| Product Number | 4655-1-03 |
| CAS | 30481-54-0 |
| MDL Number | MFCD00017038 |
| Molecular Formula | C13H11N3O3 |
| Molecular Weight | 257.249 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4655-1-03
CAS: 30481-54-0
Molecule Weight: 257.249
Formula: C13H11N3O3
PN: 4654-1-36
CAS: 599171-08-1
Molecule Weight: 256.261
Formula: C14H12N2O3
PN: 4654-5-14
CAS: 22978-25-2
Molecule Weight: 276.68
Formula: C13H9ClN2O3
![N-[2-(Aminocarbonyl)phenyl]-4-chloro-3-nitrobenzamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABMEAAATBAFdzgrMAAAClnpUWHRtb2xTb3VyY2UAAHicjZbbjpswEIZfZeTrxtiGAIlCVlFWlSrtdqXuVupd5RAnQeKwAnJ6+45xTjhZaADZHv+fjzN2Jk+HLIWdKqukyCPCKSOg8rhYJvk6Ir8/vg9C8jSdxChCYV5FZFPXn2PH2e/3NN6oTB6KnMZFRkz9+FAlLc3epUW5dgRj3Pnz+vLeMIMkr2qZxwqpKhlXjfGliGXdjOKLLpxMlrskd4zcycqdae2vYPpl9FAtyXUuc6ybIQqrJFWwKspM1rATjOLLvsFa5aqUtVrC4ohml3o49+nk9bmIt5nKa8zqFpJYpu91uY3RkBWpirfYGGZ+PEck4wjIushmZSmPoHPaLDlIAdIF6YEcgvRBBiBDkCOQnOGH9RwFHBUcJRw1HEUcVRxlHHUCdUK3I3A/UqUH9HH8VBH5CXN4w+/6WJb0ZHyDN2Jmnc43slwjy+B/Hg4DDugGBxERXBOGQxbU9wMPOHVdNziXTnUPJacEFxp/2J4pXtKTeHBiB0O0e8E19bE+vKm39eey0RM44lDR6HLdmUtZyBqRKXvUF8x0MtKpT0euTgMasNvyuf4rvW0/l+3+7HEwGmBH57UwCfqNc3Gc6WRR5MubLCTLiCw4aTzql1pV4uRUBIpyqUqMU92Alt4Cog1oF7wA4hHg3gFedw9eG9DufQFmj4BhG9DB0A34bUCHTjcQtAEdaN1A2AZ0WHYDo7tJ9wCctYkm7LsXltub3RwTPYy13+ZY6d5x7j5g3J5+rF03x1bPElgbb465Hsbae3Ms9jDW9ptjtGc+4QOmx2m45QTmmO5mBHuwbn2M7Qehvgp6wt6O++bq6GHs0Gfmqrn3HefmbHLOFyBm7y5H5+bmdPD/wvQffu1bF7ztdU8AADxsSURBVHhe7d0JvNTz/sdxS5FsRdnXxLVdXEmyZinpopIuKWTr4lqufctVlu7f2oKbNpWkTRSFiLKESAu6hKRFhEr77vOf92/ub5r5NefMzHdmzvnNnNfzPuZxbuf7nTnzO+b83r/v+tvMAABwsFnwGwAApIMAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADipuAHyxx9mQ4eaNWlitssuZpUrR7+edZbZ4MHRcqSWye/x++/N+vVL/pg2bWM9AAWhYgbIsmXRE95mm5X80AlQ9VCyTH+PH39s1rZt8serrya+NoDQ2yz4jQqhRYvoya1aNbMuXczmzDFbu9Zs7lyzrl3NqlePlqseSsbvEajQKl6AvPVW9KS27bZmX3wRLI3S91WuemPHBksh/B6BCq/iBchFF0VPaB06BEsSqVz1WrcOlkD4PQIVXsULkP32i57QvvwyWJJIV8+qV6tWsATC7xGo8CpegFSpEj2hrVoVLEm0cmW03jbbBEsg/B6BCo8AKYl/4qtaNVgC4fcIVHgVL0By0fWyYYPZM8+YvfFGsKTiyMXvEUBBq3gB0qpV9ITWsWOwJFFpg7/z5pltvnm0/Mwzzb76Klij+OXi9wigoFW8ABkzJnpC22677KafPvusWY0a0TpafX3jjWaLFwdrFa9c/R4BFKyKFyDStGn0pKaFblrwpoVvWgCnlkW3bukvgFu0KBocChDVV6B07262fn2wZnHK1e8RQEGqmAGydGm060knt5IejRunv5WJurDiX++II8zGjQvWKkwzZ0YD4IADogERL9e/RwAFZbPgNyoMbfKnzf50gqtZ06xSpehX/XvQILfNFEeNMjvooI0nT514tYFgIdJJ/+67zbbeOnosO+8cbVkE5eP3CKAgVNwAyRd14Tz2mNmOO0ZPvJET8Op7O9qaFauDNcNJJ3ztjrv77tH3v+WWZlddZfbLL8GaACo4AiRdy5cHv1M6nXCvvNI7AQ+reUrkgnxApIEyI9wX5B99ZHbssRtbUCefbDZlSrAWAHgIkHS88kp02q62Jv/662BpqdZM/cIebf201anTw3