![3-Chloro-4-({[(2,6-dichlorobenzoyl)amino]carbonyl}amino)benzenesulfonyl fluoride](data:image/png;base64,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)
| Product Number | 8662-7-06 |
| CAS | 284674-49-3 |
| MDL Number | MFCD01566701 |
| Molecular Formula | C14H8Cl3FN2O4S |
| Molecular Weight | 425.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8662-7-06
CAS: 284674-49-3
Molecule Weight: 425.64
Formula: C14H8Cl3FN2O4S
![3-Chloro-4-({[(4-chlorobenzoyl)amino]carbonyl}amino)benzene-1-sulfonyl fluoride](data:image/png;base64,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)
PN: 8662-7-04
CAS: 284674-51-7
Molecule Weight: 391.19
Formula: C14H9Cl2FN2O4S
![4-({[(2,6-Dichlorobenzoyl)amino]carbonyl}amino)-3-fluorobenzenesulfonyl fluoride](data:image/png;base64,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)
PN: 8662-7-07
CAS: 284674-48-2
Molecule Weight: 409.18
Formula: C14H8Cl2F2N2O4S
![4-({[(4-Chlorobenzoyl)amino]carbonyl}amino)-3-fluorobenzene-1-sulfonyl fluoride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA4PAAAODwHGCu7pAAACq3pUWHRtb2xTb3VyY2UAAHicjZZrb9owFIb/iuXPixNfckOECrVCmtSu0uikfZtMMDQSSaok5fLvd4wDJSGLBwnHPn4fX49tpg/HfIf2qqqzskgwJR5GqkjLdVZsE/zrbeFE+GE2TUEEwqJO8HvTfExc93A4kPRd5fJYFiQtc2zKJ8c662gOnJTV1mWeR93fL8/LM+NkRd3IIlVA1dmkPjufy1Q25178owk3l9U+K1wjd/Nqb2r7wzz9eORYr/HXWB6hbA4o2mQ7hTZllcsG7ZlH4PG+oa0qVCUbtUarE7g5ETD22fTlqUw/c1U0kNQ1ZKncLZvqMwVHXu5U+gmVQeL7U4JzCoBsynxeVfKEdEq7JUWSIcmRFEj6SAZIhkhGSMZIUg9eKKcgoKCgIKGgoSCioKIgo6BjoGO6HtAx0DEB67JTumNvpw+V4AV6vPn+gPe1/b16d2ezRAtwvsJMswQ7lHDOQ+QwEgShQA4M2oM+OT74RfhlL/6LruVg5uBzMa2z1bSmJVvT1hdAWSRQBE4YVZu7tNVmnbbUCYngOu+TKI5g3Cfd8YDEHJoESwNju3lBAqYtJ5E/lr/obX5GONWWEl8M5e9505+QhHpqoPN+HHA9KBbwEOLEvQbKbLoqi/VNEmXrBK8oPkfQT7WpWRtEGJXVWlWwL3UFWnoLsC6gQ+4KzIcA3gV0gI4DogvocB4H/C6gg38cCLqA3irjQHg3aAsQdQG9E8enNe4Cet+OA9TrEudtfkXYIELvEWpppbfc5hSxML0VN6eOpWtigBGWdnrrbk618XWhvaU3p6CF6a2+OTUtTC8AzClrGU88wMTj7bBeFJhT3ML097z4D4bdbUpmCR3WCwNzsVgYMcBYQof5A4wYYtybE9C9XKuQvLty3Zv72IV/IbO/hSt14vg5CTYAAC8GSURBVHhe7d0L3JRz/v9xrVNZp5yVU5YfcmaX7GKTZf/LOoVdh42l/aVCJSuLrHNWLMquQwop2pLImRBCJaESK4eSaotOpPPh85v39/7f99bXPXPPfJq555q5X8993I9b1/eameu6d+Z6z/d4rWMAADisE28AACAbBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAKCOW+c+XxT4HgUAKAmLVyy268deb00HNbX6vevb9v22t+OeP86GTx9etQ8BAgBYw5IVS+znT/7cznvtPJs4d6ItXbnUpi6YakOnDLUjhh5RtR8BAgBYQ7f3u9nJL54cb/4BAgQAsIZ9H9vX3p75drz5BwgQAMjByJEj7dhjj7VPP/00Liob6vOYu2RuvPkHCBAAyMKcOXOsffv2tu6669qPfvQjq1+/vl199dX2/fffx7uWPAIEAPJg+fLl1rNnT9tiiy1sww03tCuuuMImT55sbdq0CWHSuHFj69evX/ywkkYTFgCspWHDhlnTpk1tnXXWsVNOOcU+//zzNco/+OADa968eSg/7LDDbPTo0WuUl6qb3ruJTnQA8FD/xoknnhiCYZ999rFXXnkl3mUNjz32mO2yyy5Wr149O/fcc23GjBnxLiVFc0CaPdHMWr/eOgzjXbZymX31/VdhGO+RTx1ZtR8BAgD/37fffmtdunSxDTbYwLbccku7++67bcWKFfFu1Vq8eLHdcMMNtvHGG9smm2xi3bp1s6VLl8a7Jc68pfOs65iu9vqM19fYvmj5Irv23Wttz4F72oa9N7Tt+m3HREIAiK1cudL69Olj2267ra2//vrWoUMHmzu35k7k6kybNs1atWoVaiO77rqrDRkyJN4lEVasWmH3fnSvbdV3K9vg/g1s0OeD4l0KhgABUBZGjBhhBx98cGiuOuaYY+yjjz6Kd3HRcN9DDjkkPG+LFi1swoQJ8S5Fo1rEfo/tF2oQxz9/vE2aPynepaAIEAAlberUqXbmmWeGC/zuu+9uTz31VLzLWlu1apU99NBD1qhRI1tvvfWsXbt2Nnv27Hi3WvPFd1/YqS+dGoJDTVMvfPVCvEutIEAAlKRFixbZtddeaxtttJFtuumm1r1794L3VSxYsMCuvPLKMAy4YcOG1qNHjzA8uLYsWLbArnrnqtCX0fChhnbnhDtt+crae/0YAQKg5AwYMMB22mmnMBGwdevWNmvWrHiXgtIw4JYtW4Zaz1577WUvvfRSvEterUr97+FJD1ujfo1s3V7rWtsRbW324uLVgCoRIABKxtixY+3www8PF2791r+L6dVXX7V99903HM8JJ5xgkyblvw9i1Luj7NDuh4bmqqOePsrGzxkf71I0BAiAxFMNQzUN1ThU81ANxEvDdDUDXZ3hw4cPD7/1b2330PDge+65JwwX1rDhyy67LAwjXlvTp0+3c845p2IUWMtd7fFPH493KToCBEBiqU9DfRvq41Bfh/o81PeRi/fee89uvfXWUEPYeeedQ20h3Y/KtZ/21+NyoeHCHTt2DMOHt9lmG+vdu3cYVpyrJUuW2I033hjmoejnpptuCtuSiAABkEgaTaVRVbqwa5SVRltl6+uvvw6TAf/nf/4nPF41l5/+9KfWtm1b+/vf/279+/cPtY/KH/1b21Wu/bS/HqfH63n0fNn6+OOPwyq/evxBBx0Uhhdna/DgwdakSZNQ61DtQ7WQJCNAACSK5m9oHocuwJrX8eabb8a7pPXNN9+EWkCDBg1CTeC3v/1taO7KtUlJ++txeryeR8+n59XzZ+vpp5+uCsAzzjjDvvzyy3iXKuPGjatai6tZs2Y2atSoeJdEIkAAJIKagC6++OIwz0IzyTWjPJcmoHvvvTestKvl2TUDPZcaSyZ6Hj2fnlfPr9fJ1