaF+GUdJ863vvWt1T+s+GW25ZZblkmTJjU3naY4+cWaGG9729ta+/nsZz9bHnjggeamAxITE9az+MYjrm5ixb/sCb0vsb/Yb892nXjfwU6M2NOvfvWr8p73vKe1v7XWWmtQbSe//vWvq1tZ8dpYX2Qwr6Vv0RkkfhjF5/qnP/2pWTyiBAhjXqycV6+BEI/llluu7e6pcStmjz32mOpKJm4BDeRKpika8eN2Ur0oVf143/veV93HPu2006pbEoMR28fr4vWxn577jfeJ98uOS7nttttabTnxiKuZCIOMuJX4oQ99qNpPXMWcddZZzU0YpL333rv6POM7Gm0ChDHrhYkTy6GbbdY60S244ILlhBNOaG7Wlrvuuqt1Tz8e8as+TtxZEXax1vicc8451Um/PsHGLbQY5BfdM3fZZZeqkT/+jP+P56O8vp3U8xH7i/0OdBna3jzxxBNlhx12aLXfxNXD97///bZvu0WnhOjlFvuMK7qY7C/bFtPt4lZg/Xfn0ksvbRaPOAHC2BOD9b71rfLqrLOWwyf/Q1ps5pnLnnvuWf7+9783txwyF154YeuXdDw+9rGPlRtuuKG52YBF28Jll11WBcSqq67autUz0EdsH6+L18d+2lm6NBrCf/SjH7XGskS30C984QvlkUceaW7almiLin3He3ziE58oTz31VHMT+vGd73yn+vyiJ1wnECCMLSefXMpCC03+m/uG6nHvxhuXR++9t7nVsIhbQv/zP/9T5p577taJNn71P/roo81NU6KnU4zqjttP8YiG6AiI+LN+Lspju6Fy0UUXlcUWW6wVTKusskq57rrrmpsNmd/85jet8Thxa+zWW29tbkIfYhaBulddfI6dQIAwNvz5z6XEr67XgqMssUSsoNPcakTEdNkx71B9qyduKRx66KFt3+oZSffcc081arwOjpjW5dRTT21uNizuvvvuagaAeN+3vOUtfXavZmr1FDxLLbVUs2jUCBA6Wwx6i2kapptuSnDMO28pRx0V912aW464W265pay++uqtk3A0ZnfaCPSm6BzwjW98oxo0Gccco8fjCueFF15objqs4nbjJptsUh1DtIvELUjtIn2LzhvRxhefVycFrgChM8U9/YMOKmX22acEx4wzlrLTTjG0urnlqIueRYsuumgrSGKywk6byiO6J8ctsLe//e2t4/zMZz4z6vN2fe9732u1i8T08tMaX9LNJkyYUH1G0Q7XSQMzBQid5+yzS3n3u/91u2rttWOejOZWHSUaseNk2HPAXfSe6oSG4iuvvLIss8wyreCI//7DH/7Q3GzUXHDBBa12pXdP/t5vvvnm5iZdLdreFllkkerzOemkk5rFo0qA0DmiQTX6ttfB8d73xuIdza06Wizos/XWW7dGYc8333zl6KOPHpXbM3F1scUWW7SCIwZHxsDCTvoFW4uJLJdYYonqOGPMzS9+8YvmJl0ruqbH5xJXuc2pY0abAGH0PfFEKTvsUMoMM0wJjjnnLOWQQ2JejuaWY8Y111xTVlhhhdbJO2arHal++9GeEe0a9ey40d7x9a9/veOnWY9eRjExYP2ZxTF32glzpMUPj3qCymOOOaZZPOoECKPrlFNKmWeeKcEx/fSlbLttKUM8/mA0/exnPyvvfOc7WyfFaDi+dxi7Hccv955Tp2ywwQZVr6ex5L//+79bPdxi1cjo9datTj/99OpziL9D7Yz1GS4ChKnFiTwefZlWedwaiVsP665byvzzT2n4jj/XWaeUn/98SnnTAgtM2d8qq5Ry/fXN0nEhflnH6Ot64aWYRTWmoxjKgY/XT/7sYmBhHRwxtuN3v/tdc7MxI469Xr8k7v8P9dxhY8WSSy5ZfQaHH354s6gj9HEmoGtNKyBCX+WxhkYER13e2yOCpLnWxjXXxOiyqZ8bp2IBoHr96nhEt8wTTzyxudmgxGjxbSdftdU9mWI0eYwqz86D1Uni86pPoHE7Lhax6iZx9Rp1jwlCY+2aTtTLmYCu1ldA1Poq/9Snpjwf7ReHHRaLbExpw4huovHraa65ppTHdl0uph6pT4zxWH755cvVV1/d3GyaYtDiIYcc0poXKW75fOUrXxl3t3vixBndjevPKmYcHq/tInGVdeSRR1azP/fsFh5jZDpVL2cCulpfAVHrrfzCC6c8N/lXYumrC2Y8H+Wx3Ri+tTJUonE0GkXrqSliMN3nPve5