tceunL9vnnC4LVype6pi6+eOPUZK3xGDIkWAsAEhAg6Zg6NToGoJOrZlzdfHPGU3bHjPnOzj57oBcixxzTw+69951II2VFsFqZ2rB6jdkDD2ycaquv99+fenU5ABgBkj5N2b3++uggsU62Giju2TO6Kj1Nq1evizzlMzvhhD5ekJx00rPWp89kW7Om7Kf9jh070x476Q5bUul/4dGmzaazrACgFARIpqZPN2vYcOM4wVFHmY0fH6xVqgULllv79m/HurXOOecFe/vt7Gdr3Xjj67Z2bemBNmPGb3bVVa94P/e4o5+2dxq1M/vww2A1AEiJAHGlcZHatTcGScuWZrNmBWuVatq0n+3ii1+KBUm7dq/azJmLgtXSdsopfb1WTjKLF6+yhx56z+rW7en9rDPPHBA5BA3qh3lUH0CYESDZWLPG7OGHzXbYIRoi2qG2fXv7Y3n6Yxs6f48c+bU1ajQg1hpxlSxA1q3bYAMHfm4NGvT1Xr9+/d725JMTbcWKtQn1ACBTBEgu/Pyz2eWXm22xhRckLx95gY0e/U2wVql0Qu/d+zMbOnR6sKhU6o5S6Oih1oUG6vX/zz9/iE2YMMfOO29IrIVzyy1jbN68JcGXAAAnBEguTZpkc844zy47+A7vhH3ZZSPsyy/dpuz6J/2mTQfZ+vWbjmv45RpP+fHHpd5Dg/I//LDYPvlkntcd5tf529+GRb73Y/AlACArBEgevPHGt/bXv26csnvffePs11/T79YS/+Svx4gRm24X75fFUxfWI498YPXq9fLKTjutv9ei2bCBcQ4AuUeA5InGInr0mJQwZffZZ6eknCXliw8QdUlpLCNZebzjj4/+rGOP7RUJkgm2ZEmBbJ8CoCARIHn200/L7O67N07ZPffcQfbOO7OC1Tbh12/Zcqj3dfjw/yYtj/fttwutd+/J9v33mS1yBAAXBEgZmTLlJ2vTZnjsxH/11a96J/yS+PW0gl1fmzQZmLDgMFmAAEBZIkDKkMYiNGW3YcPnYl1N+ncyfkDoOZpRpf8/ZMjG+48TIADKGwFSDpYvX2Ndu35sxx3XyxsnSSY+IDQor/+vHX39VggBAqC8ESAhFR8QaoW0aBFthWhRYLAcAMoDARJSwYB47bVoK0TdX6tWrdukHADKGgESUsGAUCukefPB3vf695+6STkAlDUCJKSSBYS2R9H3Tj+9f9JyAChLBEhIJQuI+FZIsnIAKEsESEiVFBCvvjqDAAEQCgRISJUUEGqFNGs2qMRyACgrBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAVIgdC/zAQOmJWzpDgDliQApEB07jvem7Y4fPytYBADlggApEO3bR+9q+NZbM4NFAFAuCJACQYAACBsCpEAQIADChgApEAQIgLAhQAoEAQIgbAiQAkGAAAgbAqRAECAAwoYAKRAECICwIUAKBAECIGwIkAJBgAAIGwKkQBAgAMKGACkQBAiAsCFACgQBAiBsCJACQYAACBsCpEAQIADChgApEAQIgLAhQArEP//Zw/bb7zIbPfqTYBEAlAsCpEC0bXutVamyqw0f/kqwCADKBQFSIFq3bm2bbbaZDR06NFgEAOWCACkQBAiAsCFACgQBAiBsCJACQYAACBsCpEAQIADChgApEAQIgLAhQAoEAQIgbAiQAkGAAAgbAqRAECAAwianAfJH5H8vfv+infvGubbbgN1sq15b2a7P7Wp1htexmz+62ab+NjWh/mY9NvMeSI0AQSj88YeZPoNNmpjtsotZ5crRr2edZTZ4cLQcKWlfOz2aNh1k69dvCBbHyoNK+r4vVXmu5ezsvXTtUmv8WuNYKJT0iJfse0iOAEG5W7YsGhyRz2GJDwWJ6qFU/olejxEjvgoWlxgEJX3fl6o813J29larQ2FQvV91e2zaY/btkm9tzYY19uuqX23yr5Otyxdd7MgXj0x4DgGSPgIE5a5Fi2hIVKtm1qWL2Zw5ZmvXms2da9a1q1n16tFy1UOp4gPknHNesHXrElshJQVBSd/3pSrPtZycvV+f87oXBDv23dG+WrxpmpaEAEkfAYJy9dZb0XDYdluzL74Ilkbp+ypXvbFjg6WI45/oW7Yc6n0dPvy/ScuDSvq+L1V5ruXk7H3h2Au9IOg0pVOwqFQESPoIEJSriy6KBkOHDsGSRCpXvcjnFSXzT/RjxnznfW3SZKCtWbN+k/Kgkr7vS1Weazk5e+87cF8vCDJpfQgBkj4CBOVqv/2iwfDll8GSRGqFqF6tWsESxPFP9Bs2/GHnnz/E+/9Dhmz83ZYUBCV935eqPNdycvau0ruKFwSr1q8KFpWKAEnfqaee6gVIr169gkVA/lWpEg2GVSn+xleujNbbZptgCeLEn+jfeONb7/83bjwg1gopKQj876d6lJWcnL0JkPz59ddf7aqrrvLCQ4+qVavaU089ZevWrQtWBfIn0wCJfE5RsvgTvVohLVpEWyEDB36+SXm8YFCU9CgrOTl704WVe2vXrrXHH3/cqlWr5