![7-Bromo-2,3-dihydrobenzo[b]furan-5-carboxaldehyde](data:image/png;base64,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)
| Product Number | 2H15-9-X1 |
| Synonyms | 7-Bromo-2,3-dihydro-5-formylbenzo[b]furan |
| CAS | 875551-14-7 |
| MDL Number | MFCD08689769 |
| Molecular Formula | C9H7BrO2 |
| Molecular Weight | 227.057 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H15-9-X1
CAS: 875551-14-7
Molecule Weight: 227.057
Formula: C9H7BrO2
![7-Bromo-5-(hydroxymethyl)benzo[b]furan](data:image/png;base64,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)
PN: 2H10-9-48
CAS: 501430-83-7
Molecule Weight: 229.073
Formula: C9H9BrO2
![2,3-Dihydrobenzo[b]furan-5-carboxaldehyde](data:image/png;base64,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)
PN: 2H15-1-Y0
CAS: 55745-70-5
Molecule Weight: 148.161
Formula: C9H8O2
PN: 2H10-9-0H
CAS: 206347-30-0
Molecule Weight: 199.047
Formula: C8H7BrO
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)
PN: 3H17-9-01
CAS: 519018-52-1
Molecule Weight: 213.03
Formula: C8H5BrO2
PN: 2H21-9-0B
CAS: 196597-68-9
Molecule Weight: 271.11
Formula: C11H11BrO3
![1-(2,3-Dihydrobenzo[b]furan-5-yl)ethan-1-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABsqAAAbKgFWk3h5AAACC3pUWHRtb2xTb3VyY2UAAHichZTri9swDMD/FeHPO7/yLk2P0mMwuGOwu8G+DTdxe4HGPpz09d9PTh+XrF1GUyRL+smxJGf6eKg3sNOuqazJiaCcgDaFLSuzzsnPt68PKXmcTQsMwkDT5OS9bT8mjO33e1q861odrKGFrcnJPzk01SBmH1Dr1kxyLtivl+fXjnmoTNMqU2ikmmrSdMZnW6i2e4t/bMFq5XaVYadwVrvdKdtvyf3D6aEpyedZFuibIwqraqNhZV2tWthJTvHhX2CtjXaq1SUsj2gOaIhnn01fnmyxrbVpUfUZqkJtXlu3LdBQ240utpgMlW9POakFAqq19dw5dQSvebMSoCSoAFQIKgIVg0pApaAyUILjH/1CYp032m/0dvzQ+LawgO+wOP+uGhZI5iShUSYCOIuUZjLiEFMZJfFFhGgMMggwhEuQVMgoBkGl5OFldfadIgkcMXGEukzRFKQoAhqLTyEpT1AIGvD+KsriDFdp2HE8TZMLcMqCJWHXmsymS2vKngpVmZOlIF2xfuhVI8/1ImBdqR2OoE/gQ/uAHAK+uldA3gOCGyAc3yEcAr5zV2B+D4iGgO/zOBAPAT8V40AyBPwMjZ8hHQJ+4saBbAh08zlOeP+gdd08/4cRNwfpIXePLv5q+OXKjDLBTQvvI6w3k+xyp1G9ue+s9zFg+Amc/QFQWYjdf2ZTVQAANDtJREFUeF7t3Qe4FNX9/3GVKGBD0KhgQxAVDDbsAhaIUcSCLRoVsYsldvwp2AuWaCyoYAwaMZZYsCSKYEHsXcDYFQULlqBREUTM+e9n7n/2zp69F+5+78zOzu779TzzPMqend09d3c+M3PaIg4AAINF/H8AAKApCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAMi0p59+2p188smuR48ebuWVV3aLL764a9OmjVt33XXdoEGD3NixY938+fP9pwUWWWSR/NYUpZavdtQCgEx6//33XZ8+fQoO6o1tHTt2dPfff7+/i5IDodTy1Y5aAJA5uupo165d/mDes2dPd8stt7hp06a5H3/80c2aNcu9/PLL7owzznArrrhiowf9UgOh1PLVjloAkCkff/yxW2GFFYKD+GKLLeauvfZav0gBhcnAgQMbPOiXGgillq921AKATOnXr1/+IH7BBRf4Dzfq9NNP9/+p5EAotXy1oxYAZMbrr7+eP4CrXaOxxvGmKjUQSi1f7agFAJkxdOjQ/AH8vPPO8x8uWamBUGr5akctAMiMXr165Q/gEydO9B8uWamBUGr5akctAMiMVVZZJX8Anzlzpv9wyaKBUOoGAgRAhrRq1Sp/AJ87d67/cMn8UChlAwECIEOSDJCmKLV8taMWAGRGkrewmqLU8tWOWgCQGTSiVxZqAUBmVGI33qlTpwaDFDfZZJNgepWWLVu6tdZayw0ePDgYNV/NmlZrAFABXnvttfwBvFOnThUxkDD6b/6mWYFfeeWVyB6qS9NqDQAqxE477ZQ/QA8fPtx/uFGaWNHXUCAsSEPlu3fvHlwNPfnkk2769Oluzpw5wVVJ3759g3K67VatmlZrAFAhPvroo/xMvC1atHAjR470ixT45ptv3EEHHdRgSDQUCAtSSvkZM2YE5Vq3bu0/VDUWXgsAUGF0tt+2bdv8wbx3797u1ltvDcJFVwAKDd06OvPMM4NFpho76JcSCFJK+c8//zwot/rqq/sPVY2F1wIAVKB3333XbbvttgUH9cY2tZc88MAD/i5KCgRpSnm1y7zzzjuuf//+QbmLL77YL1I1Gq8FAMiAp556yp144olu4403DhaP0pK2yy67rOvatWuwpK2Co7HG9qYEQtTCykcf15iVq666yi9SVRquBQBAyaIB8qtf/cptv/327rnnnvOLVQ0CBABi9PPPPwfjP0aMGBE09quhf8KECX6xqkCAAEBCHn744eBqRIMMqxEBAgAJmT17dhAg1dqVlwABgIQ88sgjQYCsscYa/kNVgQABgGbo0aOHGzVqlJsyZYr79ttv3Q8//BB0473kkkvccsstFwTIaaed5j+tKhAgANAM0Z5XDW3qiaVbWdWIAAGQeTrzHzduXCoH6smTJ7tTTz01GIei0fEah9K+fXvXr1+/YHT8L7/84j+lahAgADKvZ8+ewdn+rrvu6j+EBBEgADJvmWWWqerG6kpFgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIPAIkHQQIgMwjQNJBgADIvCWWWCIIkKWXXtp9/vnn/sNICAECIPMWXXTRIEC06Wpk+PDh7qeffvKLIWYECIDMa9WqVT5Awq1z585u7NixflHEiAABkHlhG8hSSy1VcDWirU+fPu6NN97wn4IYECAAMi/aiP7ss8+6zTbbrCBEfvWrX7ljjjnG/ec///GfimYgQABknt8L63//+5+7+eabXfv27QuCpF27du6aa65xP//8c+EOYEKAAMg8P0BC33//vTv99NNdy5YtC4KkW7dubsKECQVlUToCBDVDvXIOOuigoMtnly5d3IcffugXQQZ99dVXbvHFFw+CYfnll/cfDnzwwQduwIABBSGibdddd3XvvfeeXxxNRICgJtx7772uU6dOBQcPnZUOHTo0OEtF9sybN8/9+c9/dsstt1z+b6qTgwV57LHHXPfu3Qu+B3rOkCFD3H//+1+/OBaCAEFVmzJlitt+++2LzjyjW4cOHdzf/va34L45suHhhx926667bsHfUb2vDj/8cL9okfnz57vrrrsuuFqJPn+llVZyo0ePdr/88ov/FDSCAEFV+vrrr93gwYOD3jfRg8Tmm2/uHnnkkUYfe+655/xdoYI8/vjjbqONNio6Cdhnn33cRx995BdfoFmzZrk//vGP+dtf4dajRw/39NNP+8XRAAIEVUW9a6666irXtm3bgoNCQ1cZU6dOLbo60VnsgQce6D799NPIXpG2b7/91p144olFwbHhhhu6J5980i9ekjfffNPtsMMORfv+wx/+4KZPn+4XRwQBgqqhK4uuXbsWHASa0s7RUPuI5lS64IIL3Ny5c/3iKCPdTrrhhhvcr3/966IDvDaN99C4jzg8+OCDQeeK6P6XXHJJd84557gff/zRLw5HgKAKvPvuu65///5FB5c999yzyT2t1EProosuyncHDbc111zT3X333X5xlMHEiRODK4zo30O3HVdfffWCf9NV4wEHHOA++eQTfxcl0/fgsssuc23atCl4Db3m7bff7heveQQIMku9Zk499dT8TKzhtv7667snnnjCL94kn332WdDV158OY9ttt3WTJ0/2iyMB06ZNc3vvvXdB/Wvr16+fe+edd4Iy9913XzDXVfRxTWNy3nnnuTlz5nh7LN0XX3zhDj30ULfYYosVvEavXr3cK6+84hevWQQIMke3NW688Ua34oorFvy4V1hhBTdy5Migl01zvfDCC27LLbcs2H+LFi3ckUceGYw7QPx++OEHd+aZZxZNjKjeVup15dPVwsUXX+yWXXbZgvIdO3Z0//jHP/ziJgoLhUbB+8mFym25cPkpFzK1jgBBpjz11FNu4403LvhBqxfNCSec4L755hu/eLONGTPGrbrqqgWvp3EHGn+gcQiIR3PqWet/HHzwwUVXC9tss4177bXX/OImun2l21gtc/vdLbeNzG3T27Rx7tJLlWR+8ZpBgCATPv74Y7fvvvsWHCC0/e53v3NvvfWWXzxWpZ4Zo+lefPHF2K70XnrpJbfVVlsV7UtjQ0rdV0PUkD7ynHPcWUsu6Sbl9u3CrUsXtcD7xWsCAYKKNnv2bHf22We71q1bFxwY1l57bffPf/7TL56optybR9OorWnQoEGJtDXdeuutbrXVVivYr65mLr/88oVezTTF7OnT3Xd/+EN9gITbDjuoT7BfvKoRIKhYf//734sOBOod86c//SmWA4FVQ72DdBvtpJNOCsYroHEL6u121113+cXNdOJx1llnFZ14rLPOOu5f//qXX9xGgw179CgMkdz3wP3xjxql6JeuSjUfIDoT0qAzjRcYOHBgMCiJKS3S9fLLL7utt9664IevWxGHHXaY+/LLL/3iqWhsfIL+X//OdBjF0hhvo9Hpv//97wteU9tOO+3k3n77bb946fR3Hj3auZVWKgwSTep43XWaN8V/RlWp+QDRJbP/5Vp55ZWDe7CPPvoo6waU0cyZM90hhxxS1Bjau3dv9+qrr/rFK4KuOHTl4U+HEccI6WpRCSP+J02aVDQFiv5mGt0eS+cLTcQ4ZIhzmsxxkUiQdO+uGRz90lWjpgNEXUH98PA3TbimHh4PPfRQcPmN+KleL7nkkqLumFrb4c477/SLVyS1gagtxP/+WOZoqhaaj+zoo4+umDnHdFX4l7/8pcHu36NGjYql+7fT1PC77loYItoGDNCc8n7pzKvZAFHPHQ08Cr9Emj9JX6K+ffsWnU2Gmw5wOmvSpThTG8Tj/vvvd2uttVZBPcc5IKzc1CtL99mjn0e9t9SLS725aoGu2q+++uomzUeWBl01nnzyyUUDUDfYYAPzANQiWqyqW7fCEGnZ0rnTT9cqV37pzKrJANH9Vn1Zwi+OJk2L0rrJN910k9t5552LVjKLHuR0dqn+4bVyYIjTv//97yCs/Xrdf//93YwZM/zimaIG/iuuuKJgnQptGuegHkLVbPz48ab5yNKgKXD0G/e/g3vttVfQ467ZdPv7mmuca9euMEjat3fu5pu17q7/jMypyQDRFM7hl0WNegtaSOa7774LfvR77LFHMLGa/2XTpjNMrWyms6tY7qdWMYXzscceW3RbY9NNN3XPPPOMXzzTNPbgiCOOCDoARD+rxipo/EM10cF4l112KfptlDIfWVrGjRtXtLaIftPDhw1zc+M4Ocx9590xx7jcl74wSDbbzLmYJoJMS80FiGbcDPue61bV888/7xdplLoGqquhrljUe8T/sWjTZbEGt6l9JY7BS9VCtzVGjBhRtIiPOizoai/t2xpJev3114s6a6ijgMZBaBR1li1oPjKt3ZEV+n5eeeWVBbfdtsltI1ZZxc265Ra/uM0bbzjXp09hiOSORe6AA5yLYSLINNRUgKjHhxrMwi/I8OHD/SJNpttgDzzwQDDxnn+vN9x05rnddtu5a6+9NuguXKvUm2299dYrqBvd1vi///u/4AqvVujkQ/M0RetB4yH0PcxaBw01SP/1r38NVvGLfh79vq6//vp4GqRToIb/o446yq2V++0Ozn2e+3PbvNzmtthCE6T5xW3uu8+5zp0Lg2SppVyuQv2SFa9mAkRf+GhXQt1/j6uvvu55696vxin4PTzCTVc9PXv2DO6Na1qOWvD++++73Xffvagu9G96rBbpxOP8888vuoLVzLJjx471i1ekxuYjO/7446vmFu60KVPc2NzJ33uLeFcLuRNGF8fJoE4YdAKbO4HI719jRzKmZgJEo1/DL7sGeyV1RaAzL/XkOOaYY9wquctf/+AZbloIR++pGg+kuqrQ1YXfAeE3v/lNcDUC3bH4JOjR50/loZMcjZuoRGnOR5aae+5xrlOnwquFXPi7Cy/U2YBfunS6hTloUN34kZNO8h+teDURIOpzHnbN1Q+2nHMoaW1ldRn0b11EN90vPvfcc4OeSVmmdgy1Z6hdI/r51O6h23jluK2hM3wdgO/J/fB1a0hjeHRQVhuEBpLp7xBu+n/9ux5XOZXX8/T8pEZG+/Td1LiIaH2pg4HGT+h2SiUI5yPzO5GkMR9ZKvRdUGAoOBaJBImCRQFTw6o+QNTnW/PshF96TfudFs0WesYZZxSNe4huGkMwbNiwzC1aox5U6knlHwiPO+64oOdVUtSFWr1ohgwZEry+P4rdumk/2p/2q/0n2VVbwasefBonEX0P7dq1C8ZTpDkbwm233Va0AmAlzEeWCo2aHziw7lbWIpEg2W4756ZM8UvXhKoPkOglt844y3VmuTBTcl84ndXpto5/8Ao3BZ96uMS15nMSNGZDYzf89/7b3/42sSsqHcxvvvnm4MrB7/3TlE0j3P1/W9im19Hr6XWTChONk9AJhn/rr1u3bkEbWzlpPjK12UXfR6XNR5Ya9dxUo/oikRDJ1Y076ii1wvul46GTCI0h2mefuisfNbpr03/vvbdz6imWQqBXdYCMHj06/+XXwL9YJk9LgPrQa0K5Hj16FB24wk2D0DR+RTPBxtX43xwaJa7bbtHR/Np0daXR5UlQt1C1G/i3UqKbGqMHDBgQXDnodpq6aWtQWGNXQfp3Pa5yKq/n6fn+cqnRTa+v95FUN1WNm9C4I/91Nc7iPU2VkaAszkeWGh20V1mlMEjatnXuyivrDvhxmTTJuXXWKXydhra1164rW0ZVGyAKi+jBTV0Os0AHs8suu6xoYZzopq6TGqCW1mSPmp/KP4vXNC+azyqJ7qha/9q/PRZu7du3Dw7mOvjH3btN+9N+tX+9jv/a2vS+9P6SoIDq3r17wevpSkhXpQsa/GqxoPnI7rjjDr84QroaHTbMuVatCg/mXbtqhKJfunT33ls3BYr2mQv13A9fDWd1kzeqC7wGpB59dN1jKqOyZezNV5UBottU0Zk3dRsri9RT55prrgkaev0zwnDTfXI1AGuNg6Rvz+kMVGei0dfX+9IZq85c46Z1rf0DqDadGOigPmHChLJdjel19Hp6Xf+qS5veZ1zrcEep44HGVUTHL2nTSYROiuL4/I3NR6YrTOZ8ayJNfbLXXsVXBf376xaDX7pp1LMtd7Ub7EfBsKDVLzX3VhhiurVVprstVRkgaigPfwhqR6iGRX6++OKLYJ0JtS00NtmjBqUdcMABQU+iOH/4uuete9/+lBy6R6575XFTl1B/5LY2dTDQbKrqFZQmvb7ehz9poja97yS6tM6aNSsYZ+H/7XXbU+MyLNRGpe+T/xmqYT6y1Ggyxg02KAwRddE95RT16PFLL9g229TvY8QI/9FiuRONfPnc97Acqi5AdCYenaokjWmjk6aDiW6t9M+d3fgNruGm+/RaflW9aKyT2KmXjXrbqNdNdN9aJVD7jZsOzBo/4jeM6+xet1HiONuOk96P3pd/laT3r8+RRNApnDTuwv9777fffm769Ol+8Qbp+6Pecf58ZJtssknVzUeWCnVXHzXK5S4bC4NkxRW1hkTdIlQL89JL9c9T20ZTnqMy0bYS7SNhVRUgGhwYXSHuQvXdrnIKB032qEnrGmtc1sRwaoBVD6KmjhRW/37184/uR8uDqudYEgdG3R7r0qVLwetpIKZmO84CvU9/4Kg+T1INz5rTza8v/f3POeecRq8+dTtM43FqcT6yVOi3pmEDWuZ2kUiQHHmkX7LYaafVl7/gAv/Rxqls+LzcSUzSqiZAdDYYnR5cXS4r7Yw1aTqw33333cEtCH+qjHDTVdkOO+wQ3IJpqDtmY2e4akeKu5E6dN111wUhF76Wzoy1UlzW5snS+9