| Product Number | 2623-B-0W |
| Purity | 95 % |
| CAS | 1427415-25-5 |
| MDL Number | MFCD23707517 |
| Molecular Formula | C9H8BrFO3 |
| Molecular Weight | 263.062 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2623-B-0W
CAS: 1427415-25-5
Molecule Weight: 263.062
Formula: C9H8BrFO3
PN: 2621-B-0D
CAS: 1472104-49-6
Molecule Weight: 249.035
Formula: C8H6BrFO3
PN: 2629-B-0B
CAS: 1193162-18-3
Molecule Weight: 249.035
Formula: C8H6BrFO3
PN: 2623-3-62
CAS: 178747-79-0
Molecule Weight: 184.166
Formula: C9H9FO3
![7-Bromo-5-fluoro-4H-benzo[d][1,3]dioxin-4-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB2hAAAdoQGdzpRqAAACEXpUWHRtb2xTb3VyY2UAAHichZRtb+IwDID/ipXPR9IkpWWIMnGbJp206aTbTrpvp9AGVqlNprS8/ftzSsvo4Aq0crD92IltMrvflwVstatyaxLCaUBAm9RmuVkn5Pfb02hC7uezFJ3Q0VQJea/rjylju92Opu+6VHtraGpLcrRP91Xe89lJat2aiSDg7M/L82vDjHJT1cqkGqkqn1aN8tmmqm528Z8UrFRumxt2dGel2x6j/RWBfwK6rzLyeZYHtC0QhVVeaFhZV6oatiKg+ATfYK2NdqrWGSwPqJY0xLPPZy+PNt2U2tS49BHyVBWvtdukqChtodMNBsPFj8eElBwBVdty4Zw6gF95teKgBCgJKgQ1BhWBikFNQN2B4gG+aOfowCXWutA+2dvhQyfkCR6a73fXiJ+fL9ZJJETQKIpDaAWnUsq4E3gm/HQ2PEuAqcZoC2OIUDkJO9EqW3H0JHDA+KOQRtgoGEkaTLwUVHIvAxrHKNscrfii7X6eoC5IF/Sox4qxU8nms6U12dkS8iwhS06aWv7Sq0q05SRgXaYdTqgP4F3PAdEHfPFPwOIaIPuAb9UwEPYB39jhLY0vgGg4Q9QH/NAMA3Ef8CM2vKVJH/ADOQzc9YFmfIcJb++1rhn3G8zXdjd/jxMjrjLiCiNv5JEXU8JvjAkPL2p8HWFnc8y6awKXF1cIO7tfGN6q839GBZ17+BFKYQAANFtJREFUeF7t3Qm8XOP9x3EVaUhiJ7RoJbVESbS2hEhQse9F7VGx71ss0chGEBG0QhLUvtOiiH1LFeVvLSJ2ISISRCRiafz+5zu3M3fmmXtz7/3NnLln5nzer9d5vchZZuaZO+f7nHOeZSEDAMBhofAfAABoDgIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAAJdWCZDD1l+/0eWIjTayk7bc0s4/+GC778or7avPPw93B1Drpk41Gz3abJttzFZd1axDB7P27ev+e+utzS64wOzjj8O9UGGJC5BwOWHzze2VJ58MDwGgFn37rdkpp5gtumh0dlpowYu2GTCgbh+0isQHiJajeva0qe+8Ex4GQC2ZMcNsk02Kg6KpRftoX1RcqwdI6L8//GDTp0yx+6++2o7aeOPcdleccUa4KYBaEf3urXfvwmBYZx2zcePMJk82mzPHbO5cs7feMrv8crPu3Qu37dOn7hioqMQFSL7Hbr01t92p224brgZQK4YNKwyEIUPM5s8Pt6qndeE+w4eHWyFmiQ6Qr2bOrL+NFV2NNCY83ryotnLP+PE2ZM897ejo8vaIDTcM9gCQGF99ZbbUUvVBMHBguEXjTj+9fj8dY/bscAvEKNkB8vnnue0G7rhjuDon/3jaZ+gf/lDwb4cTIEBy6ZZUNgQ6d27ZrShtq5ZZ2f2vuCLcAjFKdIA8ftttue3GqmVGI/KPN3bAgIL/b87rAGhFe+9dHwAjR4Zrm3beefX777tvuBYxSlyA6CH6jI8/tgevvdaO/t9DdN2Cev/118NNc8KwGLbXXvbqP/+ZuZUFIOHWWKM+AJ5/PlzbtOeeq9+/a9dwLWLU6gHS1HLyVltlwmBB8rc/Y+edCY4aMmnSJFtllVWic8NCtt5669knn3wSboJqt8wy9QHg6Tg8c2b9/ssuG65FjBIdIIN2281efuIJ++H778NDFMjf56m77gpXowp9+eWXdsIJJ1jbtm0z4ZFdFl98cTvnnHPsu+++C3dBtVpkkfoAaMnzjyydH7L761iomEQHSHZRa6pp778fHiYnf9uZGgIBVeu///2vjRs3zpZbbrmC4AiXLl262N///vdwd1QjrkCqVqsHSOjH+fNt7uzZ9u6rr9qtF1yQef6h7TSkSWPhkH88PUNBdXr88cete/fuRWGxzjrr2MCBA23llVcuWve73/3O/vOf/4SHQjUp5zOQNdcM1yJGiQuQUH5nwmuGDg1XZ7TkeEie9957z3bfffeicFg2qk1eeumlmasSmTt3rg0ePNgWW2yxgu0WWWQRO/LII6OK6MzgyKgKtMKqWokPkG++/jq37SkambMBLTkekuPr6Lv905/+ZO3atSsKhGOPPda++OKLcJeMDz74wP7whz8UBc7SSy9tf/nLX+wHrkKrC/1AqlZVBYgGVWxIS46H1vfjjz/atddeaz//+c+LQmCrrbay1xfQZDvfk08+ab/97W+LjrHWWmvZQw89FG6OpJo1y2yJJepDoJSe6OrVjopJfIA8evPNuW1P2377cHVGS46H1vXss89ajx49ik76q622mt19993h5k2aP39+VOm8wpZffvmiY+600072lgbfQ/INHlwfBFp0u3pBY2FFlZDM2Ff5+2hsLFRU4gJEtVP143jvP/+xW0ePzj1E13LdWWeFm2cs6HhIhqlTp1q/fv3sJz/5ScFJfomo5jly5MiSm+XOimqxJ598sv30pz8tOL7+/5RTTokqptRME01NcXv1KgyEbt3Mxo+vG4FXI/F+843Z22/X3aZad93CbTfdtGW3vlAWrR4gzV2O32wz++LTT8NDZRAgyfXtt9/a2WefbR07diw4sS+88MLWv39/+7SR79Rr8uTJtsMOOxS8lpYVVljB/vrXv2auWFBh//632cEH180iuCDTp1t0eVoYDM1ZtI/2bYzCRxNPHXec2YcfhmtRgqoIkEG77mpT3nwzPEwOAZJMd9xxh3Xu3LnoZL5pVFv8v//7v3DzsnrggQesa9euRa+t3uz/bGJkA5SJRg048ECLLjvrT/b/+le4VaF588xOOql5MxK2a2d24ol1+yzIhRfW77PYYnW3yxQqKFniAuTwDTawY3v3zoTGuFNPtWcnTGhRT/TmeO3ppzPDo6jPCcrvlVdesc0337zo5P2LX/zCbrrppnDz2Hwf/d1cfPHFmdZZ4XvZe++9o8ootdFYaIrZESMsuuwsPOErFN59N9y6YZrvfNQos622sugPp24+dJ389d99+5qdf77ZRx+FezVMHU7z34eWVVYxu/HGcEu0UKsESGt6/sEHc2EzYv/97Z2XXw43gdOMGTPs8MMPtzZt2hScrNtHP/4hQ4bYN7qH3Qoae1/qT6L3pf4lKJO//c2sS5fiE7aeb7zwQrh15dx5Z+Pvy9N5ERmpC5DHbrml6KpH0+U29nwFTVNN/6KLLkp8TT8pV0Y16dVXzbbYovgEnaSafmNXRgsvbHbQQWbTpoV7oAmpC5Dvv/vObjz33ILWXVqOiWoimsXwe/2Rodmq8VlDaz6bqTnq/X/EERZd3hWelHW7Kbq6S+SzhoaezWhRXxT1ai+xRWCapC5Asj6aPNkuOOywoquR03fYwZ578MFwcwSqvbVTpVuH1Rw1mb34YosuO4uvOvbaqzpaO6l1mDonh+9/tdXMGNW7WVIbIFkvPPKInbHTTkVBcv7BB9uHkyaFm6derfW3iLt/Sk1SBWuttYpPvNFVp02cGG6dfNddZ7bSSsWfRw/rX3st3Bp5Uh8g8kN0krjvyiszrb/yQ0RzqV87fLjN9gwxXWOa6vH9tjp4VbFy95CvSerQt+OOxSfaTp3Mot/PAnuOJ50moRs0qLj5sOYXOeYY3zDzKUCA5Ply+nS76swzM02J84NEnRg1xW5TzYlrVVrGnNIoCNdFtdFSx+iqORqrSh3xoqvMgpOr/l//rvW1QvMO7bFHcUhqzpIxY+jtHiBAGqC5SM498MCi21qaIfGV6GSaFmkd9dY7SnDN0RWFrix0hRGeUHUlUsvjjD3xRPFwKVrWXtvs4YfDrVOLAGmEaqPP3HuvnbrttkVBctFRR9kn770X7lIzFjTvxlHRZ0/LvBvNnaekJulZhp5phCdQPftISyMTfb8ai2u55YrLYZddzN55J9wjdQiQJnwbnUzvjE4WR228cUGIHNmjh90yapTNrbKHxk254YYbmPkvsKCZEh955JFw8+qm1lNqRRWeMNXa6s9/TuctnC+/rBsypW3bwjLRLbzTTjObPTvcIzUIkGaaMXWqjT3llKKrkROjE+sTt9+e+GarTXnuuedsk002KTpJMvd4nQXN1b7rrrtGldHqro1+F1WUXomuOj9V/438k6QeIqufR0quOhdI4/Ftt11xuK64otlVV9UNMZ8yBEgLvfn88zYsqqGFQaJ/e0PtyqvMtGnT7I9//GOm/0P+SXHxxRe3c845h2asgS+j2ugJJ5wQVUbbFpSXnpecfvrpUWW0+mqjN954o+2+yio2JPocT+afGNWzXD3MUWjChLq518Mg2WAD++app8KtaxoB4qCrjSfvuMNO2nLLghDZtWtXG9C/v31QBc9HFAznnntuJijyT4TqD6FA+US9ddGoSZMm2bbbbltQdlpWjGqjV199deYZWtI9H1WGevXqlXnfnaJln2i5IlqmaMwojWmFxqlF5ujRdbMg/i9A5kbLPdFy/b772rQpU8I9ahIBUgI9/7j1ggsyz0P2797dNvvlL63L0ktbx/btbeDAgZnWPEl055132q9+9auik9/GG2+cuZVVSXPmzLEXX3zRbrnlFhs6dKjtFV3JbbbZZrbqqqtmliWXXLLgPer/s+u0nbbXftpfx9HxKum+++6zNdZYo6gsN9xwQ/tXU0OXtxJddR500EFFV52bduxoj44YYfMZzqf5ZswwO/TQzFAuL0VlODpadoiWZaJzwLBhw1ptANFKIUDKYNr779uZ0ZVH9xVWsGXyWi797Gc/s2uuuSYxtVE9BN8yumoKT3Z6aH799deHm8dCoTphwoRMr/X1o6u2sAd4qYuOp+Pq+HqdSoS4BpO8IKpIhGGnZb/99rOPmjvseMx01XneeedletmHZXbggQfaNK463X546SV7LKrQHB6V52p5ZfvLqFKpyk2tIkDK6JH777c1G6iNbrTRRvb000+Hm1fM559/nml+q2a4+e9r0UUXtTPPPDP2Wrv6TYwdO9Z69+5d9Owg7kWvp9fV68fdf+Ozzz6zQw45pGjY+A4dOtjw4cNtXlMTH8XorrvuyvSqD8unZ8+e9u8qfHaXVI/fdlvm6jgsZ/0N6gq51hAgZaba6KhRo4pqo6rl7b///vaxJsqpEHX0U4e/ZZZZpugPes8997T31es2JioHDQGifhRhh7xwUcsm3T7Tyff888/PnOzUdFYj4+o9atHxsv+tf9d6bafttZ/2b6iFVP6i96H3o/el48Xlpag22qdPn6LXV2301ltvDTeP1WuvvWZ9+/Ytei8rrbRSptc9yk8VhbPOOitTccgvc90y1N/q9AVNv1tlCJCY6I9EfyzhfeZK1UYffvhh+/Wvf1104vjNb35jT6iXbUw0yu0ll1ySmWMjfO3soltmBxxwQOZhs3q7l5OOp+Pq+A31Z8kuen96n3q/cVFYKDTC11a4xF0b1VXn0Ucf3eBV56BBg2K/6oQmVfw4U2kMb9OqcqlKZpyVmEohQGKmE4UuX8OTiC5zb4sud8tNgxruvPPORa+nQRAvv/zy2Pqr6FmDfhRqhRS+thbNv6HZ/95cwNz2cdDr6XUbmv9Di96v3ndcz0pUUVCFIayN6jaXKhi67VVOuuocM2ZMg1ede+yxR6xXnWiYbl/rNnb4fay++up2zz33hJtXFQKkQvQgraHaqFoS6ZZHqTSM+qmnnlo0zLqeAZx00kmZYdjjohp/Q6P06qR56KGH2sSEDPGt96H3E57Mtej963PERQ/S9UA9fF3VRvUAvhy1UV11rr322kWvse6668Z61YmmqSGNGtSoYU34/Wy99daZZuHViACpIDXpU9M+zRGe/wek2qhObJq7u6V0RaEJnDSRU/iHuf3222cmforLq6++mpnFL3zdpZZaKnObxPN5KkHvS+9P7zN87/o8+lxxUdNeNfENX1dNge+9995w82ZRL/hddtml6Jh6JjR+/PjaHrOryuhKV038w+eCqugdf