gVH5cqVbZdddokFyWGHHWZvaWATKAu56sJaulRnzOB3K5zgif6116KtkIYNn4tk9LpNyn0lfd+XqjzXcnL29gfR/z3l38GiUhEgyY0ePdr+9Kc/xcKiefPmNnPmTK/sjTfesIMPPjhW1rRpU/vuu+8CrwDkWKtW0WDo2DFYkijVIPo++0QXHvbuXaGDJHiiVyukefPB3vf695+6SbmvpO/74ss//fRHu+660XbyyX29QfrHH/8w0kDMbc9FTs7e/jTean2r2YzfZwSLS0SAJPr666/trLPOioXDn//8Z3v77beD1bzWSefOna169epeva222sruuOOOyMXd0mBVIDfGjIkGw3bbuU/j1Sp1fy2JHkcfbfb++8FaFUKyIBg9+hvve6ef3j9puZT0fV98+ZVXjrR33/3BFi9eZb/+usLuumtsJP/HB56RnZydvf2FhDv128me+PwJm7lkpreQ8LdVv9mU36ZY1y+62lEvHpXwHAIkavHixXbTTTd53VQKhJ133tn+85//2Pr1G6f1JaPxkb///e+25ZZbes/bbbfd7Nlnn438nbKdBPIg0tr1TvxaMKiFg1pAqIWE8+aZdeuW/kLCl16KdnH5QXLhhWazZwdrFY358zddmZ8sCOJbIcnKpaTv+0orX7JktZ16ar/gt7OSs7M3W5lkTgHRo0cPq1GjhhcACpAbbrjBFi1aFKxaqmnTplmDBg1iLZdjjjnGPvjgg2A1IDtq4Z555sYTf7JH48bpbWWyZo1Zp05m228ffZ5mbd13n9mKFcGaBeu///3VLr98pHdCD25XUtKJ/tVXZ+QtQH74YbGde+6g4LezktOztzZTHDZzmJ3zxjneZoqVe1W2XZ7bxdtM8ZaPbrFpC6cl1A8GiMZQDh5ysPX5uo9t+KO4+0fHjRtnRx55ZOyk36hRo8gHLnE1aqZefPFF23///WOvedFFF9kcbTcB5Ipat9o0UUFRs6ZZpUrRr/r3oEGZb6Y4f75Z27Zmm28eDZK99zZ74YVgrYKycOFKr6uobt2e3sn8rLOet+++W5hQp6QTvVohzZoNKrG8pO/7SitXF1afPpOD385KTgMkW3dMvCMWKgqd938qvv7RWbNm2fnnnx87yR944IH2yiuvBKs5W716tT344IO23Xbbea+vab8dO3a0lZpeCYTVJ5+Y1a+/sSVzwglmkyYFa4Xa2rUbvAFwDVrrJF6/fm/r3v3TnA9cu9D04H/8Y3TSnX+zEaoAkZdmvWS1BtWKBUmrt1vZnGWFfxW9fPlya9++vVWpUsU7se+44472yCOPRFrya4JVc+LHH3+0Sy65JHJht7n38/bdd9/IhePgYDUgXAYMMNtrr2iIbLGF2eWXm/38c7BW6GiwOr7lcOedbyUd+ygPAwZM8wbUNT0410IXILJ6/Wp7aPJDtv2z23shUrVPVeswqYOtXFeYV9HPPfec7bnnnt6JfIvIH8UVV1xhCxYsCFbLi48//tjq1asXa/GcdNJJNnlybpuxQFILF5q1a2f27LOZdW1FLrbs3ns3Ll7cYQezhx+OjpuEzMyZi+yaa0bFgqNVqxfts8/mB6uVm1GjZljbti/bihVrg0U5EcoA8c1fMd8uHXepbd5jcy9I9hm4j73wbeH0j06cONGOO+642Mn7xBNPjHy4PgtWyzvNyurfv7/tsccesRC78soryyzEUEFFPv+xLqljjjHLdGLHrFlmLVtufI3atW3+yJHBWuVCM5oefvgDO/bYXl5wnHFGf3vppa+8MYywmDhxnl1yycu2dGn+gjfUAeKbuGCi1R9RP9atdeLIE23Sr+HtH50/f35C99E+++xjgzTAWM6WLVtm99xzj2299daxbrRHH33UW1cC5IWm7O6//8YQ0K6+mU7sGD/e7Kij7OvI82+KPP56xhk2ffr0YK0yoTEEbXp42mnRtRr16vWyJ574KPK3lb+TtKtTTomOxQQfuQyUgggQ34BvBtiez+/phcgWPbewy8dfbj+vDE//qAawH3rooYQB7A4dOoRuAPv777+3Fi1axFpGGsh/9dVXg9WA3Ij8XdiDD0YXISpEtE+WVrRn8nexYYN93bOnNapZ0/vMVqpUya677jpbqG6yMqIrev/+HXrccMPrNnv278FqFUpBBYgsX7fc2n/aPraB4w59d7BHpj7iLVosT8OHD7datWrFTsqtWrUK/RRaTSU+4ogjYu9ZU4m/+iqz/cyAtP34o0Wa5hun7O67b3RKcAZ+//13u/nmmxMW3eZ7c9G5c5dEfuaYWHBo48MJE8L9t11WCi5AfLOWzrKWb7WMdWsdOPhAe2Vq7qbDpuvzzz+PbbWuR506dQpqEZ8WMz7zzDMJixlvvPHGjBczAmn7+GOzevU2dmuddJJZhhM7ZsyYYU2aNIn93Wlz0bHJtk/JwtKly+yhh/ra0Uf/2wuOBg36etNhg7efrcgKNkB84+eP9+61vtm9kQ/SSZtZw4YNs16Ql47ffvvNrr766tg2Irvuuqv16dMn0tLOzYdL+1p9+umnkQ/sQOvXr5916