rJly0Jz2GabbRZC6JprrrGFCxdWlSuQLrjggqrVgB9++OHVHp18BAiAolIn9D//+c+qTmitYZVLjUET+lRT0Ld3LZyoDvFC0PNWLsyo18tlIuHqgwB23HHHsGz8nXfeGeaSKJi6du1akvcjIUAAFNUee+xRdfHP9e6A6m9Qx7c6m/v27RsXF4ReR6+n19Xr50Id80cccURVp/1pp51WsMCrDQQIgKLSPArN6cjVmDFjbKuttgoX8okTJ8bFBaXX0+vq9XUcuVJzle47UuoIEABF9fOf/9xOOumkeHNG+uavi7duElWskUp6Xb2+jiPXmsiBBx4YRpaVOgIEQFHlGiDqe9C3f/1oyfVi0utXHksufSIECADkQS4BolVx1YGtPojabrZKR8eh49Fx6fiyQYAAQB7kEiAaQqvO59rqMM+WjkfHle0QXwIEAPIg2wDRnAnNw9BorSTScen4splsSIAAQB5kGyCVM8yTOuxVx1U5Y70mBAgA5EE2AaK1qLSYomaqJ5mOT8dZ09pZBAgA5EE2AaIFDbUmVab1pJJAx6fj1PFmQoAAQB5kEyBaFVejnEqBjlPHmwkBAgB5UFOAaPkPjXD617/+FRclko5Tx5vpfiIECADkQU0BotVstVrtvHnz4qJE0nHqeHXc6RAgAJAHNQWImoR0k6dSouPN1ORGgABAHtQUILvssou1adMm3pxoOl4ddzoECADkQaYA0f3PdQ8N3W62lOh4ddzp7t9OgAAFcPDB98WbqmQqK2WZzitTWbnIFCBffPFF6JAeNGhQXJRoOl4dt46/OgQIUACZLpiZykpZpvPKVFYuMgWI7hWuC/ELL7wQFyWajlfHreOvDgECFECmC2amslKW6bwylZWLTAEycuTIcCF+/fXX46JE0/HquHX81SFAgALIdMHMVFbKMp1XprJykSlAqIEkGwGCRNEFM9NPOYrPMf4pd5kChD6QZCNAkCiZLpiZykpZpvPKVFYuMgUIo7CSjQBBomS6YGYqK2WZzitTWbnIFCDCPJDkIkCQKJkumJnKSlmm88pUVi5qChBmoicXAYJEyXTBzFRWyjKdV6ayclFTgLAWVnIRIEiUTBfMTGWlLNN5ZSorFzUFCKvxJhcBAqCoagoQ4X4gyUSAACiqbAKEOxImEwECoKiyCRDuiZ5MBAiAosomQKRjx47WoEEDmzx5clyUCDouHZ+OsyYECFAA6jQ+55wnbOXKVXFR2XYo18VzXl22AfLNN9/YFltsYSeeeGJclAg6Lh2fjrMmBAhQALpgdu36ij3++EdxUdleTOviOa8u2wCRe++9N4xw6tu3b1xUVDoeHZeOLxsECFAAumDOnr3QTjjhUZs3b/EPyspRXTzn1eUSIKtWrQqjnDbeeGObOHFiXFwUOg4dj45Lx5cNAgQogMoL5oABE+z669dcwrtcL6Z18ZxXl0uAyOzZs23nnXcOP9OmTYuLa5Vev/JYdFzZIkCAAqi8YKo/4KyzHrfx42f9oKzc1MVzXl2uASIff/yxbbXVVta0aVObPn16XFwr9Lp6fR2HjicXBAhqzZw5c+zYY4+1gw46KPHj4NfW6hfMceNm2tlnP17VuVyuF9O6eM6V9A1+k002CRfhbDqfVzdmzJjwOH37r+3mLL2eXlevr+PIxZQpU0Jn+2GHHRYXlRwCJMGWL19u//jHP8KbTZOTNERQP9dcc40tXLgw3r0sxBfM6657zQYO/LDasnIRn1ddOOfFixfb9ddfbz/+8Y/De3u99dazzTff3O644w5btmxZvHta+uavC7n6IGqrY12vo9fT6+ZS89Bn9q9//Wv4DGuuiD7HpY4ASaiXX37Z9t577zCy4+STT7bPPvssTE7605/+FBZq23HHHe2RRx6JH1by4gvm3LmLQ+fynDmLflBWLuLzKvdz1s2WtNS57pfxxz/+0f7zn/+EORSnn356eL