Ac3Ke+655041A+8aa6wx7qcEiVHYdbtI1DemNB/LYoLJmF8tFtxae+21e50gM2aCjqvUoZoqZzhM40xBV+otIHrqrXzzzac8t+++Uz/fFOWx3eRflEwR40TiV3U9bXxM7RET5vXWYBpLxsbJpj7BxJiJs2PMTJe4+OKLq27RUffoKBDtPmNFdJw4+eSTq6vEuPqsu3n3fERYRCeLwyZfwUcvvrFwG3IaZwq6Um8B0VNv5ZP/MVfP3XLL1M83xVVIbLfIIs2SrhfrZsQMtfXJJBqOf/nLX1ZlMTo7VgGMwYlRFr9WDzrooF5DZryL5YdjLqj4HGIt+04bWBfi9mIs9BRXTRtvvPFUi3zVj2iziiCJ6fOjbWfixInN3YwJ0zhT0JXqgOjv0dPMM095rr/5lKIhMLabZZZmCa85//zzp1p4KsYA1LPXxq/WWJf84ZgfrIvFOJdYbbL+jHbeeedR/bUe66jE6o0xbiV6wkWwNQMjpt+PqVpiUbLoYRa3sMYDAcLUmkHR16OnwQbI5H9g9C1OhnEbo+caIbGu+Z9jRmJajjjiiNZV2WqrrTbk65f0JVZsjOWTP//5z7cG+TUfsRRwhNxRRx1VbrrppuYuxg0BwtR6C4ieeit3C2tYxLof6623XjWGhN7F+ijRzTVO2gsttFC59tprm5u0JXqBxXt897vfLZ/85CdbV4M9HzHSP2YdiLasM888c8SCrBNM40xBV+otIHrqrfzTn57y3H77Tf18k0Z0hkHM+VVPFhmDNY8//vjmJgM2adKkavR3tDnFPusrnJ6PaMiPEf6x3G9MShlTrXeraZwp6Eq9BURPvZVfcMGU5978Zt14GRVxEo9JLOuTfDRO99cuEl2poydXrDK5+eabTzUFTM/H4osvXr74xS9WwXTXXXc1d9PVpnGmoCv1FhA99VW+/vpTno8BgzFwMAYQxkDCBx6Im9UGEjIi/vd//7d11RAN2j2X/3366aerTgpxSzDGkkSX6WZYxEzAsUhYTDUTi4N1wnT8nayXMwFdra+AqPVVHjO9rrXWv8p7e8S6HuOk9wmd6/LLL6+mro9AiPm0oittTBUfgzWbgRFL+cYMwNEgH2vBj8a0+2NZL2cCulpfAVGbVnlMlhiTJkZQzDfflOnZ48/4/5jHqLfJFGEYRFvG0ksvPVVYxEj2eG7HHXesZi1+IK6OaUsfZwKAsS0GWm600UZlq622Kpdcckk1KzJDS4AAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACn/D/+eF9O68tw8AAAAAElFTkSuQmCC)
PN: 4H56-9-4U
CAS: 667398-64-3
Molecule Weight: 244.132
Formula: C10H14BrNO
![2,3,4,5-Tetrahydro-1H-benzo[c]azepin-8-ol hydrobromide](data:image/png;base64,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)
PN: 4H56-9-4T
CAS: 374813-35-1
Molecule Weight: 244.132
Formula: C10H14BrNO
![8-Methoxy-2,3,4,5-tetrahydro-1H-benzo[c]azepine](data:image/png;base64,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)
PN: 4H56-1-971
CAS: 247133-22-8
Molecule Weight: 177.247
Formula: C11H15NO
PN: 4H48-1-7D
CAS: 165530-14-3
Molecule Weight: 177.203
Formula: C10H11NO2
![8-Methoxy-2,3,4,5-tetrahydrobenzo[c]azepin-1-one](data:image/png;base64,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)
PN: 4H48-1-048
CAS: 22246-71-5
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 3H33-5-0X
CAS: 17724-36-6
Molecule Weight: 183.68
Formula: C10H14ClN
TSCA: Not listed on TSCA inventory