| Product Number | 4H29-H-01 |
| Synonyms | 5-[(1,3-Dihydro-1,3-dioxo-2H-isoindol-2-yl)methyl]-2-iodobenzoic acid |
| CAS | 540513-92-6 |
| MDL Number | MFCD03196901 |
| Molecular Formula | C16H10INO4 |
| Molecular Weight | 407.163 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H29-H-01
CAS: 540513-92-6
Molecule Weight: 407.163
Formula: C16H10INO4
PN: 4H48-1-2Z
CAS: 14262-20-5
Molecule Weight: 191.186
Formula: C10H9NO3
PN: 4H21-1-27
CAS: 935269-27-5
Molecule Weight: 177.159
Formula: C9H7NO3
![2-Chloro-5-[(1,3-dioxo-2,3-dihydro-1H-isoindol-2-yl)methyl]benzoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABICAAASAgF6eC/UAAACrXpUWHRtb2xTb3VyY2UAAHichZbrb5swEMD/lZM/L8YPnlVIVbWaNKndpLWV9m1yiNMiBaiA5vHf74wDCdCBIDo/7ndnfOdzlrfHbAd7XVZpkceEU0ZA50mxSfO3mLy+fF+E5Ha1TFAJFfMqJu91/XHjOIfDgSbvOlPHIqdJkRE7f3Os0p7OQdKifHMEY9z58/T43DCLNK9qlScaqSq9qZrBxyJRdbOK/7hwMlXu09yx6k5W7q21v4KZl9FjtSGXb7nHuTtEYZvuNGyLMlM17AWj+LJv8KZzXapab2B9wmFJXfz21fLpoUg+M53X2DQW0kTtnuvyM8GBrNjp5BONYePHQ0wyjoCqi+yuLNUJTMsMKw5KgJKgXFAeKB9UACoEFYHiDH84z1GBowZHFY46HJU4anFU46gnUE8YOwLjsdNmQS+nDx2TX3AP5mefn72efbr+DndXxGTh0YBFPixcGkkj276kMjJSUF8YicEPjWRUcpScCsFcEJQLz/R8NwpAUi9iAtCUkBH4VHiB34rz4Fmlz7VGOyetU7sIAie7UsnQAg5GAZowStL3xv1WctQX4UViYD0/Qp8uCxqfnsRhjLgMRNdFmgVWhm6/77lhYPaJcSkvXttVtdJH74GHoXe62K+W6yLfXDUh3cRkzUmTFL/1thLnvCBQlBtd4lEzBozqNSD6gMmiDhBfAXIEuNMe3D5gMrQD7r4CvD5g8nka8PuAyf7pJQV9wJyVaSDsA+ZkTQNRH2jO4fS+mvkhwqed8GG0m2M+vVd8EHBbFmaYQcxtGZlhBmG3ZWeGGUTelqkZxv9iD+aYQfxtKZzZ63EKzCKDJLDVdjoLBBvlMo+mv0YMs6Ap5jPM8Ng3xX+GkaODPIsMkqC9X8a75lxVM6e99bA5uhGdq+vSwT8Jq3+kSl66VXMadwAAO0xJREFUeF7t3QeYFEX+xnFRDIAiB4qogAHwAEmCcoIKiIETkVMU7zBjuDPnM0swn2LADKhkAXPO/FXUU0GMiAEURUFQUBAU0cP6z1ttD0sxMztTOzs73fP9PM88ylbP7vTA9jvVVfWrdQwAAB7Wcb8AAEA2CBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgSIkyVLjBk40Jg2bYypVSt4tG5tzKWXGvPDD+7RQIUQIEBczJxpTOPGid/qdVI/1KZjgDwhQIA4+OknY5o1C4KibVtjnn7amGXLjFm+3JhnnzWmXbugTcfoWCAPCBAgDm66KQiIFi2C4HDpa82bB8cMHeq2Al4IECAOunQJwmHiRLdltQkTgmO6dnVbAC8ECBAHdesG4bBwoduy2jffBMfUq+e2AF4IECAOqlcPwuG339yW1X79NThGxwJ5QIAAcZBND2TBAnogyCsCBIgDxkBQBQgQIA7CWVgtWwZTd136mtqYhYU8IkCAOFBANG0aBET79sHaD31Naz6efz74GutAkGcECBAXWmXeqFEQFKkeamMlOvKIAAHiRPWuBgwI6l/VrBk8WrWiFhYqBQECAPBCgAAAvBAgAAAvBAhQirQq/eWXjfnf/9wWIGsECFCKRo0KZmbddpvbAmSNAAFK0RtvBAHSrZvbAmSNAAHiaMUKY3r3NmbkSLcl8PvvwbqQ9dbLXD8LyIAAAeJo8WJj1l3XmO23d1tWO/30oBcybJjbAmSFAAHiqnPnICDeftttCWgQXe377uu2AFkhQIC4GjIkCIiLL3ZbAqtWGdOggTHrrx/0WIAcESBAXM2ZY0y1asFe6OmceGIQMunGSoAMCBAgzjp0CAJixgy3JaBKvWrv1cttAcpFgABxdtVVQUAMHuy2BLQFrnYo3HBDY5YudVuBjAgQIM4++SQIkDZt3JbV+vcPjrn3XrcFyIgAAeJOpd0VELNmuS2BJ54I2g8+2G0BMiJAgLgbNCgIiGuucVsCK1cas+mmwd4h7FaIHBAgQNy9/34QILvs4rasdvjhwTEPPOC2AGkRIEAp2GGHYErvF1+4LYGHHgoCpF8/twVIiwABSsGFFwYBccMNbkvg55+NqVXLmNq1jfnlF7cVSIkAAUrBW28FAbLbbm5L0s99+5qpiWO+evxxtwlIiQABSsW22wYFFufPd1usdydMML0TAXLBMce4TUBKBAhQKs45x/ZCVtx6q9ti/fjjj2ajjTYydevWNb9qx0KgHAQIUCKWvvaauTMRILd17+42JfXu3TuRMeuYZ5991m0C1kKAACXi999/N7tsvbWpXr26+fbbb91ma/To0TZA/vnPf7pNwFoIEKCEnHrqqTYgRowY4TZZ33//vdlggw1M/fr1zf/+9z+3GVgDAQKUkBdffNEGyF//+le3KUltOkbHApkQIEAJUa9CvQv1Mn744Qe32VLvRAFy2mmnuU3AGggQoMRofEMBofGOVDQ+onGSrbfe2o6bIHfTpk0zHTp0MHfddZfbFCsECFBiNMNKAfK3v/3NbUrac8897TH//e9/3SZkoDEk9dzWW289+/7p0bNnT/OJyurHEAEClBit8dBaD635WLZsmdts3Xrrrfbid47WjqBcujV42223mXr16tn37U9/+pPt6TVr1sz+WbcM9V4uWbLEfWqkESBACTr66KPthW3ixIlukzVv3jyz7rrrmu22285tgmPy5MmmVatW9v1Uz+PEE080ixYtsm0K6+uuu85suummtn3zzTe3Y0yrVq1yvks0ESBACXrsscfsBa1v375uU9Juu+1mj3lLdbSwls8++8wcdNBByVtVuu333nvvuYdZCxcuNMcdd5wNZR3brl078/LLL7uHRQ4BApSgX375xdSuXdtsvPHG5mdV4k3hhhtusBe7C1XJF0kq+aL3ZMMNN7Tvj3ppD2S5j8r06dPNHnvskQydQw891HyRrsR+BBAgQInq16+fvYg9pL1AUtCFrVq1aubPf/6z21SSNCNt1KhRZsstt7Tvm8L3iiuusGGcqwkTJpjGjRvb71OjRg1z6aWXmuXLl7uHFT0CBChR+tSsC9gRRxzhNiXtvPPO9pgPPvjAbSopmo22yy672PdCoXrUUUfZcaKKUM9v0KBBpmbNmvb7NmzY0IwbN849rKgRIECJ+umnn+zFSwO8K7UvegpXX321vbjpQleKvvrqKxuw4S2nXXfd1bzxxhvuYRUyd+5cc9hhhyV/RufOnc3UqVPdw4oSAQKUsIMPPthetJ588kn75+eff95+wtZtmoEDB5onnnjCtrdu3dp5ZrytWLHCXHbZZaZWrVr2/LWocsyYMe5hefXqq68me3wabD/mmGPMN9984x5WVAgQoISNHz/eXrCOPfZYew8+XLdQ9qE1DPpvtgPFUXffffeZbbfd1p6z1spcfPHFBRuf0PTee+65x2yxxRb252+yySa2F5iuh1jVCBCghC1dutTOJtICuHBtiPYEmT17tr1wdezYcY0w2WabbczZZ59tPy3HzTvvvGO6du2aPNdDDjnEfP755+5hBaG/l/POOy8Z3k2aNDEPP/ywe1iVI0CAEterV6/kRVO3asJFcKGPP/7YnHDCCWb33Xe3t7fCY7faaitzyimn2Kq9US79rtpfOr+w/Ejbtm2LphLxrFmzkpt86bHXXnsV1YQGAgQocddee629OCkcyrtwzp8/39x+++2me/futuBieGHTCuvjjz/e1tmKyna4ep3XX3+9qVOnjj2HzTbbzNx5551FGYYam2rZsqV9nXrfTz75ZLN48WL3sIIjQIAS9ttvvyWnp6roXy6+++47c/fdd9v9Q8JbLXrogqzbYVrtrsHoYqRJA1rfote7/vrrmzPPPDNteftiob+rW265xdYx0+vWf2+++Wb79apCgAAlTCuqdTHS1NGKXIhUJFCzlFThVwvjwjDRYjstWNTAtKYNVzXdjgs3zNJD/6+v5YMq7qoHp/dBCw7Dh/6sr+erIq96Hrp1GPYA1TN57rnn3MMKggABSpSKAGq6qHoM+SynoRlLWmn997//PTkNVg+tOenTp48ZO3asLQdSSOpdqJeh3oZeyw477JCcuuxD40QKRRVOVCHFsj2wTA8dp+P1PD3fHW/KxYwZM+yYSPi9NVaiMZNCIkCAEqTbTxoE14VHF7LKotXWmj105JFHJivS6qGZX/vvv78ZOXJkpd7L13iGxjU0vqGfq7DUuIfPOI3O5d5777W9lrL7feihabfdunWzazcGDBhgF14OHjzY/ld/1tfVHk7PDR/6Pvp++r7papKV55FHHrGztMKA0uwtzeIqBAIEKEHhzCsNfBeK1jI89dRTds1JeEHXQ72Cvffe2wwbNswsWLDAfZo33TbSjKrwQq2ZVppxlSv1XhQG4diDHpqtpv0+VA4/1++p4/U8PV/fJ/ye+v76OT5jMXpvNe1a60