/vueee9vzzz8cPS0t9D+rA1mM1lLZQ80T0vHp+vY5eL5c+j/79+9sOO+wQPrv/+7//W+NEw1JBgCSMgkLtwXqTKkAUJDEt0nbkkUeGfX7xi1/kXIVOsuoumIMHT0x9cxtebVk5qO68yvGc33//ffvlL38Z3rfq93jnnXfiXey1116z/fffP+xz3HHH2SeffBLvkpaG0Kq2Xr9+fevQoYNNnTo13sVFz6Pn0/Pq+bMdqis6R52rzkfnrr9BOSFAEuK7776zyy+/3DbYYAPbcsstQ9OVmrAyGThwYKhG65vceeedZzNnzox3SbTvvltqd9wx0tq3f7ZqW3UXTPUHtGo1ZI2yyy57yW6+ecQPhr0m3bffLrFbb33LOnX67zfsbM+5Y8fn7bbb3grPUUrUt6Fv3fr2rW/h+jaeyYoVK+y+++6zrbfeOjRvde7c2ebPnx/vVi29VuWMdT1WNYUBAwak/mbfxrtmpP31OD2+svlYz5ttP41qVapd6bOp2pY+q+WIACkyjRt/4IEHbLvttgvtwBdddFHoNM+W2pKvu+660Ja86aab2t/+9jdbunRpvFui6OKoSXNHH93XDj30/tQ3utxrUP37j7PDDuttzZs/aI88Mj4VtivjXRJlxYqVoV/jqKMeCsf9wAO5fxPt0+c9a9bs/vAcei49Z5KpL0O3dlXfhi7AV199dU59d7qvxiWXXBIu4AqTXr16pd472Z2zmoi0oKFWxdW3f13IdZOntm3bhmNSiA0fPrzqR//WdpVrP+2vx+nxep5sm5z02bv55pvDwAB9JtXPo89ouSJAiuitt94Kb1a9UX/1q1+t1UiSr776ys4+++zwXLvttps9+eST8S6JMHbsDDvzzMHhm3WHDs/bl19m982yOtOnq9Y2LDxXy5YDU3/P/DRZ5Nvo0dPs9NMHheO89NIXU/9f5fZteHV6bOfOL4bn0nPquZPo2WeftT322CO8H3/3u9+FkUde//73v+03v/lNeK4DDjjAXn99zbkyNVGTr27udMIJJ4Qau54n3Y/KtZ/2z3Q/j+o88cQT9pOf/CQ8zx/+8IfwmSx3BEgR6I111llnVV3shw4dGu/iplD62c9+VhVKH35YMZqn2HSx79Kl4mJ/6qn5vdjHoTRlSjLuXDd16n8v9r/73WN5vdivHkp6jbUJpXxa/WKvuQ65Xuwzee6556pCSR3u3lBSjUAd4hMmTAi1D/3Wv701BX3Gjj766HBc+uy9/fbb8S5liwCpRYsWLQrNTRrCp+amW265pSDNTWoWe/DBB93NYvm0aNFyu/vuMQVvblKz2JAhH6dCs6JZ7PbbR9qCBfn/22Zj4cJl1rPn6NDc1KJFXxs0aGK1CyWurbhZ7K67RofXLoa4uen+++/PurkpF2oWu/3220OzmDq11Sz2/fffx7vVCn2mLrzwwvAZ23777cNnLtulTMoFAVJLdJvLyg7v888/v1Y6vNUx/5e//MU23HDDMHokm475fHr22Umpb6P9U9/KetlNN71RKx3eCg2Fh0JEYaJQKcTFuzq6dgwd+m879th+dsgh91v37rXT4a3XuOWWN8Nr6rWfeuqTcCy1obLDWxPqNADk0ksvzbrDe22oM7tNmzZVHfP9+vWLdykYfYbuuuuu8JnSZ+uKK64In7W6iAApMLWjHnHEEaF6qyG37777brxLwWlosOaS6BjSDQ3Op/fe+7ede27FCKI2bZ62SZNqv/ajvhU1Z+kY1LylZq5CeuediVWjpjSq7PPP58a7FJxes127Z8Ix6Fg0q72Q1PxTOeT2+OOPz2nIbb588MEHVUODNbO7uqHB+TRs2LCwfIle75RTTkn9zT+Pd6lTCJACmTVrVpj0pxrH2kz6UxOX2mfVwa4P7EcffRT+ncts3UqrT07UXBMFSz7NmDEjFRznWoMG26c+1F1Tr1f8D5f6WtTBXtFX8HgqWPK7