dLF6w7TV/1b3580aVLO9r/Sdir//Oc/Y1d2CpTu3bun3E4FcKJZWc89Z7bHHtEQ0ZTdK64wy3Bix+uvv56wuWizZs2y3lxUk0769u3rbQ20/fYHWe3aV0aC5D1vTykkKvgAkfV/rLceY3tYzcM29o9ef/31ebmKVlNZJ/H4jQxvv/12W7JkSbBqRtR1pKa4/gB233332B9EOg9NEdbiRLUksv3j0fto3Lhx7LW1oeM777wTrAbkhrY9ueces623jgbJjjuaPfpodI+tNPmbi/q3PtAkkTvvvNPp4mrChAlWt27d2Of/1FNPt+nTozthY1NFESC+ZJsSPv300zm7ig5upX7uuefat99+G6yWttmzZ9v9999vBxxwwCahsMMOO3h7WulWtm3btrV7773Xa4FoMaL+rW1K1F22/fbbb/Lcww8/3J544gn75Zdfgj8ybaNGjbKDDjoo9prnnXeeN/gO5IU+W/E79R54oDaGCtYqVbLNRdWSSGdz0blz58ZuG62HtgQaNmxYsBoCiipAfMFt0XVCTbYterq++eYbO/vss2Ovd+ihh2Z1Myct7tPr+dN89dh7773tsssus+effz7jwXdtj6JurTZt2nhdaf5rqnV06aWXOrdKdGX32GOPedN99Xq6srv77ru96cBAXowbZ3bEEV6IfBl5PNWokX2d4cSOqVOnJmwuqhaFWhbJrFq1ytvqZ9ttt/XqagaltgLSjEqkVpQB4nvttdcSbsyk7iH/xkzp0IyPW2+91TsR6/k77bSTPfnkk84zPrSIUDOd/PejD6tCY7zmueeIWlu6IZWm6frvW116+jk//fRTsHpa1JLRwkP/yk4LErUwMZ0rOyBj6jF45hnrV6OGHbWZ+y7VakHEby6qFoZaGj5t7aMtflSmi7mLL77Y2wII6SvqABFdRas7J75/9K677iq1f1QD4b17947dQlYn4H/84x/Oc841PqIxGf8ErCBS15W63PJJfyzXXHNNLEj0O+jZs6fziX/KlCl28sknx/4gjz32WPvoo4+C1YCcWBGY2KEu6Uwndqgl8cADD8TWZqmlockv2hXC/xxrqx8+x26KPkB86h9t165d7CSugepk/aPvvfee/eUvf4l9uE4//XT7MtV9oEuhAWh/CxGdyLUSvLTwygeNtcQvHDzttNPs5yw2qBsyZMgmV27zdFMhIA9yMbFDn8+WLVvGXkMPWtLZqzAB4lP/6CmnnBL7EKl/9MMPP7QffvjBLrjggtj3NbD98ssvB5+eNrVi1MrwA0t9shqbKU8jRoyIbeq41157ZXXVpb5jHV9837Gu9Og7Rr6oazY4sSOdLungWJ72gmvevDljeTlQ4QLEN3ToUNtvv/1iH0Z9qPRVs5r+/e9/Z7XNurYuOeecc7zXU/dXp06dQnOVo5bYGWec4b03tYjUmshGcPaKAkUTAYB8CIZBqokdY8aMSZipqJY4swlzp8IGiOgqWlfN/mwoNXFdB5p9Gug74YQTvNfTNMJ33303WKXcqQ9Za1f0HtVC0n3Us6VZLn4gq4UH5JMmdlx11VUJEzs0EzF4oda0aVOvXF3WmXZ7IbUKHSA+TaHVhyx+hoYLhYe/t5S6wFynz5aVxx9/3AtPPbSKPltac6Nj14wZoCykmtjxr3/9y/u+NjlF7hEgpt2mo1P9sgkQdVv5LQ+FSDaD1GVJq9cVIJrpouZ+Nv7zn/94x6+ZM0BZKmlihx8g6pZG7hEgln2AaMDcH/NQy6NQwsOnwXC9d61+/+KLL4LFaSNAUJ6CEzv01d/olADJDwLEsg8QrWTV87UKPJ1ZIWGkhYY6Bu1q6nr/EgIEYRCc2KGHFgQj9wgQyy5ANDCngTzNttIakkKl6bdHHnmk93u49tprg8VpIUAQJprY4a/B0jY/yD0CxNwDRCvM/Q+opuoWOm2Dr7soqg/Z5d4KBAjChjGQ/CJAzD1AtD2JnqdFgsHpg4VK277omLQBZaZ7fhEgCBsCJL8IEHMLEG2MqK4rLcYrptvAKjS027B+H926dQsWl4oAQdgQIPlFgJhbgOjOh3qO9rYqNm+++aZ3bJoUoJkt6SJAEDYESH4RIJZ5gOh+HqqvXXXLemPEsuKvadE6kXQRIAgbAiS/CBDLPED++te/evU157xYjRw50jvG2rVrp32fdwIEYUOA5BcBYpkFiHbt1caL2qAt3/fzKE+aFODfjCvdPYQIEIQNAZJfBIhlFiDafFF1tfCu2PnHqrsRpoMAQdgQIPlFgFhmAaIuHdXN5W1ow0qr6rUmpHr16mltb0+AIGwIkPwiQCz9ANFCO9XT7r3Fsu4jlTp16njHnM629AQIwoYAyS8CxNIPkCeffLLCdF/5tIeQjjmdCQMECMKGAMkvAsTSD5BmzZp59QYOHBgsKlqjRo3yjln3hk+FAEHYECD5RYBY+gGi+4ir3pw5c4JFRWvhwoXeMWvNSyoECMKGAMkvAsTSCxAtGNSAsqbvVjQ1a9b0fj+6n3ppCBCEDQGSXwSIpRcgn3zyiVdHt8ysaPxV6R9++