X7jp7Z63Pp8yVBV4jqcOFfIWrchn+FqA4XfpdxXb2eljtQZa2eM0ftETvuWH9g32orv0SxrbeuLz9xov9o41Q2fF6vXv6jsauaALn44ovzPww1OJZrqcxKpQZ1naVqxteFTfaoWXIVHA3dY9ecR9Z77Auj8RRaUyX6ejrIafbaLNP79w/W+pxJjR9R+5jaqPyOFmqjUg+xhuYj22233apyGp2K9tBDdT2mNCvvwnToUB8Eub9vk6kzS/g8dTFOWFUEyAsvvFAwVYkOnKinM1X1IDr88MMbnezR39TLR1PSJ3UVp6nuNR9Y9DXVmyuJ22Np0OfQ54l+Pn3eJKf41+2yXrmzTv9vGd00KzLzkWVAtFtwKb0rVTZ8XuvW/qOxy3yAqD+8FoUKfyAabIfGKRCeeOKJYFEn/569Nt1+SWKcQZTWCI/2YFKX0VviWnOhwuhzRbv96nMnvUa6Gvb9cTrq7q0rzTTGDcGAACkPLe4U/ki0TG3SYyGqjSZ7jI661nrvSXrzzTcLgkudHqptdT6fPl+0c4c+v+ohSWpIV7duvZ6uyhsbiY8KpWVvwyDgFlYy1KsoehabRP/7WqBFscJ6THISR515R8NDM+K+8847frGqpM8ZnZFZ9ZD0lUi4TKuuKpExcTSi9+zpPxq7zAaIfpDRnkbqVQSbcgSI7v1Hb1tpgsBa6+igz6vPHdaB6iPJNhECJMOs3Xg1dCF8Ht14G6Z5e6IroqmHC+ySDhD1Poo2mOtMvNbCI6TPHb0SUb0k1TuLAMkwLZ8bBoEGBzalM4vG8eT+5vnnMZCwYSeddFLBwaipg+PQsKQDJNpVV20BtXLbqjH6/NE2kaROgAiQjNMtqDAMNE3Jwmj0e1he06CUQeYC5KGHHspPVaIfBlMvNF+SAaJBdOG+1U5V7Q3mTaV6iPbOSmKwIQGScVpPRz2pFAjqlbWgNWG0tEBYVhMwlqk9OFMB8vnnnxeMYzj//PP9IjBIKkA0LiE6wnzMmDF+kZqm+gjrRvUU97QnBEgVuOuuuskYFQyasl2LVun2lmYP0Bx3uk117LF1C1qpjGbtTbgnZVRmAkTz9GgKjvAHp1lPkxrkVmuSCBANpIvO1aRBdSgWHWyo+opzICUBUiXUsyr33QgCYkGbyjz5pP/sRGUmQC699NL8D02TwWmtDMQjiQDRbLThPjWtR2MT/NU61Ut02hPVW1wIkCoyb17dCohac2TNNetuU2nr2NG5PfdkSdsF0f3icIpvtX8ktWRqrYo7QDRILvx76eA1efJkvwgiVD/hBIyqt7gGGRIgSFrFB4hmCo2ulnbMMcf4RdBMcQeIJmgM96fZabFwqqewzlR/cSBAkLSKDxCtsBf+sNZff303Z84cvwiaKc4A0bKu4b402pqpwptG9RQdpR/H8rgECJJW0QGiiejCH5QWy9ESnIhfXAGijg4K+XBfmtQPTaf6ip4sNXeBJwIESavYAHnvvffyk8FpG6VBMkhEXAGitSfiPADWGj+AVZ/NQYAgaRUZIJqqROszhz8kLdeK5MQVIJtuuml+P1x92ESvQlSfzUGAIGkVGSCnnHJK/kek5TmZqiRZcQTIY489lt+HJglkjI6N6i066aTq1YoAQdIqLkDGjRuXX5pTX3ytV4FkxREgBx54YH4fWskQdqq/sC5Vr1YECJJWUQEyc+ZMt/LKK+d/POeee65fBAloboB8//33+XmdNMW+/h92qr9wqQLVq7U+CRAkrWICRA2IO+64Y/5A1rt3b26DlElzAyS6sFdzzphRL3pFp/q1IECQtIoJkD/96U/5H4zWb54xY4ZfBAlpboD07ds3//wJEyb4D8NA9RjWqerXggBB0ioiQF5++eX81Bfaxo4d6xdBgpoTIFoMKfzbtW/fnqvGmKgeVZ+qV9WvZdEpAgRJSz1AdH83Omvr4MGD/SJIWHMCRJ0ewudy+ype0dtYqudSESBIWuoBMnDgwPyPRLOSMlVJ+TUnQIYMGZJ/7k033eQ/jGZQfYZ1q3ouFQGCpKUaILfeemv+B9K6dWv3xhtv+EVQBs0JkOiAz48//th/GM2g+gzrVvVcKgIESUstQN5//3237LLL5n8g1zdlzV8kwhogc+fOdS1atAie17lzZ/9hxED1qvpVPau+S0GAIGmpBMi8efPcZpttlj9oDRgwwC+CMrIGyNSpU/kbJkz1Gtax6rsUBAiSlkqARO+br7baam7WrFl+EZSRNUDuvvvu/PPiXEkP9aIrO6q+S0GAIGllD5Dx48fnpyrRZfmkSZP8Iigza4BceOGF+efRgJ6MaEO66rsUBAiSVtYA+eKLL/J927WdffbZfhGkwBog0ec9++yz/sOIgeo1rGPVdykIECStbAGiqUp22mmn/I+hV69ebv78+X4xpMAaIP369cs/b/r06f7DiIHqNaxj1XcpCBAkrWwBcsUVV+R/CG3btuWAU0GsAaKTgPB5TLmfDNVr9KSrFAQIklaWANFBqWXLlvkfwj333OMXQYqsAbLhhhvmn/fzzz/7DyMGqtewjlXfpSBAkLTEA0RnUOFU39qOPPJIvwhSZg2QcIyCBoEiOapf1XOpY20IECQt8QDRAMHw4KSrkK+++sovgpRZA6RDhw7Bc5Zffnn/IcRI9at6Vn2XggBB0hIPkO+++84ts8wy+QPUwQcf7BdByqwBwhVIeXAFgkqVeIDIlClTXKtWrfIHqdtvv90vghRZA4Q2kOTRBoJKVpYAkREjRuR/CG3atHEffvihXwQpsQYIvbCSRy8sVLKyBYjstttu+R/DFltswVlrhbAGCONAksc4EFSysgbI119/7VZdddX8D+L000/3iyAF1gCJPo+R6MlgJDoqWVkDRJ544on8FOCaE+uxxx7zi6DMrAHCXFjJYy4sVLKyB4gMGzYs/6NQ10S69qbLGiDMxps8ZuNFJUslQNT2sdVWW+V/GP379/eLoIysAcJ6IMljPRBUslQCRD766CO33HLL5X8cV111lV8EZWINEFYkTB4rEqKSpRYg8o9//CN/4NIo9ddee80vgjKwBoiwJnpyWBMdlS7VAJHDDjss/yPRF3727Nl+ESSsOQESXV2ShvR4RRvQVc+lIkCQtNQDRIHRtWvX/A/l0EMP9YsgYc0JkHHjxuWfe+CBB/oPoxlUn2Hdqp5LRYAgaakHiLz++usFU53ceeedfhEkqDkB8sMPP7glllgieK5Wm/zll1/8IjBQPYard6p+Vc+lIkCQtIoIELn66qvzBzE1rk+bNs0vgoQ0J0Ckb9+++edPmDDBfxgGqsewTlW/FgQIklYxASK77LJL/kejbr5MdVIezQ2Qm2++Of98bmPFI3r7SvVrQYAgaRUVIBpQuMoqq+R/OEOHDvWLIAHNDZDvv/8+v2jY0ksvHfw/7FR/qkfVp+rVWp8ECJJWUQEijz/+eDDFib746vuuqU+QrOYGiETPmG+88Ub/YZRA9RfWZXOu6AgQJK3iAkTOOOOM/A9IVyTffv21XwQxiiNANKdZuI911lmHxnQj1ZvqL6zL5swVR4AgaRUZIGr72HLLLV3b3Je/T267addd/SKIURwBIptuuml+P3fccYf/MJpA9RbWoeqzOQgQJK0iA0Q+mTbNDWrTxl2c+wFMyG1zrrnGL4KYxBUg9913X34/66+/vvvf//7nF8ECqL5Ub2Edqj6bgwBB0io2QOSD3NnYq7kfgNPWqpVzkyf7RRCDuALEPwByFVKa6NVHHAFMgCBpFR0ggUMOqQsQbd26aei6XwLNFFeASHR+M7Vffffdd34RNED1FO2BqHpsLgIESav8ANEI3NwPIR8ihx/ul0AzxRkgst122+X3d+KJJ/oPowGqp7DOVH9xIECQtMoPENEsvS1b1ofIXXf5JdAMcQfIm2++mZ/eRAevydx6XCDVj+pJ9aV6U/3FgQBB0rIRIHLllfUB0ratFhTxS8Ao7gCR6Ep6v/nNb9yPP/7oF0GO6kX1E9ZVnCs7EiBIWnYCRA2KO+9cHyJbb+3c/Pl+KRgkESCaZblLly75/R6itiwUUb2EdaT6inM5AwIESctOgMiXXzrXoUN9iJx5pl8CBkkEiLz66qsFsyyPGTPGL1LTVB9h3aieVF9xIkCQtGwFiDz6qHOLLVYXIC1aODdxol8CJUoqQOS6667L71vzOr344ot+kZqkegjnD9OmeoobAYKkZS9ARPeJFSDaVl3Vuf/8xy+BEiQZILLPPvvk9//rX//avfPOO36RmqLPr3oI60T1kwQCBEnLZoDMm+fc5pvXh8juu/slUIKkA0SLIW222Wb51+jYsaP79NNP/WI1QZ9bnz+sC9WLZbGopiBAkLRsBoh88IFzbdrUh8i11/ol0