bpLmCKg/q0GDxnb00dfa66/72uXz6bXXJqe+MAwI53z55UNs+vT8Bonef6eddlp4H+U66a9QKicn1qtXLwyf1Xsxnz799NOqSYT77LOPvfLKK/EudRIBkme6sGsEx2abbeZaduSLL74ITQL6gO61117hA1E5QmT1HwWTvgn9/ve/tz59+mQ94qNyeRTNNVGTg+aerG31e8mSJXbTTTeFoYta4uHGG29MBV/uAVco6nNR30vTpn+0jTbaJC/t5urPuvbaa6P+rOSc87JlK+2hh95PXeDPTv1/sknoe/N2ElfS36xr166h76Fhw4Y5LztSaDo/DbnV8Fm9F7t167bWfYyaD9KlS5eq+Vn//Oc/Q7MdKhAgefT000/b7rvvHi7wZ5xxRtYLHypgNMZdVfDKgFB4nHPOOda9e/fUheChNcas69+6YGmoYOXrKWg06koTlrJ5g6sDUJ3r6gBUZ7vmong6AB9//HHbddddw+u3atWqaCujZmP27LlV7eaNGzd2t5trgtlOO+1Uq/1ZXrNmfRMmmepY1QenvjiPhx9+OPzN9Le74IILsp5QVwxaoFHvRb0n9d4cMmRIvEuNNABAX8y23Xbb8BnRvc7nzq39ZsmkI0DyQAuq/frXvw4Xcq2YO2LEiHiXaulbrAJim222CY899NBDwzIJ2dYmKqnWopEplW2zmvz06KOPxrtVS01jCh49TnNSNAw4G+PHj7ejjjqq6rhHjhwZ75JYajdv3rx5OHaF9ujRo+NdqjV27Niq/qzDDz+8KP1ZXlruRn1wOnYtg5PtHAf9bZo1axYep7/ZuHHj4l0SS+/JQw45JBx7ixYtwnDdbLz55pt28MEHh8cdc8wxodkY1SNA1oK+kWh5Aw1dVAj07t0766GLmmjVpEmT8C3p1FNPDRe1fFAn3+ofeLXdZkNzUTQnRY9Tm366ENMCcu3atQvfyho1ahRWJvXUXJLgscceq2o3V99NunZz9We1bt06fItXzSPbcE4i9cWpT041CfXRpZthrb+FasD62+h9Onjw4HiXkqD3pmrsGmar92z79u3TLoKo/izdo0OfAdXsn3rqqXgXRAgQBzUR3XPPPVVDFy+77LKs19pRc5WaFCq/8RfqW6yaKhRqaqPPtqlG7cVqGlObvh6ndnPVkkR9Jz169Aht3xq6eNVVV9mCBQuiZyg96r9Ru7n6q3Sx1NITle3mat/X30PBoXNWf1bl36OU6T2oc9F7V+emWnBlX4b+Hurb0d9CfxP1Z2lbqdN79corr6wa0t6zZ8+qIe1xf5b+Hmvbd1JXECA50nIF++67bwgALXkwadKkeJe0NORPIzhUY1FHe7a1FS/1c2h4pY5VC9JlW1NQm77a9ivbzTt16hT6ZPQ8qi2pyazcaB0knV9lu7k6iyv7l/SjC2m5UXBWnp+aPXXOlf1Z2qZO8nKjz2DLli3D+ek9rS9Cq/dnqbaJ7BEgOdCbT288veFefPHFuDgjNVGps1rNPtn2M+SDQkoXBh23aj65hJZqR1p7SI9Vs8err74a71I2NIhA56khqVqCQ/+tsH/ppZfCf999993xQ0qeRuPp3HSOlcO7de76G+i/NbO6XOm9XPkFQU2+6t9C7giQHKg/QW84tZ3nQuGhpRf0LU9j6ItB3yb1zVLt3rlQp6nOWX025awyQDS6SDU1jdxR2Krpo9wDRMNzda46Z527voWXe4CImqI9I7TwXwRIDioDJJc3nWotqnno206xq8dq29Xxa8n3bFUGSBImixXS6gGyuroSIKurKwGCtUeA5CDXAFFnpZpB1GxVrJpHTGP41d6bbXMUAUKAAOkQIDnINUDU56AO89rs86iJRpeonVt9GlpBtSYECAECpEOA5CCXAFGfgfZVs1HSaGKUlqPQUtQ1IUAIECAdAiQH2QaImq40+UrzPHIZ9VSbtAS1JlbVNDuXACFAgHQIkBxkGyCqdaifoVCTBPNBF0at86M7u2VCgBAgQDoESA6yCRDVPjQDXBPukk4r6GpJi0zLuhMgBAiQDgGSg2wCRKvqap/3338/LkocreWlpa+1FEs6BAgBAqRDgOQgmwDR6q5anbZUaNl5jchKt8wJAUKAAOkQIDmoKUC0RpTKtdBiqdAqvDrmUaNGxUUBAUKAAOkQIDmoKUB0Lw8tF5JuKfQk0gVSc1VuvvnmuCggQAgQIB0CJAc1BYhGNGmFz1KjJrfjjjsu3hwQIAQIkA4BkoOaAkSLJerGRKWmbdu2YYXh6tSVAJmQCpBbU+e5KAqQZakA0fb3yzBA3ksFiM5tWRQgC1MBou0TCBDUgADJQaYA0RIhmpiXy0KFSaF7YWjeSnU3S6orAZKqgqQ+DamPQ3yv71SAhO1lGCCpKkjFuUUBYlr0U9sJENSAAMlBpgCZMmVKKNOdAEuNlqfXsWvl4BgBQoAA6dROgMyfb3bJJWZqJll//YrfnTubZXkb2KTIFCDjx48v2QvtCy+8EI5dYREjQAgQIJ3CB8jChWb776+lac10+1fda1i/zz/f7MADdUPi+BGJlSlANAxWZa+//npclHg6Zh37yJEj4yIChAAB0ip8gFx3ndnxx8dbK2j7DTfEWxMrU4BU1kCee+65uCjxqIEYAbI6AgRZKnyA7LOP2YgR8dYKb7xhtu++8dbEyhQgpdwHMmjQoHDsmggZI0AIECCdwgdI/fpmc+bEWytoe4MG8dbEyhQglaOw0k3ISzJGYRkBsjoCBFkiQHKQKUBkzz33tFatWsWbE69Nmza2yy67xJsDAoQAAdIpfIDUkSYs0cKEu+++e7w58XTjq9/+9rfx5oAAIUCAdAofIHWkE1369OkTyqvrS0gq3Rdd9wS59dZb46KAACFAgHQKHyB6c+63X8Ww3dQF2JYtq/jdunVZDeMVLaKovgT1KZQKdfrrnN577724KCBACBAgncIHiKS+5VqnTmY77GC23npmO+5YMbGwjCYSVvrVr35lTZs2jTcnlpqutIZXOnUmQF55peJ9uWTJmtuXLzdT/1AJDs+u0TPPmDVpYrZixZrbFy+u+Ky++uqa24FI7QRImcgmQCq/0Q8bNiwuSpwvv/wyLOV+Q4ZmxDoTIAByRoDkIJsAWZH6Nqdv9M2aNYuLEufiiy+2jTbayL7++uu4qAoBAiCdZAWIVrL96U8rmg0SKJsAkUcffTTsl+RJhZMnT7YGDRpYx44d46I1ECAA0klWgKgdWp13PXvGJYmQbYDo/uLNmze3bbbZxmbPnh0XJ8KJJ55oW2yxxQ9uoBSrUwFSJot+5qQunjPyJlkBIqecYqkrm1kCL7zZBohoXzUPHX/88bZy5cq4uKj69u0bzkO34K1JnQmQMlr0M2t18ZyRV8UJEA3lbdHC7M034xIzzaHQ7PX27eOSosslQKRfv35h/65du8ZFRTNx4kTbeOONw+gr1ZRqUmcCpIzmK2WtLp4z8qo4ASKaob733tX3d1xxRcVw3/Hj45KiyjVApHPnzuExd9xxR1xU66ZNm2Y777xz+Mm2aa3OBEgZrZiQtbp4zsir4gXIyy9X9HfcdVdcUjF5q1GjilpKgngCRN/yzzvvPKtXr5517949Lq4106dPD/NTttpqK/v444/j4rTqTICU0ZptWauL54y8Kl6AyMknV/R3VPcmfuihioB54om4pCiWLFkShr3qYnr44Ydn/Q1e1Afypz/9KTxWCxcuUxNeLVKzlWodCo8xY8bExWktXLjQWrduHY77mGOOsblz58a7lI+6eDGti+eMvCpugHz2mdmGG5pddFFcoq/uZoccYrbrrrZyaTQ7uJbpnuFNmjQJtQhdiDdMHXPDhg2tR48etry6Jrg0tNS7ljo58MAD7aOPPoqLC0Id5urz0HHnUvN45JFHbMcddwzrZOmxG2ywQQige+65J8x