GGwKAEBgrAhQPKLALH0AmTYsGFenQsvvDBYVPT8m/MMHjw4WJSAAHFXp04P71GSVOVIjgDJLwLE0guQPn36eHWuvvrqYFHR0w2mdOy9evUKFiUgQNylCohU5UiOAMkvAsTSC5AuXbp4dW677bZgUdG7/fbbvWPv3LlzsCgBAeIuVUCkKkdyBEh+ESCWXoDojoOqc9999wWLip6OWcee6q6LBIi7VAGRqhzJESD5RYBYegFCC4QWSD6lCohU5UiOAMkvAsTSC5CKPAZyzTXXeMfeu3fvYFECAsRdqoBIVY7kCJD8IkAsvQBhFtZmNmTIkGBRAgLEnR8QqR7IDAGSXwSIpRcgn376qVfnmGOOCRYVveOPP947dtaB5E8wKEp6IDMESH4RIJZegMSvRK8oO/H6atSo4f1+fvvtt2BRAgLEXaqASFWO5AiQ/CJALL0AEW3jrnq6K2FFoe1LdMw777xzsGgTBIi7VAGRqhzJESD5RYBY+gHSokULr16/fv2CRUVrxIgR3jE3atQoWLQJAsRdqoBIVY7kCJD8IkAs/QDp3r27V69NmzbBoqJ14403esecag2IECDuUgVEqnIkR4DkFwFi6QfId99959Xbddddbf369cHionT44Yd7x5xqAF0IEHepAiJVOZIjQPKLALH0A0T+/Oc/e3VHjx4dLCo6X3zxRUaBSYC4SxUQqcqRHAGSXwSIZRYgTzzxhFdX4yHF7o477vCOVd1Y6SBAEDYESH4RIJZZgPzyyy+21VZbeY906heqNWvW2B577OH9XrQGJh0ECMKGAMkvAsQyCxC59NJLvfra4qNYaet2HWPdunWDRSUiQBA2BEh+ESCWeYB8++23VqlSJdt6661t9uzZweKCp/GO2rVre7+Tl156KVhcIgIEYUOA5BcBYpkHiFx22WXec4pxLOSpp57yju2www7LaNU9AYKwIUDyiwAxtwD56aefrFq1at7ztNiuWCxYsCB2XK+//nqwuFQEiDt/llXTpoMiLcANwWJmYTkiQPKLADG3AJGePXt6z9tzzz29LT+KQatWrbxjat68ebAoJQLEnR8QeowY8VWwmABxRIDkFwFi7gGi7p3TTz/de66+prNWIsz8e57suOOOTmM7BIi7+AA555wXbN26xFYIAeKGAMkvAsTcA0TU5aMWiJ6vO/cVqs8//9yqVq3qHcfQoUODxWkhQNz5AdGy5VDv6/Dh/01ajswQIPlFgFh2ASLa5kPrQvQajz/+eLA49ObMmWN77bWX9/6zmZpMgLjzA2LMmO+8r02aDLQ1aza2aAkQNwRIfhEgln2AiO7Wt+WWW3r3DHnmmWeCxaGle3wccsgh3vE3bNjQW0DoigBx5wfEhg1/2PnnD/H+/5AhX25SjswQIPlFgFhuAkSeffZZL0D0uP/++4PFoaOWhx8eutPismXLglUyQoC4iw+IN9741vv/jRsPiLVCCBA3BEh+ESARft//3XffndUVuChEtMhQr6e1IqtXrw5WCQVtlOh3Wyk8sp1FNm/ePDv00EO919MdDP/738Q+fJQuPiDUCmnRItoKGTjw803KkR7tnu1vx7PffvvZrFmzglWQJQIk4thjj/U+ZHpoBfbIkSODVTIyZswY22GHHbzXO/LII2369OnBKuVKs6380DzjjDOyanmsWrXKHnjgAdt2221jv0M9KleubDfccIMtWrQo+BQkEQyI116LtkIaNnwu8jtet0k5SqbbT2sjUH9c0n9UqVLF2rdvb8uXLw8+BY4IkP8ZP368HXXUUbEPm06s2Zz4dYWvldx6LZ2stYvvunXrgtXKlDaC9Nd56KEB82xaXMOGDfOu7PzXa926tfc7UxeWAkTf061w1bVV6FOc8y0YEGqFNG8+2Pte//5TNynHpjStXj0Au+22m/fZ05jk3//+d/vqq6/siiuusC222ML7vmZNPvfcc8GnwwEBEmfDhg3e4sCaNWt6HzR1RV133XW2cOHCYNW0rFy50q699trYCVbjDW+99VawWt7p5K3tSfwV5lrn4TpVV6ZOnWoNGjSIHZc2XJwwYUJCna+//toaN24cq6P7qLz99tsJdbBRsoAYPfob73unn94/aTk2+uCDD7yuWP/zps/ntGnTEup89tlnduKJJ8bqHHfccTZx4sSEOsgMAZLE77//bjfffHPCVfTTTz/t3ILQidNvjehxwgknZN1Nlg61LhSI/saIepx33nlOiwRF4yTt2rXzruz0Wrvvvrv17du31P2ydOOtP/3pT7GfrxXuM2fODFar8JIFRHwrJFk5ohNBLrrootjnSxNiXnzxxWC1BIMGDbJ99tnHq68JL9pde/78+cFqSAMBUooZM2ZYkyZNYh9O3d517NixwWppUfh069bNu7uf/3o6sWr84Pvvvw9Wz4q6z9QH7A8g6qEB7kz3tvKtXbvW64LzWzDahfjOO+/0+prToedrfUz88++6666sxl4K1YwZv9ltt71pgwd/kfD9kgLi1VdnlBggQ4dOt5tueiPy33tBwvcrArXuO3bsGBvL22