bCQNP4VGWXjSdAgBIzdOhQe5Fp0aJFlY1LaLxFt9B0K6dBgwbJi6huqWkthl6jyoj4mDNnjl3DEX7PLl262DUeudJFWcUSw56Tgk7jOZpplq8Ls76Pvp++b3h7TT9PP9dn8aBWrvfv3z9ZNl7b6r7yyivuYXlDgAAlRBdS3T7SCut3333Xba4SqnI7ZcoUc8YZZ5hGjRolL/x6dOrUyU4zzmZBn8ZeLrnkEntueq5Wk0+aNMk9LCsKt3CWlt4vTZvN5zhRKvr++jlhmXj9fL0OH9qTXRMjwvdRAaWaW/lGgAAlYvnyn0zz5s3tBUWf8IuVihWef/75Zvvtt18jTNq3b28uv/zylLOZNNMpvB2kgXvVsfKZQqye0bnnnptcMKmpzdo4qpD08/Rz9fP1OvR6fGfIqbqvqvzqe2kSg8ZkfMdaUiFAgBJx9tlDExeRbez4R1Sox6S9MsLgCx+auqrBaQ3Cq0Ju+HVVzvW99aXy7Orx6PuotEtV1/7Szw/3WNfr8i0fr9uUeq/C6dXah2T06NHuYV4IEKAEPPfcZ6ZNm/+Yjh1PM4sW5T5IWww++ugj27PQdrBlw0QPLYbUnh2+tBZEdb7Ci3Vl3O7xodcRhppeX0XWrOgWmaZWh+9Zpu2Ms0WAADE3b96Pplu3kYmL7HAzdarfp9hio9s8WrSoC6EGyTWO4kt7voezwrRRlO/tosqi16PXpden11nRPeqHDBliv9eBBx7oNuWMAAFi7H//W2X693/EdOgwzNx2WzQ2KcqW7u/rQqhbXL70iT4MD401VCSIKpNel15fGCIV6Ylo1pe+j2bAVRQBAsSYQkPhccwxD9swiZOKBsjXX3+dvG2li3MUhCGi163X74MAAVCuadPm2dtWXbuOtLex4qYiAaKV6OE0V90eKtaeh0uvM7ydpdfvs6KeAAGQ0ZIlK8x++42zvY9nn53tNsdCRQIk/CTvexGuSmXDz6fnRIAAyOiss56x4TF48EtuU2z4BogW52l9habIFstsq1zpdev16zxyXWxIgABIa9KkGTY8+vSZZH7+ubhmFOWTT4CoPEi4wryq13lUlF6/zkPnk0vZEwIEQEqffrrYdOp0l318/PF3bnOs+ASIakzpOblunlWswhXrOq9sESAA1rJixW/mkEMm2d7H+PHvu82xk2uAqMqtChWqVlahy5NUFp2HzkfnlW0VXwIEwFquuOJlGx5nnPG0icikogrJNUBUKl3Hn3TSSW5TpOl8dF46v2wQIADW8MILn9nw6NFjrPn++9yLCEZRLgGiAoLab0Ml0yu7qm6h6Xx0Xjq/bAolEiAAkubPX5YsVfLmm36Ly6IolwDRjn869rDDDnObYkHnpfPTeZaHAAGQdNppT9nexy23vOk2xVouAaJtY3WsLp5xFIaCzrM8BAiApIsummzXffz2W7xKlZQn2wDR/u/a0lb7hWiP9DjSeen8dJ4630wIEAAlL9sAue++++xx2oM8znR+Ok+dbyYECBBzuiWlx9Chb7hNVtheyrINEF0oddzEiRPdpljR+WUTDAQIEHNhQPzlLyPMF1+sPb+fAMk+QFq1amWPW7hwodsUKzo/nafONxMCBIi5MCD0OPXUJ91mAsRkFyAaG9hwww1NgwYN3KZY0nnqfDON9RAgQMyFARHOsHrppTkp20tZNgEya9Yse0y3bt3cpljSeep8dd7pECBAzIUBMWfOD6ZjxxHmgAPuNStXrv5USYBkFyDhxfKEE05wm2JJ56nzzTRdmQABYq5sQAwZ8pr9/xEjpqdsL1XZBEg4A+u8885zm2JJ56nzzTQTiwABKuDWW281Xbt2Ncccc0yFH/37H2vOPPMGM2DAc2bQoBe9H5pttXTpL8nXWDYg9PXu3Uebzp3vNt98s2yt9lKVTYDcfffd9pjLL7/cbYolnafOV+edDgECeNJMlerVq9tfoHw8qlWrbrbcsqdp1+6m5EXd9/Hii3OSrzP8Wui++z60fz7vvOdTtpeibALklltusccMGTLEbYolnafOV+edDgECeDruuOPsL0/fvn0TF+wX8/B4ybz22vtm2rSvzFtvzfN+vP/+QrNq1eoSum5AqO3QQ++3X1O9K7e9FGUTIPRA1kaAAB6mT59u1l13XVO/fn2zZMkSt7mopAqIMDj69r0vZXupySZAGANZGwECeNhjjz3sL87w4cPdpqKTLiDOPvvZZFuq9lKSTYAwC2ttBAiQo7DMQ7t27cyqVavc5qKTLiDmzl1qdt11RNr2UpJNgLAOZG0ECJADbbLTuHFjU61aNfPyyy+7zUUpU0Boxlam9lKRTYCwEn1tBAiQg0GDBtlfGA2cIz6yCRChFtaaCBAgS3PnzjU1a9Y0NWrUiN1WpqUu2wChGu+aCBAgS/369cvqIhNlP/64co1FiKUi2wBhP5A1ESBAFl599VU77tGwYUOzfPlytzk2+vV7wOy33zizePHPblOsZRsg7Ei4JgIEKIdmWnXo0MH+oowfP95tjpVrrw1qZaly7++r1