ERJB4hoqv7oJIHdunWruRDR59XnDutA9aF6SQoBgqRlN0DkttvqA6R1a+emTvVLoAnKESDy0UcfFYy21pl4rdzO0ueMXnmoHlQfSSJAkLRsB4gMGlQfIuutp471fgk0Yv78+cH6K2ussUb+wBbHFBoLokFy0RBRW0C1N6zr80XbPPT54xos2BgtQrX88ssHr6f1dYAkZD9AtFrb2mvXh8iRR/olEDFv3jw3btw4d+ihhxYc1MJNB5tjjz3W/SfBjgk6847ezlJvpFtuucUvVhX0uaK9rfS5k7zy0ASMWgK3ffv2+ddcdNFF/WJALLIfIKLbLtGpTu65xy9R0+bMmePuv/9+N3DgQLfccssVhUZDW7t27dyIESMSW5de9/6jDevaNKguzoF0adLniA4S1KbPm2Sbx7PPPltUpwqPfv36+UWBWFRHgMgVV9QHiKY6mT7dL1FTdAC788473b777ptfX9vfNO/Sjjvu6P7617+6adOmBdNotMwFcbTMeuut5x7V2JsEqPdRtIuvNk3r8frrr/tFM0XvPzo9iTZ9zqR6W33yySfugAMOCMIi+pp9+vRxb7zxhl8ciE31BIimOtlpp/oQ6dWr5qY6+e9//xuMbh4wYIBr3bp1wcEk3PTvu+++e3Br5dtvv/V34d5///3gcf95u+22W/BYEjSILjpiXY2+mp02a1PB6/3qfYcTI2rT50pikKDoyvL8888vuEWmrXPnzm7s2LF+cSB21RMg8sUXzrVvXx8iZ5/tl6g6X3/9tRs9enQuO3cqunoINx1gfv/73wcLFjX1LFhrcftn0bpiOe200xI5sGsaj+jcWdrU2Hz77bf7RSuS3me0c4A2fZ64pycJqbNDtFeXtmWWWcYNHz7c/fTTT35xIBHVFSAyfnzhVCdPPeWXyLzPP//cjRw5MrhFET3bjW5t2rRxBx54YHAmqjNVC/XSuvbaa/O9ecJt5ZVXDkKruSvm+XTbTbfRwqngw6179+5B+P3yyy/+U1Kl96P3pfcXfb96//ocSbTn6PbYNttsU/B66vgwaNCg4HsBlFP1BYgMGVJ/FTJggP9oJk2fPt1deeWVrnfv3sEBww8MbSussELQcPvwww/HehY6a9Ysd9xxxxWF1SabbOKeeeYZv3izvfXWW27bbbct+nzqwfSXv/wlkQNzKfT6eh/RnmThpvet9x83Nb4fccQRuXOiFgWvt9VWW7mXXnrJLw6URXUGiKY66dvXOQ2guuEG/9HM+PmDD9yrl1ziTtxii6IDVbipu+bgwYODW066YkiSxi789re/LXoP+++/v5sxY4ZfvNl0m8Y/u9emW3K6upowYULZrkr0Ono9va7f5qBN7zOJMTTqdn3FFVcU9Z5bddVV3a233uoXB8qqOgMky3T2ev75zm20kZufO1CMzW2H5LYVIgeP1Vdf3Z1wwglu0qRJsd9GaooHHnjArbXWWgUHtCWXXNKde+65iSwcdd9997lNN9206KCtTQGqg/pNN93kPv74Y/+pzaL9ab/af3RcRXTT+9L7S8JDDz1UdJWjThBnnXVW6ldhgBAglUDdVnMHBde1a/2tt/+/PZ/bhua2nTt3Dhqwn3/+ef/ZqdAtsksvvdQtu+yyBQc4jWpXu0ASNGpeB3OFlX8gDzf1QFIvtCFDhgQHf9WXuig3NjBS/67HVU7l9Tw9X/vx9x1uen29D72fJLz99ttBpwj/ddURIslBiECpCJC0KAg0LX3uQJU7OjS85QLl21ywfFXB4yJmzpwZtLv47TK9evVKrAeSepJptPX2229f1ODelC06dUtTN72OXk+v29SebKX65ptvgm7Aiy++eMFrb5S7Gn3yySf94kDqajNANLpa94+1DkOnTs4ttVTdpv/ee2/NP1HXjhIn3WqaNMm5E05wbvXVi8Mi3HIHC3feeXW3sjLk5Zdfdj179iw48ClUDjvsMPeFulcnRAdzTc2iKwfdTvKDzLppP9qf9qv9JxUaorarUaNGBZ0gou9BU82osb5c7TxAqWovQHQQX2ed4gO3v2l+LZVtDjVqP/aYc4MHF45P8bcttnDukkvqpqjPuNtuuy1oo4keCNWl+LLLLgsahJM2d+5cN3XqVHfPPfcEYyIOPvjg4MpBvaN0Jq+xE+Gm/9e/63GVU3k9T8/Xfsph4sSJboMNNiioL13tnHzyyQ0O9AQqSW0FyL331s+ZpbEiRxzh3HPPaQi3hhFr2lTnjj66fhyJypY6olfdZx9+2LlDDnG5U8risAhfu3dv5668siqnXFFD+jnnnFPUVrF2LpQffPBBv3hNUrvLXnvtVVA/2nbeeeeameIe2Vc7AaJbQrkDWj4YdJBvzIQJzrVqVVdWt7beftsvUUgD9dQTZ+DAwkWuopu6FPfp49zIkRoJ6O+hKqkX03777Vd0kPzd736XyFiJLNCtsGHDhhVM3aJNa3foVhmQJbUTINtsU38wHzHCf7TY9dfXl992W//ROgoOXWkoZPzA0Kag0vxco0drzhH/2TXjqaeecj169Cg4YKqh+Pjjjw8GKdYKzT/mT3fStm3bYIBoUrMeA0mqjQDRSN3woK62jaY0SqpMtK2kodG+d99dHBpaGVGj38eMqbs1hoAagjXr70orrVRwAFXD8fW5sE56EGSaXnjhBbeFNxhUI8qPOuqoYC4zIKtqI0BOO63+AH/BBf6jjVPZ8HnqcutT+0XujNItvbRz++7r3J13ap4LvxQiNGPwqaeeWtT9ViO5kxpXkZbPPvssWC7Yn2Z9u+22c5MnT/aLA5lTGwGy9db1QTBxov9o41Q2fJ6mh0ds3nvvPbfLLrsUHFi17bHHHu7DDz/0i2eKenBdeOGFReuwrLnmmrmL1rv94kBm1UaAdOhQHwSljEmYObP+ebrSQOzGjx/vunXrVnCg1bT0Z5xxRrCud9aoG3CnTp0KPo+C5ILc1Wy5ugYD5VIbARL2qNJWyo9YZcPnqW0DiVAD8tVXXx0soxs98HbIBf/f/va3VOb7KtWUKVOCW1PR969bV1pG+NNPP/WLA1WBAFkQAqSs1KB89NFHF00bv/nmm7vnNF6nAuk9azZk/z2r0bxS5i0DklIbARIdBc4trIqnkeAaHe6fzWsCQ63/XQl01XTVVVcF3XCj71PddNVdF6gFtREgcTSi9+zpP4qEaTVFf1ZctSdoHfA02xMeeeQR17Vr14L3pYGBQ4cOTXTOLKDS1EaAWLvxXnhh/fMa6saLxGna+IsuuihY7zt6wFaPprvuussvnqh3333X9e/fv+B9aNtzzz0z33MMsKiNAHnhhfog0ODApgwkVMPtuuvWP6+hgYQoG42p0Lrf/pgKTYaodcKTpLErp5xyStHYlfXXX9898cQTfnGgZtRGgIhuQYVhoGlKFmbUqPrymgYFFeHFF190W265ZcGBXKO6tV641g2Pk0bP33jjjW7FFVcseD2Nnh85cmRVj54HmqJ2AuTf/67rSaVAUK+s8eP9EvU0IjosqwkYa3Tiv0o2ZsyYYF3w6IFd64b/+c9/jmXaeC0XvPHGGxfsX/N3aSlhLfwEoJYCRHTPfIkl6oJBU6ofdVTd7S1N5a5Ba7pNdeyxLndKW1dGkyFqCnhUJDVYn3nmmUUz22od8YcXNNvyAmgGYS0dG92fth133DFYahZAvdoKEFHPqi5d6m9PNbapDMuIZoLWCd9nn32KDvr9+vVr8toas2fPdmeffXbuwrN1wT60hsm//vUvvzgAV4sBIrrFob76e+3l3Jpr1t2m0taxo3N77pnMkrZInNYN33DDDQsCQLedTjrppAWu7vf3v//drbbaagXP0yqKl19+eSy3w4BqVZsBgqqlhu8bbrghWE88Ggj6f/17dH3xl156yW299dYF5dQgf/jhh7svv/wyslcADSFAUJV0xaErD12BRANCVygaoKg10BdbbLGCx3r37u1ee+01f1cAGkGAoKqpDURtIdGg8LeOHTu6O7WWC4CSECCoCeqVpXXHo8Gx1FJLufPOO8/N0dLEAEpGgKBmqEFcy8hqRPl6663nZsyY4RcBUAICBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCY/D+Ncrd4GE5WtQAAAABJRU5ErkJggg==)
PN: 2H17-1-47
CAS: 90843-31-5
Molecule Weight: 162.188
Formula: C10H10O2
PN: 2H21-9-0H
CAS: 41177-72-4
Molecule Weight: 243.056
Formula: C9H7BrO3
Melting Point: 109-111 ℃
TSCA: Not listed on TSCA inventory
HTN: 2932.99.6100