677ezBBx9Me9KKnt+hQ4eE5z/00ENpPx9RBEgadOKNv4pu1qyZN8PDhT6g3bt3T2gV6FGnTh279dZbIyeMV23x4sXBp5VKXWza0FF3DvRnQvkPNeu1JXtprYTSvPbaazk7do3BXHXVVQktmH79+jm/t0KyaNGqyAnuXatbt6cXBLfeOiahPFlAiFohzZoNSlp+111jve8dc0wP+9e/xkV+vysSyovV4MGDbd999/U+Q2pBXHLJJfbjjz8Gq6VFLZj4ccFatWrZ8OHDg9VQAgIkTbqK7ty5s/NVeJBOmu+88443uFe9evWEk74emgpbv35974+jbdu23tWS/9C/L774Yq8PV91rweeqlaMwSfdOgsloDOOss86KvWY2ra+gKVOm2CmnnBJ7bc2C02r+YqQ9rZ5/flrkePt6J/v69Xvb009/YitWrA1Wzdjq1eusZ8/P7IQT+nivfdJJz1qfPpMTVrAXk8mTJ0eO8aTY56ZevXr28ccfB6s5ef/9972LOP+1Tz31VG97H5SOAMlQcBxAMz5SjQOkorGK9957z1t8qE0Zd9ppp01CobSHQqRRo0bWqVMn++ijj5zHakStn2TjP/mYRaWBfH8Wl64k27Rp460nKRYffDA7YQxDXVfz5i0JVsvaggXLrX37t2M/R5sxvv12brtFy5P2m4ufRaWu2f79+2f1N5eMJtFoirvfzaxJNFdffbW3WwOSI0AcpTMTKRv60CoMNN1Q3Twag1DrQ1/17wEDBnhXX64zxIKSzUC7/vrr876OQ+tIFJz+OhJ91biQvl+oZs1aHPndvRY7oV9wwbBIa9CtiyUT06b9HGmZvhT7ue3avWrffJObz0d5UKv/0Ucf9WYN6rOhVv8999yT97GzJUuWeBuj+utI1EPQtWvXrC7MihUBkiWthfC3QtFDayGy3RKlrAXXwGhPrGzWwLjQ70wtEP89qGWSzVTj8rB06Rp7/PEPrV69Xt4J/LTT+kc+H9O9cYyyoovykSO/jrRIB3jvQWMuDz30XqRlWViBrLHAAw88MPZ50J0/cz3ZJBXduvrcc8+NvQdNw9ciYWxEgOSABsZ11ayZHP5VtK6qw34Vra0dWrZsGfsD0cD+K6+8EqxWpjQWotac/540VqLWXpgpILT9ur9eQwHy6KMTIley5TejR2Ms3bpNtOOOi4ZZgwZ9vW1RgvcZCRst+lN3rP/f/4gjjrBx48YFq5Uprd2Kn5xy9tlnR1p23wSrVUgESA6p/16D2+rP1wdNM0W0S2/YaCuHe++919vaQe9T2648/PDDWa1KzyX1baubTrO09P403qRxp2z368qHSZN+tAsvHBbrNvrHP0ZHrpQzm0WXT3PnLrGbbx4Te3/aY2vChDnBauVOXaWa+OGPvWkSiXa1zsfYmwt/Gr4/PqnuLc2a1JqxiowAyQONXWiGiH/FcvLJJ3szSMJAYyf+DbA0KHn55Zfbzz//HKwWCprhpvUi6vvW+9UMOI0BqW+8vP3441JvUNw/MWuw/L333BZoloWJE+fFblalxw03vG6zZ5f/yU8BoWnt/mxCBYi2wsl0KntZ0ZijdpfwN0zdZZddrHfv3t4YYkVEgOSJrqI1U8RfzKer6CuvvNJbC1EetGWDpgX7oaYtHSZNmhSsFkpaua4V7P5717oUrU8pD8uXr7SuXd/2puPqRKzpuc89Ny30XUOyfv0G7x4jp57az3vvxx7b3e6/f4AtWeI2FT1bmsauLW78/67a+kZdWIVAi3X921nrcfTRR3szKSsaAiTPNGNE28T7V9GaUfLYY4+V2VW0tmjQVg1+t5q2cHjhhReC1QqCtoTRehT/j1brVLRepaxoRtyBB9a3ffe92OrW7RE5+b4buSJdGawWehqbefjhD+yQQ26xnXaq682869WrV5ldReuCQFvq+P8dDzroIBs1alSwWkF4+eWX7YADDogdywUXXOC8VVAhIkDKiGaQlOUfjcYztC5k++23936etmy47777vC0cCpm6PLQuJb7L46abbsprl4emS2vRpv/f7uyzr7Xp0wt/vcqMGXMiV/0bP5Oaiffuu+8Gq+VMWVxMqYtJ/73UVVsW099Ff2u6YZX/t7bNNtt4f2srVhT/zgAESBkLNtvPPPPMnDfbtXWJtmTwf4a2aii2qyINumqdit8XrUHXHj165HTQVdtjaCeA+NabttEoNtrYM35rnb/97W/2ww8/BKs58ydF5Lo7VwPbGm/UhZJmbiXblaG0Ry4X4MpPP/3k7RLhL3jce++9beDAgcFqRYUAKQf+wKFOevqg5WrgUFsvnHbaabE/EG3NoC0aipnufKh1K/4x6wZeWteSDU3L1sZ8/rRstd60cV+ht95Ko6vo//u//4vdCE1X0Zqpl+3Nl3Rijr9hmyaUaCubbGiLHs3Yit+YND4U1FrUbMjy2AJIPvnkEzv++ONjr6vdt7N9zbAiQMpRrqYuatW6bg7lX43rD0FbMpRVn3YYaP1K/MKz888/31vnkiltBR6/MFRbhWvDvYpCM/J0K2b/Klq3PX7