yLGXrYBIuyJvhoBApQjXIHcuXPnxEU13lfVX375Lbm4cOzY99zm2MolQO6991577GGHHeY2xYLOS+en8ywPAQJk8OOPP5otttjCrjqfOnWq2xxLs2cvtsUWtUZk5szMtzDiIpcA0VTuunXrmvXXXz92kyl0PjovnZ/OszwECJBBWM5B1XJLyf33BwUXDzpoovnpp1/d5tjJJUBk8ODB9viTTjrJbYo0nY/OS+eXDQIESEMrcLWQapNNNjHz5893m2Pv3HODUicDB77oNsVOrgHyww8/mE033dRstNFG5rPPPnObI0nnofPReen8skGAAGn07t3b/nJcc801blNJ0HTenj3H2xB56qn05SziINcAkSuuuMI+p2fPnm5TJOk8dD46r2wRIEAKzz33nP3FaNKkifnll9JbFxGaPn2+2WWX4aZLl5Hmq6+Wus2x4RMgK1euNH/+85/t8x544AG3OVL0+nUeOh+dV7YIEMDx22+/mR133NH+Yjz88MNuc8m5885pthdy1FEPJ96bVW5zLPgEiEyePNmuD6pXr56tVBBFet16/ToPnU8uCBDAEe48t9dee7lNJUkbUB133KM2RG6++U23ORZ8A0TOPfdc+1xN8/7112hNONDr1evW69d55IoAAcpYtGiRncKorWo/+OADt7lkaf/0PfccZW9naTOquKlIgJS9CB911FGRWSuk16nXW5HwI0CAMk455RT7C6H/Yk2TJ39ueyE9eoyNXamTigSIfP3112abbbbx/iRfFcKek163Xr8PAgT4g3oc6nmoB6KeCNZ25ZVTbIicfvrTsSp1UtEAkY8//thsttlmyRAp1p6IXlcYHnq9et2+CBDgD3vvvbf9Zbj55pvdJvyhbKmT8ePfd5sjR/teaFviZs2a2b/7bbfd1vvTuLz11lvJENHtIU3IKCZ6PeFtK71OvV5fP/30kzniiCPs9+revbvbnDMCBJH1yCOP2F8Ezb4qtl/6YjNr1mLTqdNdZuedrzczZkSvlIcCQhMltGWrStTo710PzULSf2vVqmUuv/xys2LFCvepWdEn+vB2VqdOnYpmdpZeh15PeNuqIj0PFRVt1KiR/V56D6+88kr3kJwRIIgkrfPQeg/9Mmj9B8o3fvzrZsste5l27bpHorz9nDlzzHXXXZcc7A4fugiefvrpdnti1T27+OKLbfWBsDdS3n4Y6cybNy95sdYU2apeJ6Kfr9cRhppenw/1WHbbbbfk+/ePf/zDfPnll+5hXggQRJJWmuuXQSvPkb0+ffrZ961///5uU1H49NNP7arqsBR/+Nh+++1tjbPXX3/dfYr1+eefm4MPPjh5fNeuXc27777rHlYu9WQ11hD2bLTSu9BlT/TzwhXmeh16PT497AULFti/57DH1r59ezNlyhT3sAohQBA533zzja11tcEGG9jaV8ieJhpogy1dULIp/V0I77//vhk4cGByIWj40ArrSy65xLz99tvuU9L6v//7P9OmTRv7fG2upF36yttgKRUtzgtXrKt3c/LJJ1d6FV99f/2csDeln5/rIkHRqvT//Oc/pnbt2vb71K9f39x11112j5x8I0AQOaqyq1+Mf//7324TsvDiiy/ai6sK8OmTe1WYNm2aueiii0zTpk3XCI22bdvaqrIffvih+5SsaXe+O+64IzkwXqdOHXPDDTfkvGZCF2L1hvQ+6fuoZLq2SNYspnxdjPV99P30ffX99XP08/RzcylPEnr00UeT76k+YOl3ZOnSyitnQ4AgUnThUZdc+33o/jf86JO9LjK77rqr1+0RH9pi+JxzzrHjFGVDo2PHjubqq682s2fPdp9SIapOe8YZZyQvzPpE/9RTT7mHlUvfR6GmqeLha9b2serdTJw40Xz77bfuUzLS8Xqenq/vE35PfX/9nGyr6palwA1nJOrRq1cvezuwshEgiAzNhQ8HVLXjIPwpNML38sILL3Sb80I9AfV2tMCz7IVS9/X32GMP2yvI12BuJh999JHp0aNH8ufvt99+XrOZtFmTbvtp21j14MqGoD7QaIaYescDBgwwgwYNsmGg/+rP+rradVzZ5+n76Pvp+2azGZRr8eLF5tRTT7VrofT9WrRoUdBtewkQRIamIeqXRAOs+bqFUMp0z123d9Sje+GFF9xmL7pNpAvY8ccfb++9l71Qat3B7bffXmX7tDzxxBNmhx12sK9HvZKzzjrL69O+aCxJs720GK9Vq1b2dlHZYEj30HE6Xs/T830Xv+oDwK233prsFf3pT38yQ4cOLVhvMkSAIBK0AEqDv/r0+sorr7jN8KSLmC5ADRo0sJMTfGhK9WOPPWaOPvpoeyEre7HUJ38N4PoMZFcGBdyQIUOS4xqbb765GTZsmO0tVdQnn3xie1xjxowxo0aNSj70Z31d7fmgsA8nHKjnoR0JfYOoogofIEuWGDNwoDFt2hhTq1bwaN3aGJUj8Pw0gPhTuQr9wmgOO/JL76neWw2+ZlvKQ4F+//33m8MOO8xsvPHGydDQ7nh/+9vfzOjRoxO/6kvcpxUNjUOolxTeitLg/UsvveQeVlQ0RqT3Nnyv1aPTDLaqVNgAmTnTmMaNEz91ndQPtekYoAzdaqlRo4apWbNm0awQjpNwlz49brrpJrc5SZMWVH+qT58+9u8ifI5WgR966KFmwoQJkVigWJamCHfp0iV5Ln379rULGIuJ3vfzzz8/Ob1Xa2Ieeugh97AqUbgASXxiMc2aBUGRSHvz9NPGLFtmjP7BadCnXbugTcfoWOAPujjpF0cDksg/zYLS+6sLlB7vvPNOsk2DtDfeeKPZbrvt1rjPrzUGRx55pN28y2fwt9hoVlRYykS9KM1Sq+owVG9w5MiR9vaiXpfWPl111VVe03srS+ECRJ9sFBAtWgTB4dLXmjcPjhk61G1FiVK5Co17NE70TnXbBPmlWVB6f1WYUAUpdaHSrSz9v6aFhlNgwwvYsccea6fCFtNFLF9UR0szp9Sj0vlq5tjYsWPdwwritddeMzvvvLN9Hfr70fhSVU0+yKRwAZLoJtpwSCR9WokusD2ma1e3BSVIM6122mkn+0uk2yPIP/Uu9P5ecMEF9s/77LNPMjD00KdfXVA1VuA7yB41X331lTn88MOT74HqUL35ZmF2dazKn+2jcAFSt24QDgsXui2r6R+ojqlXz21BCVLJbv0S7b777m4T8kTrMfQea4GmaIxJt3IOOugg2/vTjDe1l+JWweoF7LLLLvb8K7sXoNuA6v2EY0tV2fvJReECpHr1IBwyzVNWqQEdo2ORNyqFfcABB9gFYxpHiMJDJRh0P15rFKZPn+6eEvJAPQq9vwqMdLRWQhc0rd8oRenGITR1OV+KcfwlW4ULkGx6IAsW0AOpBKpMWva2RJQeWleAyqFQ0HuskEhHFzaFTGV98o4KzYTSbb58zoSKwgyw8hQuQBgDqRK6f6oLgC7Ed9555xoLnIr5oVIlYTE8rSBG/um2lN5f1ahKRbe11M4txNW0FuPAAw9MXvR91mK4a1DatWtX9GtQ0ilcgISzsFq2DKbuuvQ1tekYZmHlhbrfKpanf6TqhkfNk08+aV+7yk/kWkkVmWlluFYxb7XVVmnLwugTt95/DbRjTT6rwVOtgtc4Xz5WwVeVwgWIAqJp0yAg2rcP1n7oa5qa+fzzwdfUxjqQvNEgnP6haiAw2xXGxUaF73QO119/vduEClB5Eb2vKnSYjqb2avC4EAUPoyisRxXuGpipHlU+63AVk8IFiGiVeaNGQVCkeqiNleh5oUE4zeTQBUCzSaJKlVT1C6dPbQszjZ8hJ2EwawOmVN577z3brkWGyCxTRdx8VQIuVoUNEFHqDhgQ1L+qWTN4tGpFLaw80z7R+gerOeVRF84EOuGEE9wmeFCNKq0q1y2UdLdPVIJc77l2tkN23D05NNBe0b1Iil3hAwSVTjM5NB1QC8C0MCnq1NXXxU6TAcqW2YCf8NamBnLTCe/v53uTp1KgXQHDbYNVw81nN8SoIEBi6JBDDrH/eC+77DK3KbI0g0znpGmPqJhwFtHTqkeXgm6xqF2zg+BHpV4uv/zy2Bf/jEaAjBpljHZNi+hAcCFp3wH98mv+fmUVuSvUvgdlaaaQSm7r3CZNmuQ2I0vLli2zn4o14JvuU/GVV14Zuw8gqBzRCJD99w8G2ceNc1tQRtmLrDYKygffnde04Kp169Z2lo8qti5dutT91jkrRDjGncJX7+FRRx3lNiW1b9/eHqN7+kAm0QgQLXSqVs2Yhg1TryGBla/bPBXd+1k/X2MWZZ+n4NE+Eo8//njKaY7ZiuPtuUIKS+PrPn0qn3/+uZ25p5lEQHmiESDSr1/QC9FsLawlHwPN+h4Kg3CfZT00Ffif//ynrdejFbS5UK0lbUCkUAlXlYc9CG0jmu4WSiZxmyBQSCpXrt0DVc9J/5/KddddZ/+OVI8JKE/xBIhuTyX+8aalwShN+a1RQ1vUua0lryJTXTXgp13pwhWymnrYLxHYmsuebpVyrvQzHnjgAdOzZ881gsTnVls4RVnbqSJ70x55xLRJvG9HZNgWOKxc4PshBKWleAKkW7egh5Gp7lHi07E9pm9ft6WkVWSx3eTJk+0cdV00NG5x8skn2y1kK5OKyJXd21mVgnOZrRKXRZKFNvfII82kxPv9YZrQVo9O72mTJk3cJiCl4gkQLbJROOywQ1DWPRUNnIZ7qr/8sttasnzKfWgc4txzz7UXDD1XPYPPPvvMPaxSaVBc5TL083XbLN200lTiUKaloLSDYJ06QS8+zTjiHX/sSHjeeee5TUBKxRMgkriI2XAYMsRtWU3VfHWM5qjn6fZKlPkUHJw3b57d6UzPUx0f3VqqKtpXIQwyjd9kOzge9UKRBRd+QDvoILclaXzXruboxDEz3njDbQJSKq4AUY2Y9dc3ZtNNM+8bsscewS/D8OFuS0lRYIS3n7Itea5FYuHmNQqRXG4dVaYHH3zQ1K5d274uTf3NplcRlqrfcsst7X4NyOC444LfmXRT4bUXz3rrmc9Vjy6L9x6Q4goQ0eY2+oeeaTBYO9QlLhymfn0V9nFbS4ZKJOiCq+m22XjrrbeSs6G0DqAi02krwwcffJDc+U0zt7IJEZ2Hjj///PPdJoRU7yrx92423DD978uddwa/d2ec4bYAaRVfgKig4uabBwHx9ttu62qq46N/8Gef7baUBE2prVOnjh081yB6edTzCMNDt4yyuThXhVmzZiV7SNnci9dOeZqaqgkA1G1KY/Lk4HdFC3LT2Wef4JgpU9wWIK3iCxAZNiz4x5xpQZxucdWubcwGGwS3vkqM1mboInvmmWe6TWvRnujhRVnhUew+/fTTZNhpcWR5tEe1jlWNJ6Rw8snB79M997gtgcWLg1vHid4f44rIRXEGiP4Ra5Bc/+gz1T3SupHyPlnFkOboa4W4LrLlbUqjcZLOnTvbC6xu9xRrz8OlbVa1YFAr2HXrLRMNxKt0ts5RO8WhDP0ubbmlMdWrqy6N2xpQsOj36KST3BYgo+IMENEewfpHnfjkbKfvpqKpidrBUMflMAU06rp27WovlnfccYfbtBb1OHSsQiTbWVrFIizNookCP5WzS6UG4XWs6nWl2+OiJL3ySvD7sffebstqvXoFxxC+yFHxBogcckjwDzvT1M7HH7fHzGze3KyK2AXSh1Zu60KpoonlXSi1SFDTYzVVt1hmW+Wqd+/e9nzPyGJwd88997THaptR/EG3OPU7lO7DhopcanA98W/EFNmkChS/4g6QOXOC0iW1ammZrNua9GyPHubIxC/JiBtvdJtiRfWLtt12W3uR1CK8TFQ6JJziW5XrPCpKkwVUelyTBcqrDvv+++/bW3sKTG0zWvJ0u1ILbxPvifnmG7c1MH58EDDHHuu2AOUq7gARFXXTP/AMdY9mJy4susBoVtJ3333nNseGNqhRIBx88MFu01pU20rHaoV51A0dOtSei/aWLs9JJ51kjz3ttNPcptLz5pvB706mySh9+gTHPPmk2wKUq/gDRGUXtt46KOeeoe7R6aefbi8c//rXv9ymWNBMKlWg1cCySm5nooF11cXSsYUuT1IZtF6lefPm9u/39ddfd5vXoA8Q6rFUr17dzJgxw20uLVobo3BIBHBK+t1SaRMt3NV4IpCj4g8QGTvW/iLM3nnntKtkv//+ezsrSbcw3nvvPbc58g4//HB7Ab3ooovcprWoJLuO1afxuFC5kmx7X2GPZR+tbShlTZsGH7zSjX/df38QMEcc4bYAWYlGgCRC45lOncyxiX/s92eoe3T77bfbC4c2PIqT//73v3YwXBVotSVpJtoMSoUJdUuvsqvqFpLGdLbaaiv7AaG8Hph6LNoQSf8W0m2cFHuffhqEw1/+4rasFu6x8/DDbguQlWgESMKMP+oeqdRFurpHmpWkbVSjPnBcltZtdOzY0Z6T9hwvj3YS1LFx3CtDux7q3DS+U55nnnnGHts08Slc4VNy9Dui8Y10U3N/+cWYTTYxZuON00+TB8oRmQCRo48+2l4UMtU90tRVHbPddtul3XUtSkaNGmXP5y+JT5LZLAJUXSwdr82g4uaTTz6x56a1Htno1auXPf7aa691m/DYY0Hvg711UAGRChDVPdJ2nOXVPTrooIOy/qRazHS7SpVmdfvqjSxKbGsAWbd4dKurvDUiUdW+fXv7d6vaXuVRSRStZFeV3wWqNovVbr45CJBSvcWHvIhUgEhY90g72qWje+QKGRXZ094XUXXBBRfYcz3yyCPdppTCRYaqkxVX4Xa22dTIknAl/rGsc1iTPmBk8aEEyCRyAVK27tHzzz/vNiddeOGFOV18i42m3+YagieeeKI954nadCumdGtO55jtGM/SpUtN/fr17fhZeTW1AOQmcgEiDz30UPJeeLo9LXT7R7N2sr39U2zC23BXXnml25SW3g89J9d90aNEf6+6TacPEdkaMWKEfV923313twlABUQyQKR79+72opCp7lGuA9DFwmcigMY81GPRLLW40/uiEFFvNBurVq0yO+20k31PJ0yY4DbHizaMGjjQmDZtghJAerRubcyllwZ77QB5FNkAyabuUdkpsKNHj3abi5LvVGRtxKTnxG0NTCr77ruvPdeZM2e6TWlNmTLF9kYbNWpUbmXfyNL7odpXifcm5UNtObxnQHkiGyAS1j069dRT3aYklb7QhUO3s8pbhFcMbrvtNq8gCMcGTsi0FXBMhGM9Tz31lNuU0d///nf7vIH6hB43CsVwa4O2bYPtDfTvXeVKNKU73F9Hx8Q1QFFwkQ6QRYsWZVX36IgjjrAXjmzKgFSlipRjCWdgZbMNbNSFs9NynSzw5Zdfmho1apiaNWva/4+Vm24KAqJFiyA4XPpa8+bBMelqYwE5inSASLq6R1q1rB6K/nv22Wfb9QAKGu0roa8V46Nly5b2XPQJO1d33323fa4q9sZdWGn4rrvucpvKNWDAAK8eXtFTxV2FQ6ZQ1fiPjuna1W0BvEQ+QDQLK7zwhnWPdL9bf47q491333XOsny33HKLfe6QIUPcpti5/vrr7bnqnHOlxaia0qvna3A9NurWDcIh0ww87QmiY7R5FJAHkQ8QKVv3SLOWdt55Z/tnlXbXTCw9VM31nHPOMcOHD09+rdge4cyyfipylyN6INlRD1TP7aM6UXGiPc8VDmmmtVvasVPH6FggD2IRIBLWPerbt6/9b6dOnSI1dVeWL19uGjZsaAf9X331Vbc5I8ZAyvfRRx8lNx7TToexkk0PROVc6IEgj2ITIGHdI118dYti6tSp7iGRMG7cOHtxVC8ql1sszMIqX1ho8oYbbnCboo8xEFSB2ASIhGs+dtttN7cpMtRrUu9J53HPPfe4zWmxDiSzJ554wj5H+8T/qls5cRPOwmrZMpi669LX1KZjmIWFPIlNgOgCqpXYcdjGVb2n8vY+cbESPT0Fxg477GAD5Mm47v2tgNAOhAqI9u2DtR/6mtZ8qGacvqY21oEgj2ITIKrOqwvE1Vdf7TZF0jHHHGPPJ5cxDWphpaaZaXpf9ttvP7cpXtQja9QoCIpUD7Xl0GsDyhOLAFFVXl0gdFHJ9lNpsSu794l6V9mgGu/aFKabbrqpHTzPZg+RyFO9qwEDgvpXNWsGD23ARS0sVILIB4jWgey44472ovJwzPZ2Vm9K55Vp75Oy2A9kbZpUoOPPOusstwlABUU+QMIFdHvttZfbFHnZ7n0SYkfCNb399tt2LGnzzTdPfPjm0zeQb5EOEFXhrVu3ri1Rouq8caRelS6Y6mWl2/ukLPZEX61Lly459VYA5CbSAaIqvLpAnHzyyW5TrKh3pfPMpnTHvffem9MYQZSoXpjOLZu97idNmmSPbdu2bU7raQBkL7IBMmvGDNvzUA9EVXnjTL2r8FzT7X0S+vnnn+1xGjT+4osv3ObIWrlypS3Jr1t02vM+E70H22yzjQ2Ql156yW0GkCeRDZCn997bHJa4QIy4+Wa3KZbUy9IFMdPeJ6HBgwfbY1WNOC5Uy0zndPDBB7tNa7nsssvssYcccojbBCCPohkgjzxi57V/1LKlWZXFuEAcqJcVjvdk2vtENGCsqatxWFQpGvtp3ry5DQVtEJbJV199ZWrVqmX3/ZgzZ47bDCCPohcgK1ca06RJsDAqhgPFmdyc6G3pIrp3ovdVnrBibc+ePd2myAn3fOnRo4fbtBaN/ejYSy65xG0CkGfRC5BrrgnC44AD3JbYK7v3ySPqhWWgMQPVfdKxueytXmxUNVe7TmpM58MPP3Sb1/Daa6/ZYpqaxqzKxgAqV7QCRBvibLKJMRtsoOJXbmtJCFdiN0n0whQSmUyePNleUOvVq2fmzp3rNkdC79697flqH49MVIRyl112sceOHTvWbQZQCaIVIP37B72Pf//bbSkpByR6X7pQXqPeWDnOPfdce2znzp0jV4VW6zf02tWT+qmcAoDhIPuuu+4auX1ggKiKToBMm2bMuusas8UWxixd6raWFNXG0t4nqpX1jXplGSg0FB66uB511FGRubhqQy1NAtB5vvXWW27zGlSxWFWIter8zTffdJsBVJJoBIgueomLoO19eGxjGkf/TvTCFAr91Ssrx9dff51cF6EeSbHT5mCbbbaZfb3ZrCI///zz7bFHH3202wSgEkUjQMaPD8KjQwdjWFVsLU30wrZI9Mb0qXuaemflUO2o8KKsECnWnoh6V2HYZVPKfvbs2bZi8cYbb2wrGAMonOIPEN371j4G1aoZ88orbmtJuyvRGwvHN7IJBN0KCkNEt7Oyqa1VSB988IG9FaXXp/1QsjmnAw880B5/1VVXuU0AKlnxB4j2NlDv4x//cFtKnmo8dUj0ynQBHa9eWhbUEwk/4Wvr3GKZnfXggw+a2rVr29d1yimnZBUeL7zwgj0+TvvAAFFS3AHy5ZfG1KgRbIqj/8daXkn0yjRVt1Gil1beTKXQvHnzkvuua4pvVa4T0YVft9R0DrodpzIk2VC5+nAHxoceeshtBlAAxR0ghx4a9D4GDnRbUMY/Er0zXUgHqLeWJd2+Ci/ceq5WrBe67MmLL75omjVrZn++yrQ8/fTT7iFp3XrrrfZ53bt3d5sAFEjxBsiUKcG4R+PGwTgI0voy0Turmeilqf6T/j8XWmwYrljXYLSKNlZ2FV9t9BTuYa+H1rXkcitNFYnVc1Jl3rjuAwNEQfEGiKquqvcxYYLbghQGJnppuhgfql5bjrSiXbWzVIBR30NlQ/r162dXvedrLw39DN0qU08nDA6NxWgb3lyddtpp9vlxqjYMRFHxBoj2cbjpJverSEPjH40TvTXdkpqi3psHVfFVKXjdTgov8qorpT3WJ06caOtS5UKLHMeNG2dnVIWzv8LgGDZsmNfKeFUiVkVi1cfSFr4Aqk7xBghyNiHRW9MFeqeddqpQz0EbMmlnQ22Pq9tE4YVfD6096datmw0Fjblol0CFjv6rP+vr2kpW+5CXfZ5WlPfp08c8/vjjFZo+vM8++9jvpwq9AKoWARIzu+++u73Ajhgxwm3yon1IdJvpxBNPtLOeFARlgyHdQ+MprVu3tlNyta+7Fj5W1KOPPmq/tyoSVySEAOQHARIzWiyo6bD169fPy0U7lU8++cTOoBozZowZNWpU8qE/6+tqzzeNoTRt2tQGyDPPPOM2A6gC+QmQxC+1faSTqX3JkmCabps2xtSqFTwSn1zNpZfqprx7NLJw7LHH2gvtOeec4zZF1rXXXmvPqVevXm4TgCqS5qqeo0wBIenaZ84MpumG7e5DbToGOVmwYIFd1a3bTZXRGyi0suejQosAikOKq7qHdAERStWutR3NmgVfb9vWGC0iW7bMGO0kp61q27UL2nQM60ByFqdP7GGPKgqVhIFSkuGqn4NUAVFWqnZN0dXXWrQIgsOlrzVvHhzDjJucxWXMIBzT0eyvyhrTAeAnw1U/B6kCoqxU7V26BF+bOHHNr5elRYQ6pmtXtwVZeOyxx2yAtEiEdFRnLe222272HPI1qwxA/mS46ucgDIjyHmXVrRt8beHCNb9elnbb0zH16rktyFK4buKmCC7K1FoUvfb27dtXaF0LgMpRdQFSvXrwtUyfjLVSWcfoWHj58MMP7cptDUBrVpYW/EXhcfHFF5s6depUaGU9gMqV3wBJJ1V7Nj2QBQuCY+iBVIhKnLgL/aLy0H4nAIpThqt+DtZJERBlpWpnDKQgtMufeiAbbbSRLf9RduFfMT9GjhxpiyaqnhaA4pThqp+DVAFRVqr2cBZWy5bB1F2XvqY2HcMsLG977bWX/SR/yy23uE0AUCEZrvo5SBUQZaVqV0A0bRp8vX37YO2HvqY1H88/H3xNbawD8aYaVAqPHXfcMbKzsAAUrwxX/RykCoiy0rVrlXmjRqvb3YfaWInuRVvFNmnSxAbI8wpkAMizFFd1D+kCIpSpXfWutBWr6l9p73M9WrWiFlYFXX311TY8evfu7TYBQF6kuaojyubPn2822WQTW1J91qxZbjMA5AUBEkPa1Em9j/POO89tAoC8IUBiZurUqbZ2VIMGDcyPP/7oNgNA3hAgMfL777+bzp07297HPffc4zYDQF4RIDEybtw4Gx5avU3tKACVjQCJieXLl5uGDRva2lGvvvqq2wwAeUeAxMSll15qex/9+vVzmwCgUhAgMfDFF1+YGjVqmJo1a5q5c+e6zQBQKQiQGOg7qK9ZZ4t1zODBg90mAKg0BEjEvTz/ZbPOleuYxmc0Nj//8rPbDACVhgCJsFW/rzLtHmhn1hm2jpk4O0NZfACoBARIhA3/aLgNjz0e3cNtAoBKR4BE1JKVS0z9MfXNusPXNdO/m+42A0ClI0Ai6uzXz7a9j+NfPt5tAoCCIEAi6OMfPjYbjNjA1B5Z2yz8OcOe8gBQiQiQCNr/6f1t7+O6965zmwCgYAiQiHl67tM2PJpNbGZWrlrpNgNAwRAgEfLrql9N80nNbYA8/uXjbjMAFBQBEiE3vn+jDY8eT/ZwmwCg4AiQiPhuxXemzsg6Zv0R65sPv//QbQaAgiNAIuJfU/5lex+nv3a62wQAVYIAiYCZP8w06w1fz2w2ejPz/S/fu80AUCUIkAh49ZtXTfUR1c2oT0a5TQBQZQgQAIAXAgQA4IUAAQB4IUAiQjOw9ACAYsEVqYr8tuo3Oyj+16f+arYYs4Vd36H/dniwg620++6id9c4ngABUGy4IlWB+T/NNx0f7pgMhXSPslJ9DQCqElekAlM9K/UyFAYNxzU0d86808z5cY4tjKjV5m9/97a56YObTNsH2q7xPAIEQLHhilRg4Ta02967bU57eRAgAIoNV6QC6/54dxsEYz4d4zZlRIAAKDZckQqs3uh6NggW/LzAbcqIAAFQbLgiFZhKkigINAsrFwQIgGLDFanA6IEAiAuuSAW25+N7MgYCIBa4IhXYsJnDbBBsd+925tsV37rNaREgAIoNV6QC03qPnR7cyYZBo/GNbKB8sewLuz5k0YpF5p1F75ihHww17R5ot8bzCBAAxYYrUhX4evnXycWEmR5lpfoaAFQlrkhVRD2Oez6+x+z75L6m/pj6thaW/qtgOef1c8x7i99b43gCBECx4YoEAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMDL/wN/wGCTuGvFMwAAAABJRU5ErkJggg==)
PN: 4H21-5-18
CAS: 1115357-67-9
Molecule Weight: 315.71
Formula: C16H10ClNO4
PN: 4H21-1-23
CAS: 23386-40-5
Molecule Weight: 177.159
Formula: C9H7NO3
PN: 4H58-1-HV
CAS: 1261740-37-7
Molecule Weight: 177.159
Formula: C9H7NO3
PN: 4H21-1-19
CAS: 23386-41-6
Molecule Weight: 177.159
Formula: C9H7NO3
PN: 4H48-1-32
CAS: 935269-25-3
Molecule Weight: 191.186
Formula: C10H9NO3
TSCA: Not listed on TSCA inventory