1KTt1sTmnLp4z8qq4ASKXX17R3/Hhh3GJLRo70rqfVM+ef74499j44IMPwnBcfQM/7LDDbPTo0WG7Fkts2bJl2L7XXnvZiy++GD0yvVdffTVcmBVCV155pS1Qc10BaJ6HhurqGNVhnm2N6d1337Vf/OIX4XFHHnlk1RpZkyZNCs+j7fvtt184j7JSFzuU6+I5I6+KHyDffWe2/fZaRCouCfr0+YN16LCJzZ8/Iy4qGM2NUFOTvn03btw4jKaqji6iuphWXqR1kc2GVsBt3759uAHVtttua926dctb89DUqVNTf68OVr9+/TDPI5uhujJz5szQV6Makmoc6SZBKiwVmjpnhWgprTycURkt+pm1unjOyKviB4ho1U/1dzz5ZFySuthOs4sv3ji1y7lxUd6pb0KjpTbffPNwAdbw2+/jlUojas5Rs46ad9TM8+c//9m+zXIS1oepWtdpp50WgkpzRs4880wbOnRozrUSvd6AAQNCiGltq8oZ5jVNEhTdSfGWW26xTTfdNBzDdalvpdXdmXB1arZT852a8Qpdk6pVZbLoZ07q4jkjb5IRIKtW2YSWP7O/d/xJ6uK0NC61Z5+9wS644Ec2efI7cVHeaJTRHnvsEb5Zn3766aEJKBeqQeiirQu4ZqD37t076wmEn332mXXp0iU0ben1VTM59NBDrV27dnb77bdb//79bfjw4VU/+reWjG/btm24GZRqDXqc1uDSwoiZ1rZancJqt912C489++yzw3L0uVCzmI5Rx9uoUaPQ35LN3BIA5SEZAWK6iL6VCol69sILt8RFqZrBYrviil3sb387LO8XqE8++cSOO+64cBE94IAD7LXXXot3yYk6qn/961+H5zvooIPsDXVG5uDtt98One2qTVQGSrofNTWdcMIJ4WZQ6e7nUR2NytKy83oOBdBbb70V75KT8ePHW4sWLcLzKfhGjhwZ7wKgDCUmQKR377NCf8e33/4nLrKxYx+zNm3WsVGj+sdFLosWzbcHH+xsu+yyvm299dbWq1evvI4ueuaZZ0KNQBdV3epWS6d7qDlJtaEJEyaE2od+69+Ldc+GHM2ZM8cuuuiiUGPYbrvt7IEHHshrIGt+zK677mrbblbPet/cyr6fNy3eBUAZSVSAzJ37lV188Y/toYfOi4uC2277pV1++Q6hRuK1atXKVK2gl1166dbWrt361rPnJaFTuxDUp3LbbbfZZpttFvolrrnmmjC3orapz+If//hH6FRXP83ll19u32nwQgGoT+XR+7vZ3W03sQcu3tjGPnuDrVhe3GHYAAojUQEizzxzfejvmDLlhxPepk+fYLfeemTqIuy74H/yyWt2ww0HhJpMz56/sZkz/x3vUhDqk9BEQvVVqFlKcyxqy8svv2x77713qAmddNJJob+lNiycP8OGP3iu3XdBPXv0yib2eaoGCaC8JC5Ali1bZFdcsbPdcsvP89a8Mnv2ZLvvvtNDcFx99R42YUJxbk+qfoojjjgiXMw110JzLgpFQaHA0GspQBQkxTBr8mh78m+H2X2pv/3TtzW32V99EO8CoEQlLkBkzJiB4WI/evTafVNfsuR7Gzr0arvwwvrWqdPmNmzY7bZiRe0uI1IdzbFQB7hqJJp7oTkY+aKmKTVRqalKTVZquspltnyhTBrVz/p3aWy92q5rb/RrY4sX1DzEGECyJTJApEeP/2cDB3aKN2dtVOqCpf6StqkLVr/UBWtBwi5Y6hzXnAvNvdAcDM3FUP+Bl2prDz74YOgcVye5OsvVaZ4ky1OBPubJrtY7FegPpgJ9/Mt32MoEBDoAn8QGSHWWL19izz3Xza65pmnqArlRCIh77z3NPvvsv/cV0VwRDfdVDUad7l8lvMlEcy80B0NNTZqTobkZudIwXA3H1XNoeK6G6SbZd7Mn27D7Tg/NWgP/uqdN/XDNlX61vbofAMlSUp/KBx5oZb16/d5mzPgojMRS34aG9d5886GhfMmSBda+/YZhzoiG/ZYSTwjkI3yKacYnr9ngGw4I4TD8oT9WbScsgNJQUp/UCy9sUOMIrClT3l2rYb7FpGYozc2oqRkq381fxbRq5Qr7+I1e9n6qZlmJAAFKQ0l9Uq+8skmYsV7uMnWEF7IDPikIEKA0lNQn9f33n7DOnbcKQ3JfeaWHff7527ZyZf5mjyfN6kNxd99997DUSuUQ4FxuDFVq4r4P+kCAZCq5T+X338+2kSP72oABF9mNNx4UaiVffDEq3q2saA6HVvtVk1VtTkIsFsICKA0l/0l9551H7dpr9443o4QRIEBpKPlP6sKFc61Tp4bxZpQwAgQoDYn9pM6aNckGDuxo8+ZNr9qm4bqaIPjNN5+HOSHa5/77z6yVm02h9hAgQGlI3Cd18eJvbfDgy6x9+w3skku2tJkzP6kq0wisXr1+Z126NA5Dert23d2eeOIKW7q09le4ReEQIEBpSMwnVcusv/lmH/vzn7cNy6z/618dQvNUrvQ83303K94MAMizRATIp5+OCCOqtPzInXceG2aae02Y8GwIoKQvYQIApa6oATJnzpd2//1nhOBQc9S4cU/Hu+RMK/Cqieu225rHRQCAPCpKgCxbutCeeuqasCBix46b2Ysv3prXZdbV0a5QGjt2cFwEAMiTWg+QT9951B75y07W9YIfWd++rdeqv+L224+2QYM6x5vDmlJakVeLKpbqulgAkHS1FiDfTHnXhnY/PIywGXrrETbry7HxLjl74okrw/0+vvpqXFxkkyePDrfGffbZG+MiAEAeFDxAFn07017re771Sl3MVfP4bMy/4l3ctHx7ly6N7O9/PyouCjQ/5OKLN7Z586bFRQCAteQKkHiRu+oWu1u5fKl98MIt9mCHTa3PRRvZ2Kevs+XLFq2xTz6MHPlw6O94773H4yKbP3+GdeiwSbiPCAAgv9wBksmUcU/ZgK67hf1e6X2WLZg7Nd4lb9TfoRnqWlRRs9NjuoPhBRfUs88/HxkXAQDWQuYkSCNTgMyd/mEoH3LTT+0/q91qtpC0Gq9CQmERU6jc1mFXm3DaoUqbuBgA4JQ+CTLIFCDy9eR3av1irWaqiv6O/66dVWXIkNSZpo65b9+4BADglDkJ0oj7PqrrA6ltCg4FyAMPnBMXVWjRwqxRI7MFC+ISAICD66pf7LBI57nnbrLuJ/3IFr0/Oi4yGz/ebN11dV/cuAQA4OBKgqQGyMoli82aNDFr1qz6JrR27czq11enSVwCAMiRKwmSGiDB4MEV/R39+sUlZrNnmzVsaNayZVwCAMiRKwkSHSDSvLlZ48a6gXpcYtajR0XAjGRYLwCsDVcSJD5Axo2r6O+46qq4RON6zTp3NvvkvzeqAgDkLuFJsBbatq3o75g8OS4BAORB+QbIN99U9Hf8/vdxCQAgD8o3QEQd6eefH28FAORBeQdIdebPN7vkErOddjJbf/2K3+oT+fbbeE8AQAZ1K0AWLjTbf3+z884zmzTJbOnSit+qpRx4oNmi/K8WDADlqm4FyHXXmR1/fLy1grbfcEO8FQCQRt0KkH32MRsxIt5a4Y03zPbdN94KAEijbgWIhvXOmRNvraDtDRrEWwEAaRAglQgQAMhJ3QoQmrAAIG/qVoDQiQ4AeVO3AkSLK+63X8Ww3U8/NVu2rOJ369YM4wWAHNWtAJF588w6dTLbYQez9dYz23HHiomFTCQEgJzUvQABAOQFAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAu/wfVlmnEbcHd9AAAAABJRU5ErkJggg==)
PN: 8662-7-05
CAS: 284674-50-6
Molecule Weight: 374.74
Formula: C14H9ClF2N2O4S
TSCA: Not listed on TSCA inventory