++eeD1VLK9ZR2tWLUso6/54ceWp+hvyFtJpppt1Q+NyEV/d7820br96nfa1hnPLoiQEJAXVjqyvI/vOkunlKTW1ss+Jsxam76bbfd5m3FUBHpKvqRRx6JXUVncgtT3XxIG+jFn0B0k6KKSlfMunL2fx+6otaVdSr+LY5zuahWu2HHn+DVFabbFWgmVC7l+jYIonEQteTUotPr6bOpll5Y1lxliwAJEW3foMF1/8Nb2vYN2lJBWyv4dc855xxv6wVEN9/T+hb/KlqDtjqpJaPWm7pY/CtlbY6p26Jmc+VZTNSHr758/W70+1Q3kPr6k0l2i+NstvXRuF38xBON02i/tnyffHN9IzbRmJLGluKPRa2fQkeAhEyqDeS0hYK2UvA/iAqRN998M/AqEN3CNP6EFn8LU7XeunTpkrCVvroyXLfnL2a6itasIv8qWrONNOvIP5HnY2NR7YPm/w1oAaluyZxp1262cn0raNEst7/85S+x39UZZ5xhX375ZbBawSBAQkpX0Zqp4l9Fa1sP3R3R3yFUWypoa4VsZ44UO53o/D9+fVVLQzNv4q8u/S1d2La7dLoCv/DCC2O/N81K0+LUXN/aQON5/s/QDMJsZ2tlSz8//qZTen/ZtII0Nql1N/E7X6t1kk0Lp7wQICEXvImO/li1lQInu/T4AaJWnGbi+FfReug+9dooz99zi99perTiWiuv/d+jJoFkc3M1n1rZuiLXa2rmmyaChInej38LXL3PbLeV1z5at9xyS2wSjbqvCw0BUiDUraUTXrHeuS9f/ABRF4xoZpb2KdONgvzWGwGSOV1F+92D2rInW9oo059hpZlLuR4gzxW9L39mld5vLjb4VDDp9dSaKzQECIpaMECSIUDc+K2FbNfd6EreDw+N6YV92rTenz+BRe8725aIJsTotTQRptAQIChqBEj+5CJANJbgLwTVSblQ/hvoffohovefzZgIAQKEFAGSP7kIEH/AXN1CYW95BOn9+t1ZOg5XBAgQUgRI/mQbIJoSq+drYFrb8BQivW9/YN11ii8BAoQUAZI/2QSIpqz6U6vDNtsqU/4guI7HZSouAQKEFAGSP9kEiH+DMK2vKAb+OhEdV6YIECCkCJD8cQ0Q7S2l52mFtxbMFgMdh79iPdO9swgQIKQIkPxxCRCtUtd6Jj1P24QUEx2PjkvHl8lqfAIECCkCJH9cAkRbpOs52kqmrPe2yjcdj79Fjo4zXQQIEFIESP64BIg2WtRztBdUMdJx6fh0nOkiQICQIkDyJ9MA0T1GVF/328hm4V2Y6bj8+4mkexdCAgQIKQIkfzINEG2Xr/q6aVMx0/HpOHW86SBAgJAiQPInkwDR+IB/D/OwbpSYKzo+HaeON51xHgIECCkCJH8yCRDtIq26hx9+eLCoKOk4dbzp7J5NgAAhRYDkTyYB0qlTJ69uut06hc7vrtNxp0KAACFFgORPJgGiu0CqbjHcBzwdOk4dr447FQIECKn/RAJkv8gfZ+dSAuTYSICoziICJCOZBMjOO+/s1c3FDZgKgY5Tx6vjToUAAUJqSiRAekb+OCeVEiDPRwJEdVYRIBlJN0DUslO9GjVqBIuKmo43nZYtAQKEVSRAIn+dZqUEiEUCxKuT4g8didINEH8A/fjjjw8WFTUdr4471UA6AQKEFQGSN+kGyJAhQ7x6rVu3DhYVNR2vjlvHXxoCBAgrAiRv0g2Q3r17e/WyuWtfIfLvtqjjLw0BAoQVAZI36QZI586dvXq33357sKio6Xh13Dr+0hAgQFgRIHmTboD4a0BKm0pdjHS8Ou5Ua0EIECCsCJC8STdAaIHQAgEKEwGSN+kGCGMgjIEAhYkAyZt0A4RZWMzCAgoTAZI36QYI60BYBwIUJgIkb9INEFail/65IkCAsCJA8ibdABH2wioZAQKEFQGSN5kECLvxlowAAcKKAMmbTAKE+4GUjAABwooAyZtMAoQ7EpaMAAHCigDJm0wChHuil4wAAcJKq4AVDgqSkuy/v9kWW5gtWxYsQSkyCRDxu3XuuOOOYFFR0fFl0l1HgABhtWSJ2dNPmy1aFCzZSN0MFWRwN5cyDZBPP/3Uq7/HHnvYmjVrgsVFQcel49Nx6njTQYAAqHAyDRCpW7eu95xevXoFi4qCjkvHp+NMFwECoMJxCZCXXnrJe07t2rXTGh8oJDoeHZeOT8eZLgIEQIXjEiB//PGHHXbYYd7znnrqqWBxQdPx6Lh0fDrOdBEgACoclwCR119/3XtetWrVbMGCBcHigqTj0PHouHR8mSBAgDDT1eDQoWZNmpjtsotZ5crRr2edZTZ4cLQcGXMNEGnevLn33FatWgWLCpKOQ8ej48oUAQKElabmKjgif6AlPhQkTOHNWDYBMnv2bNtxxx295/fp0ydYXFD0/nUcOh4dV6YIECCsWrSIhkS1amZdupjNmWO2dq3Z3LlmXbuaVa8eLVc9ZCSbAJGhkVahnl+1alX7/PPPg8UFQe9b71/HoeNxQYAAYfTWW9Fw2HZbLQ8Olkbp+ypXvbFjg6UoRbYBIv5d+/baa69Its8JFoea3q/et95/NndbJECAMLroomgwdOgQLEmkctWrYHfMy1YuAkQL7xo2bOi9ziGHHJLy3hlhofep96v3rfefzcJIAgQIo/32iwbDl18GSxKpFaJ6tWoFS1CKXASILFu2zI455phYiIS9JaL354eH3rfefzYIECCMqlSJBsOqVcGSRCtXRutts02wBKU46qijvBPfgAEDgkUZ0w2Y/BBRt1BYN1zU+/K7rfR+c3GDLH/1eiHe8pcAQfHKNECqVg2WoBT777+/d+KrVKmS3Xzzzfb7778Hq2REV/J+q0YD02GbnaX34w+Y631m2/JYuHChXXfddbblllvGWl+FhgBB8aILK680ZfXCCy/0AkQnwJo1a1rPnj1tw4YNwapp01iCP7Cuh9ZX/PLLL8FqZUo/31/noYfeXzZjHuvWrfNWrfu3+a1cubK1adPG5s+fH6waegQIipcWqSkYOnYMliRiED0r06dPj7Uc9FDXVrbjIpoS668T0QpvnXDLeu8s/Tz9XH+Fud6P61Rd39ixY2M3m9KjSZMmNmPGjGC1gkGAoHiNGRMNhu22YxpvGRg5cmRsM0E9WrZsabNmzQpWS5taOOedd17s9fTaauFkc/WfDr2+fk78seh9uCwS9H333XfWrFmz2OsdfPDBGW95EkYECIpb06bRcNCCQS0c1AJCLSScN8+sWzcWEuaYTr4PP/yw7bDDDt6JskqVKnbvvffa8uXLg1XTphPtoYceGjv56n4bumlTrgfa9Xp6Xf9+Hnro52Zzol+6dKndeeedtvXWW3uvp9ZM586dIx/BtcGqBYkAQXGL/AHbmWdGQ6KkR+PGbGWSYz///LNdfvnltsUWW3gnTs1cyma2lna31Rbp/kyt+BO87vw3YsQIb1A6E6qv5+n58QGlh36Ofl4mu+rG0/P69u1ru+22m/d6Gihv165dTmZthQkBguKnk4A2TVRQ1KxpVqlS9Kv+PWgQmynm0aRJk+zEE0+MnZjr169vn3zySbBaRnSnP530/Xusxz80MH3cccfZxRdfbG3btrUOHTrEHvq3vq9yfwA7/qHX0+umeyfBkkyYMCF24yw9GjRoYFOnTg1WKwoECIC8e+GFF2zvvff2Tqibb765XXrppVnPOtJspo8++sg6depkjRo1ShoKpT1UX8/T8/U6er1szJ0711q3bh17fU1zHjZsWLBaUSFAAJSJFStW2H333WfbbLONd4LdfvvtvZN3LgfF1S318ccfe91l/fr1syeeeMJrfeir/q3vqzzT7q7SrFq1yjp27Gjbbrutd1zbbbedPfDAA7Z69epg1aJDgAAoU/76Ef9KvVatWhndAjZMhgwZYvvuu693HGpZqYtsniZoVBAECIBy8f7779vRRx8dC5LTTjst5zOr8mXy5Ml28sknx957vXr1vG6wioYAAVButGq9d+/esQFxrWrXSu+w7sqrVelXXnllbPsRTfnt37+/82ytQkeAACh3S5Yssdtuu8222mor78RcvXp169atW9YD27midRuPPfZYbHW81nXcfffdWe+HVegIEACh8c0333jbmvtdQ9pg8M033wxWK1OjRo2ygw46KPaetCr9+++/D1arkAgQAKGj0PDvuaGHQkXhUpa++uorO/PMM2Pv4YgjjrB33nknWK1CI0AAhJK6r7p27ep1Z+kEru4tdXOpuyufFi9e7C0o1C65+rk1atSw7t27l/lmjoWAAAEQahpQ18C6v228Btw18J7NtvHJKCCeeeYZLzD0cxQgCpJFixYFq+J/CBAABUFTfDXV1+9S0hRgTQXOhXHjxnldVP5rq+tKXVgoHQECoKBo0aEWH/oney1KdN1qXYPhLVq0iL2WBss1aI70ECAACo62P9E2KNoORSd+bY+ibVK0XUo6NP32nnvuiW2zrum5jz76aNFss15WCBAABUsbMmpjRm0joiDQho3auLEkWvCnhX/+PT+03bwWBi5YsCBYFWkgQAAUvIkTJ3pbxftdUdpCXlvJx9MmitpyxK9z0kkneVuSwB0BAqBoaLdd3bzKb13opla6F8cll1wSa6Vo88PBuj8MskaAACgqun2ubqOr2+kqMPzgqFq1qrft+sqVK4NPgSMCBEBRmjVrVuxuiKeeeqp3wyfkFgECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJ/8Pi4fHYuQz8acAAAAASUVORK5CYII=)
PN: 4654-5-42
CAS: 331240-40-5
Molecule Weight: 319.7
Formula: C14H10ClN3O4
PN: 4654-3-2Q
CAS: 646497-60-1
Molecule Weight: 278.215
Formula: C13H8F2N2O3
PN: 4H48-5-6E
CAS: 1421933-38-1
Molecule Weight: 261.71
Formula: C13H12ClN3O
Melting Point: 202-204 ℃
TSCA: Not listed on TSCA inventory