/zxsTf0KDcCpBU0VhvVCW306NHNro0+9dRTmSar4XE0xez9998fbl42em6gSaXC++u6bTJixIhYr3bKSe9T7ze83aPPpc8X1/MR1UZ1tdPQ7T51TmxubVS93k877bQGrzpPPPHETK95JNO7775ru+22W9H3r4E61WKwWkKfAGlFqo1usMEGRX9Ea665ZqaDWmOmTJli++yzT9F+CqCLLrqo2QHkoWcs4dwgekiojmlJveJoit633n/4sFOfM86JshQAGv6kodqohktpLAAUQFdddVWDAbTddttV/DkT/B599FHr1q1b0feof3vsscfCzROHAGllLTkZ6BaYel03dAvs8MMPj/0Eruc4YSc0jVKrK6FaoM8Rjrqrzxt3RzDdgtKAjOH3r1tQGsAxvzaq99hYpUMdJ1F99P1edtllmauP8Hv9/e9/n5lWIKkIkIRo6naEnnM01DR28803t5dffjk8XFnpD1wdEfNfV82T1Qmx1iaV0ufR5wqbX+vzx31bQUPDa4j48DtWqKlJ8L777lu0TledF154YaxXnagMPf847rjjijrb6gr1jDPOiK2lYCkIkIRp7IFouKhZ6u233x7uXna66gmbBeuBvVr81DJ9vrBhgsoh7rGNFFKarKqh2mj+UkrDCyTbG2+8kWmZFX7nCpabbrop3LxVESAJpdpoQ00yO3bsmOnlGtcD3ny6Bx+2stpiiy0yg/GlgT6nPm/+51d5NPZsopxUG9X0uWFDBS1q+h33VSdan/qIqK9I/nev4WiShABJMN1O0Wiz2T8e3a6o1FAoGs49vJ3Sr1+/mrtl1RR9Xn3u/HJQuVRquPvXX3+9IEQ0RwvSQwNg5rfW0pA9SUKAJJwm+8n+8eiythJU+w1bhmh026SMKlxp+tz6/PnlofKpVJv9/GdfGgcM6aIH7NnvX2PYJQkBknCVDhDd48+/baWmreopDcuUQ35TX5VT3M9EhABJNwIEbpUMED3ADR+YEx6FVB755aPyirt1FgGSbgQI3CoZIGFTXd22QbHwdpbKLU4ESLoRIHCrVICos1z+SVEPjtP6zKMpKpfwwXqcnQ0JkHQjQOBWiQDRcB35PczVdDVtra1aSuWT38RX5RfXsCcESLoRIHCLO0DUnyR/bCt1nktLP49SqZzyOxuqHOPon0OApBsBAre4A0SjzmaPr+E7ar2HebmpvPKHPVF5lhsBkm4ECNziDBDNe5HfSU1jQKHlVG7ZMlR5lns+EQIk3QgQuMUVIHoQnN/fQwP28dzDR+WWP4qvyrWcDRAIkHQjQOAWV4BoQqPscdU5rlaGZG8tKr/8ToblnB6XAEk3AgRucQSIhoXu1KlT7riaTAmlUzlmy1TlW67htwmQdCNA4BZHgIwaNSp3TE3n+tlnn4WbwEHlmD89rsq5HAiQdCNA4FbuAJk3b17B7IeaExzlo/LMlq3KWeVdKgIk3QgQuJU7QMaMGZM7noaHnzVrVrgJSqDyVLlmy1jlXSoCJN0IELiVM0A07Wn+yWjQoEHhJigDlWu2jFXepU43S4CkGwECt3IGyN133507VocOHZgONSYqV5VvtqxV7qUgQNKNAIFbOQNk9913zx1L82kjPirfbFmr3EtBgKQbAQK3cgWIZs9r165d7lgTJ04MN0EZqXyzZa1yL2X2QgIk3QgQuJUrQMaOHZs7TpcuXcraUxrFVL4q52yZq/y9CJB0I0DgVq4A6dOnT+44gwcPDlcjBirnbJmr/L0IkHQjQOBWjgBRj+i2bdvmjjNp0qRwE8RA5Zwtc5W/t2c6AZJuBAjcyhEgEyZMyB1j5ZVXDlcjRirvbNnre/AgQNKNAIFbOQJkwIABuWMccMAB4WrESOWdLXt9Dx4ESLoRIHArR4Csv/76uWOUc5RYNC1/1GN9Dx4ESLoRIHArNUDmzJljbdq0yR3jww8/DDdBjFTe2bLX96Dvo6UIkHQjQOBWaoC8+OKLuf2XW265cDUqQOWe/Q70fbQUAZJu90QBsk303Ws5mwBBS5QaIDfffHNu/169eoWrUQEq9+x3oO+jpQiQdPtPFCCXRt+9lgcIELREqQEydOjQ3P79+/cPV6MCVO7Z70DfR0sRIOk2JwqQj6PvXsvnBAhaotQA2WeffXL7jxw5MlyNClC5Z78DfR8tRYCkXBQg0ZdftxAgaIlSA6Rnz565/e+8885wNSpA5Z79DvR9tBQBknIECLxKDZC11lort/+TTz4ZrkYFqNyz34G+j5YiQFKOAIFXqQGS3xPa0wIIpctvCecZCYAASTkCBF6lBkj+9Kpvv/12uBoVoHLPfgf6PlqKAEk5AgRepQZIfifCTz/9NFyNClC5Z78DfR8tRYCkHAECr1IC5Ntvv83tq2X27NnhJqgAlXv+96DvpSUIkJQjQOBVSoAIVyCtjysQlIQAgVepAcIzkNbHMxCUhACBV6kBQius1kcrLJSEAIFXqQFCP5DWRz8QlIQAgVepAUJP9NZHT3SUhACBV6kBwlhYrY+xsFASAgRepQYIo/G2PkbjRUkIEHiVGiDMB9L6mA8EJSFA4FVqgDAjYetjRkKUhACBV6kBwpzorYs50VEyAgRepQaIrL/++rljXH311eFqxEjlnS17fQ8eBEjKESDwKkeADBgwIHeMAw44IFyNGKm8s2Wv78GDAEk5AgRe5QiQCRMm5I7h6QkNv/yRAPQ9eBAgKUeAwKscAfL1119b27Ztc8eZNGlSuAlioHLOlrnKX9+DBwGScgQIvMoRINKnT5/ccQYPHhyuRgxUztkyV/l7ESApR4DAq1wBMnbs2NxxunTpYj/++GO4CcpI5atyzpa5yt+LAEk5AgRe5QqQL774wtq1a5c71sSJE8NNUEYq32xZq9xV/l4ESMqNH18fIHvvHa5tVQRIwpUrQGT33XfPHevQQw8NV6OMVL7Zsla5l4IASTnN47PkkmYLL2x2003h2lZFgCRcOQPk7rvvzh2rQ4cONmPGjHATlIHKVeWbLWuVeykIENisWWZTp4b/2uoIkIQrZ4B8//33BSejQYMGhZugDFSu2TJWeavcS0GAIKkIkIQrZ4DImDFjcsfT9KqzVLNB2ag886cRVnmXigBBUhEgCVfuAJk3b56tuOKKuWOOGDEi3AQlUHlmy1blrPIuFQGCpCJAEq7cASKjRo3KHXOZZZaxzz77LNwEDipHlWe2bFXO5UCAIKkIkISLI0DUI7pTp0654x500EHhJnBQOWbLVOXr7XkeIkCQVARIwsURIJI/SuxPfvITe+qpp8JN0AIqP5VjtkzLOeoxAYKkIkASLq4AUU/pTTfdNHfs7t272w8//BBuhmZQuan8smWpci1nT38CBElFgCRcXAEir776qi2yyCK545955pnhJmgGlVu2DFWeKtdyIkBSSv0+Ro8222Ybs1VXNevQwax9+7r/1rngggvMPv443KuiCJCEizNA5OSTT84df+GFF7aHH3443AQLoPJSuWXLUOVZbgRIynz7rdkpp5gtumj9ECaNLdpG88xon1ZAgCRc3AHybfSH99vf/jb3GiussIJNmzYt3AwNUDmpvLJlp3JUeZYbAZIiGh1ik02Kg6KpRfu0wsgSBEjCxR0g8vbbb9sSSyyRe50tttiC5yFNUPmonLJlpvJTOcaBAEkJ/eZ69y4MhnXWMRs3zmzyZLM5c8zmzjV76y2zyy836969cFtNGVDh3y0BknCVCBC55ZZbcq+jpV+/fmV9EFxLVC4qn/zyUvnFhQBJiWHDCgNhyBCz+fPDreppXbjP8OHhVrEiQBKuUgEiRx11VMFJ8RTdh0URlUt+Oanc4kSApMBXX5kttVR9EAwcGG7RuNNPr99Px5g9O9wiNgRIwlUyQP773//azjvvXHByvEAtPZCj8sgvH5WXyi1OBEgK6JZUNgQ6d27ZrShtq5ZZ2f2vuCLcIjYESMJVMkDkm2++Kegfos5xhEgdlUN+Z0GVk8orbgRICmiiqGwAjBwZrm3aeefV77/vvuHa2BAgCVfpABHNntetW7fc62rRbZu0PhPR5w5vW6l8SpllsCUIkBRYY436AHj++XBt0557rn7/rl3DtbEhQBLuhhtuyJ08Ntpoo3B1bD755BNbZ511Ck6aenCcttZZ+rzhA3OVi8qnUvKHh2fImRq1zDL1AfD55+Haps2cWb//ssuGa2NDgCTc6aefXnDy2meffWzKlCnhZrH48ssvC25naVHT1bT0E9HnzG+qq0XloXKpBPVoD19/ueWWy1yVosYsskh9AHgqaZq0LLu/jlUhBEjCPfTQQwUnEC3t27e3oUOHVuT+u14jfLCuznO13mNdny+/k6AWlUMlynxmVJs84ogjrE2bNkXffXbp1asXt7NqCVcgiMuECRPsN7/5TdFJRPfGb7rppnDzslMro7CJr4bv0BhQtXZLS59Hnyt/eBIt+vxxt7bSa1988cW29NJLF33XXbp0yVQcwu+gf//+9umnn4aHQrUp5zOQNdcM18aGAKkit99+u3Xu3Lno5KLbKi+88EK4edmps1x+j3UtGoW2Vu7L63Pkj6qrRZ83zk6CWQ888IB17dq16Ltdb731bOLEiZltpk6dmnkek98SLPseR44cad99911wVFQNWmGhEjTW0tlnn20dO3YsOIlka6PTp08PdykrDdeRP3aWFp3QNJnSjFYYi6cc9L71/sMTsz5nXMOTZL311lu2ww47FLyuFk1IdeWVV9r8BnoiP/vss9azZ8+ifVZbbTW7++67w81RDegHgkpSbfSAAw4oOumpNnr++efHWhtViGnU2fyh4LVoOlfNCT5r1qxwl0TS+9T7zZ+GVos+lz5fHAMjZum19Ro//elPC15b/z9gwAD7Sj2Tm3DdddfZSiutVLC/lr59+9rrr78ebo4k028m+u1GX2DdUkpP9Gb87ZQLAVLlnnnmGevRo0fRSWT11Ve3f/zjH+HmZaVWQmErLS1qdjpo0KDEXpHofen95TePzS76POWezyOfriiuiGqI+VMKZ5cdd9wxc0XSEnPmzLE//elPtuiiixYcSyF4zDHH2OeeB7JoHYMH1weBlqFDFzwWlvplaeyr/H00NlYFESA1QB3drr32Wvv5z39edFLaaqut7I033gh3KStN37r88ssXvXaHDh3s0EMPzd3Db216H3o/el/he9X7L+c0tA3R64e3/7SstdZa9uCDD4abt8j7779ve+yxR9Gxl112WRszZkzNNXaoSWqK26tXYSB062Y2fnzdCLwaiVetAHVbVbep1l23cNuo8tOiW19lQIDUkK+//jpTG23Xrl3BSUS10WOPPTbWntN67VGjRtmKK65YdBLToof/Q4YMsTfffDPcNVZ6Pb1uQ40PtOj96n3r/cflgw8+sL322qvotdXa6s9//nNZT+6PP/54dF5Zt+i11l57bXvkkUfCzVEJuoq45566pSl6htmjR2EwNGfRPjE//2wIAVKD3nvvPdt9992LTiKqjV566aWxNkfVc4NLLrmkYPiNcFl55ZUzz29U49fJtZx0PB1Xx9frhK+dXfT+9D7jfM4xN6oxDh482BZbbLGC11agH3nkkZn+HnHQ9ztu3LhMp8Pwc++66672zjvvhLsgLrr6Xm+9+hP9NdeEWxSbN8/spJOaNyNhVFm0E0+s26cVECA17LHHHitqlqpFQ3E8+uij4eZl9X10Oa4WQQqy8IooXHSi23jjje2QQw7JNAC46667MjVpdZTTrRktOl72v/XvWq/ttL320/4NnTDzF70PvR+9Lx0vThqCZpVVVil6D7/73e9ifcaSTz3mTzjhBGvbtm1ROWiEg9kVHPY7dT78sLBpbna58MJwy8ZpvvPo6ti22koDotXNhx5VRjL/3bevRX/8Zh99FO5VUQRIjVNtdOzYsQ2eXHfbbTd79913w13KTrfO9B569+5ddDKLe9Hr6XX1+nHewst6/vnnbZNNNil6H+oI+Pe//z3cvCJ0G2/bbbctek+6faertbQOkhkLPacYMqTuRL9QXnC0aaMJd1rtSiEuBEhKqDZ6/PHHF53AVRsdOHBgxWqjetagnvUa3Xb99dcvaoZc6qLj6bg6vl4nzmcb+TRulvqShD3YF198cTvnnHNivVXWXPfdd5+tscYaRWW24YYb2r/+9a9wc7SUxiiLrjqjQi1cttjC7JVXwq1rAgGSMpMmTbJtttmm6CTys5/9zK655pqK10bVDPXFF1/M9PbW+F562LzZZpvZqquumlmWXHLJgvep/8+u03baXvtpfx1Hx6sk9bc577zzMkGR/z4VZAceeGBFR+1tDt26Gz16dINNmPfbbz/7qJVviVQljUkWtp7Sog6Bf/tbuHVNIUBS6t577220Nvr000+Hm6MBegbzq1/9qqgM9Tzm3//+d7h5onz22WeZJs3hgI1q4jxs2DCbV2O3WmKhMcj697fosrMwODp2NBsxQi1Kwj1qDgGSYqqNapa9sJavZf/996c22ojXXnvNttxyy6IyU6/w66+/Ptw80V566SXr06dP0Wf55S9/abfeemu4OUSjPGi8qvye41qiq07r10/DRIR71CwCBJnaqFoyNVQbHT58OLXR/1Gv7qOPPrpoCBf1AlfP9krfPisnhYVuC4ZBonDRrUH8j8YaW2214ttVPXtqkLJw65pHgCBHJ4qGaqM6sdx2223h5qmhjn7qMxKOmaVlzz33zDQtrgWqKKjCEPbUV8VCFQxVNFJLY4up6WwYHNFVp113Xbh1ahAgKKIH0rqFEZ4s9dBatzzSRBNL/frXvy4qC/X2fuKJJ8LNa4JuXeoWZviZdatTtzzj7kOTKBpL7JhjCmcM1KJOftFVp1XxVWc5ECBokGbe08PUhmqjevha67VRDeMezsSoRWNmjR8/Ptbe/EmhxhRqVBGWgRpfqBFGTdPwMmPG1M3ulx8cWvbYQ4OPhXukEgGCBVJtVM07w5OImoGqOWit1UbVH+a0004rGmZd/WdOPPHEis2HnhRq1q3OhmrmHf4NqDm4moXXHI0ZtvbaxcGhwQsffzzcOtUIEDSLOpptsMEGRScR1UbVQa3a6UR51VVXNTgY5HbbbVfxQSCTRsGqDqfhsDQKVnVQrYlg1Rhhu+xSHBzLLWc2bpyGdQj3SD0CBM2WrY02dJLVUBnVepLVVLYNheOaa66Z6c2Oehr6RgMyhmWloXI0XEw13tr7PgrHWZqUSQMT5gdHFI52wgkaxiHcBf9DgKDFVBvVYHwN1UY1eF+11EanTJli++67b9HJULfnLrzwwpq7PVdOGoxTg3KGZafBOzWIZzVQhejeqEJ0blQheiR67z/mh0dUIbIqrRBVEgECNw0Lvkt0yR+eRFQb1XDiSa2NqoGAhj9p3759wftWA4HDDjsssTMpJo2+X00PoGkCwr8BjXqsaQWSSrdk1UBgab3XaLksWt5UcKyxhgYNCzdHIwgQlEwTFWnCovAkoqauGnY9SW6++eYG5ypRE+WXX3453BzNoFGONWFZ2MFSV6ia4KxSA1o2R0ONQrpFy+nRVee7o0fXzQqIZiNAUBbqbKepUxvqbKepVlu7s90LL7yQGdY9fG/qJHn77beHm8NBUydrCuWwjDXVsqZcrvRAnfnUSbKxZulHHnqozarxZulxIUBQVhru45hjjimqjbbWcB/Tp0+3gw8+uGiYdZ1IzjrrLIZpicE//vEPW3311YuCpEePHvbMM8+Em8eOjrHxIUAQi9dff9369u1b9KPVgIPXVWDoBz0A11zn4UCRGmZd091+rNneEBsNc6/ZIpdYYokGy39qBQYcXNDQPAwUWR4ECGKl6WNXW221oh9xz5497dmYBp+75557GqwBb7TRRq1SA06zTz/91Pr37190BdixY0c7++yzY5loi8FBK4cAQexUGx05cmSDtdF+/fqVrTaqe/Bbb711UXC01mRZqKd57DfddNOi76Zz5852xx13hJu7MD1B5REgqBjVRhua9lW10REjRrhro2oFdNxxxzU4Xe8ZZ5yRqFZAaXfTTTc12Apu8803t1dKmPaVCdJaBwGCilNttFevXkU/dtVG/9aCKUDVD+Gyyy5rsB/C73//+0yvaSRPY/1wVLHQbI4t6T+i0ZIbul2pq06NmsBVZ7wIELSaG2+80VZZZZWiH/8WW2zRZG1UvZ27detWtK/+rVp6QqedRgLYZ599ir5DDWR50UUXLXAkAI12oDG4dBs0f19ddWrMLo2WgPgRIGhVc+fOtSFDhthiiy1WcCLQA9AjjjjCZs6cWbC9rip0dRGedHQVoquRpPZ+R+P++c9/Nji3fNeuXe3+++8v2Fbfr8bc0mgH4fYaj42rzsoiQJAIH374oe29995FJ4Wll17aLr744kyNU88zGhp/S88/9BwE1UsP0sPvPrtsv/32Nnny5MyVpcbaCtdnFx6SVx4BgkSZOHGirbfeekUnh/BWhRa1uFLLK1Q/PfvKfq+6rRnOxxI2vNCiq878DqsESOURIEic+fPn25VXXmmdOnUqOmlo0UNT9fVA7cgPEHX+04yQO+20U9F3r0WhobG3dNWZf0VKgFQeAYLE+uqrrzIdwvJPHupdvqCHq6hOYYBkPfTQQ7bCCivk1mnelvyrTgKkdREgSLQPPvggd4LQeFqoTY0FiKgjqlpW/eUvfyn4dyFAWhcBgkTLDxD1G0BtWlCALAgB0roIECQaAZIOBEh1IkCQaARIOhAg1YkAQaIRIOlAgFQnAgSJRoCkAwFSnQgQJBoBkg4ESHUiQJBoBEg6ECDViQBBohEg6UCAVCcCBIlGgKQDAVKdCBAkGgGSDgRIdSJAkGgESDoQINWJAEGiESDpQIBUJwIEiUaApAMBUp0IECQaAZIOBEh1IkCQaARIOhAg1YkAQaIRIOlAgFQnAgSJRoCkAwFSnQgQJBoBkg4ESHUiQJBoBEg6ECDViQBBohEg6UCAVCcCBIlGgKQDAVKdCBAkGgGSDgRIdSJAkGgESDoQINWJAEGiffzRB7bq8gtllrV+QYDUKgKkOhEgSLTPPvnAdtlgoczyh00JkFpFgFQnAgSJ9uVnH9jgPRbKLGftR4DUqkejAFkvCgEth7QgQHpGAZLd71MCpOIIECTa1zM/sPGHLZRZ/noMAVKr3ogCZFgUAlquaUGAnB0FSHa/rwiQiiNAkGgESDrMigLk5SgEtLzdggB5JQqQ7H7fEyAVR4Ag0QiQlIgCxKIQyCwtCBCLAiS3HwFScQQIEo0ASQkCpCoRIEg0AiQlCJCqRIAg0QiQlCBAqhIBgkQjQFKCAKlKBAgSjQBJCQKkKhEgSDQCJCUIkKpEgCDRCJCUIECqEgGCRCNAUoIAqUoECBKNAEkJAqQqESBINAIkJQiQqkSAINEIkJQgQKoSAYJEI0BSggCpSgQIEo0ASQkCpCoRIEg0AiQlCJCqRIAg0QiQlCBAqhIBgkQjQFKCAKlKBAgSjQBJCQKkKhEgSDQCJCUIkKpEgCDRCJCUIECqEgGCRCNAUoIAqUoECBKNAEkJAqQqESBINAIkJQiQqkSAINEIkJQgQKoSAYJE++6bWXb5EW0yAXLDaSuHq1Er3njDrE2buiA46qhwbePWX79un06dzL7/PlyLmBEgSLzJT19j91+yg330xkPhKtSSp582u/pqs3nzwjWNmzbN7PLLzd56K1yDCiBAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwGCxMn2PG/ugho0darZ6NFm22xjtuqqZh06mLVvX/ffW29tdsEFZh9/HO6FCuPXh8QJA6KpBTXk22/NTjnFbNFF64coaWzRNgMG1O2DVsGvD4kTBkRTC2rEjBlmm2xSHBRNLdpH+6Li+PUhcQiHFPrhB7PevQuDYZ11zMaNM5s82WzOHLO5c+uGLNHQJd27F26rARh1DFQUv1AkDgGSQsOGFQbCkCFm8+eHW9XTunCf4cPDrRAzfqFIHAIkZb76ymyppeqDYODAcIvGnX56/X46xuzZ4RaIEb9QJA4BkjK6JZUNgc6dW3YrStuqZVZ2/yuuCLdAjPiFInEIkJTZe+/6ABg5MlzbtPPOq99/333DtYgRv1AkTn6ANLWgBqyxRn0APP98uLZpzz1Xv3/XruFaxIhfIBInDIkFLagByyxTHwCffx6ubdrMmfX7L7tsuBYx4heIxAlDYkELasAii9QHQEuef2RpKtvs/joWKoZfIBKHgEgZrkCqFr9QJA4BkjLlfAay5prhWsSIXygShwBJGVphVS1+oUgcAiRl6AdStfiFInEIkJSZNctsiSXqQ6CUnujq1Y6K4ReKxCFAUmjw4Pog0DJ06ILHwvrxx7qxr/L30dhYqCh+oUgcAiSF1BS3V6/CQOjWLfpjGF83Aq9G4v3mG7O33667TbXuuoXbbrppy259oSz4hSJxCJCUmj7drEePwmBozqJ9tC8qjl8oEocASbF588xOOql5MxK2a2d24ol1+6BV8AtF4hAgyMx3PmqU2VZbmf3iF3XzoS+2WN1/9+1rdv75Zh99FO6FCuMXCgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwOX/Ab3QKHckMF4NAAAAAElFTkSuQmCC)
PN: 2H25-B-15
CAS: 1935121-80-4
Molecule Weight: 247.019
Formula: C8H4BrFO3
PN: 2623-9-53
CAS: 139102-34-4
Molecule Weight: 245.072
Formula: C9H9BrO3
PN: 2615-B-0P
CAS: 856767-09-4
Molecule Weight: 233.036
Formula: C8H6BrFO2
PN: 2623-9-33
CAS: 1427423-36-6
Molecule Weight: 263.062
Formula: C9H8BrFO3
TSCA: Not listed on TSCA inventory