| Product Number | 8H58-1-62 |
| CAS | 16285-69-1 |
| MDL Number | MFCD00102645 |
| Molecular Formula | C7H7NO3S |
| Molecular Weight | 185.2 |
| Units | Price (USD) | Availability |
|---|
PN: 8H58-1-62
CAS: 16285-69-1
Molecule Weight: 185.2
Formula: C7H7NO3S
PN: 8H58-1-08
CAS: 306935-09-1
Molecule Weight: 185.24
Formula: C8H11NO2S
PN: 8H58-1-X5
CAS: 22288-78-4
Molecule Weight: 157.19
Formula: C6H7NO2S
![Methyl 3-[(2-bromoacetyl)amino]thiophene-2-carboxylate, tech](data:image/png;base64,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)
PN: 8H58-9-X2
CAS: 227958-47-6
Molecule Weight: 278.12
Formula: C8H8BrNO3S
![Methyl 3-[(2-chloroacetyl)amino]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 8H58-5-09
CAS: 146381-88-6
Molecule Weight: 233.67
Formula: C8H8ClNO3S
PN: 8H58-1-63
CAS: 443762-03-6
Molecule Weight: 199.22
Formula: C8H9NO3S
PN: 8H58-1-Y1
CAS: 50901-18-3
Molecule Weight: 185.2
Formula: C7H7NO3S
![Methyl 3-{[(2-chloroethoxy)carbonyl]amino}thiophene-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABH0AAAR9AHI+zcvAAACWXpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF+MzGHAUUkWrJk1qV2nppH2bHOKkSAEqIG//fmdos5BkRGCdfb7HZ/vON3k45BvY2arOyiJhyAUDW6TlMivWCfv1+m0Us4fpJCUjMizqhL01zfvY8/b7PU/fbG4OZcHTMmfd/PhQZz2bvc/Lau1JIdD7/fw0b5lRVtSNKVJLVJ2N61b5VKamaXfxHxdebqpdVniduZdXu261P1K4X/BDvWT/zvKV5maEwirbWFiVVW4a2EnB6RdfYG0LW5nGLmFxJLXPAzr7dPL8WKbb3BYNdd0KWWo286bapqTIy41Nt7QYdb4/JixHAkxT5rOqMkdwPac2CEaC8cEEYBSYEEwEJgajwaCgRvNIBkgWSCZINhjSvW+sc/x6fLe0e3iBrs2pue9HO37pRhu6OZmwkeDaVxGQDFEpEDwONAJyTWoSGGqflOjHMQktSEgeoJIkVBQi+KTUMSguAwI+REhzkYSIaxQaNCkDWkyQNpYMjs6vw5WAESVMGIfOv9IycuNQ+tL5Qj8kJ0LFzomvMSIhIgxpVyoQgkyiiMTHiObiK2VvRFftne56OlmUxfKsC9kyYQtkbRB+2lUtP+LAoKyWtqLUdgs403NA9gEXtWHA7wMuxidA3gKCK0ANe1B9wOXPCZjdAsI+4LJtGIj6gMvNYSDuAy6ThwF9dYY7AIo+0b6U4XvCy2C3L+sOcxHv7iUOBxD9G8ydLMGLqHcv/Q5zEfiuMtxhLmL/WUmuGe/svXifdYy6VzXOOyuAHpX96V9yEsf55XfdgwAALidJREFUeF7t3Qm81PP+x/EUaedGm3IvSqGQpa4lbpSlK+ReIdlyW0iWLCW7lPK/hNRVUqJooaKbiCJLQmm7pahISrtW7fX5z+c7Zpzz7ZyZcz7nzPKbXs/HYx6nme93Zn7ndM7vPd/fdysiAAAYFPEfAAAgLwgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQFLg448/lrffflt+++03vwgAAoMASbLly5dL0aJFpUiRIlKsWDGpW7eutGvXTgYMGCCzZ8+WvXv3+k8BgLREgCTZ9ddf78LjuOOOkz//+c/u31lvZcqUkYYNG8q9994ro0ePlp9//tl/CQBICwRIEn355Zeu9XHEEUfI5s2b3WMrV650l7MeeOABueCCC+SQQw7ZJ1QqV64szZo1kx49esjEiRNl48aN3isDQPIRIEmil6b++te/ukB47bXX/OJs5s2bJ6+++qp06NBBTjvtNClevPg+oVK7dm256aabpE+fPvLNN9/Irl27/JcBgIQiQJJEQ0NP/Boi+e3n2LZtm2u9PPfcc3LttdfKscceu0+glCxZUs444wy56667ZNiwYbJo0SL/ZZAqs2eLtGghUqWKyEEHhb9ec43IrFl+TSBQCJAk0MtVVatWlQMOOMAFQWH49ddf5d1335XHH39cmjZtKocddtg+oVK+fHm55JJL5LHHHpNx48bJunXr/JdBoo0YEQ6NRo3CQbJ9e/ir3tfHtRwIKAIkCbR/Q0/o2oGeSIsXL5bhw4e7VshZZ53lWiV+qNSoUSP04fca15qZOnWqa90gQRYulNB/gkj16tqMzF6m9/VxLdd6QAARIAn2ww8/SIkSJdzoKh3Cm0zaLzJjxgzp27evtGrVSurUqbNPoBwU+hR86qmnym233SaDBw+WuXPn+i8Dq/btQ39hoT+xF17wS8J69w6Xaz0ggAiQBPvnP//pTtTdu3f3i1Ji06ZNMmnSJOnZs6cb2aUjwvxQKVeunDRu3Fjuv/9+N0JsxYoV/ssgL2rWDAfEvHl+SZiGtZZrPSCACJAE0hnnekI++uij0/pS0bJly9yck/vuu0/OO+88KVu27D6hUqtWLf9piCfU8nQBkduwa31cy/UyFhBABEiC7N69W04++WR38n3rrbf84rQ3Z84cGThwoNxyyy1u7kqpUqX8KoiHAEGGI0AS5MUXX3ThobPKC0pHXOnorSFDhrh+ishN7+vjWp5INWvWdCPItusIIuQdl7CQ4QiQBFi/fr1UqFDBrXWl61vll84014C47rrrcuyjyOmm9bS+Pq+wZ6rrZS19Dx0QgHy49VY60ZHRCJAE6NTpLnfC1cs/+fH111/L1Vdf7UZtRYJBR0nppbDmzZvLgw8+6OZ0dOvWzX3V+/q4lmu9yHP0+fo6+nqFQYNJX/ezzz7zixDLd9+FL2PFGsar5d9/n70MCAgCpJAtWzZfzjrrIKld+1BZs2aNX5yjWbNmyYUXXhgNgD/96U8ufMaPHx9dMyseraf19Xn6/Mhr6evq6xdEp06d3GvpHBPk0xtviBx4oEjjxtqxJLJjR/ir3teJhFoOBBQBUsief/5iufnmIjJmzLN+0T62bt0qHTt2DJ1fDnQnaO1reOWVVwrc16DP19fR19PX1dfX99H3s3j++efd6/Tq1csvQl7MnCmhJqFI5crh0KhUKXx/xgy/JhAoBEghmjNnnLRtW0QeeeQ42b17p1+czfz58+XEE0+Mtjj69esne/bs8asViL6evm6kRaLvp++bXzqKTJ9/zz33+EUA9mMESCHRwHj44VouQObOfc8vzkaXZI/MtWjSpImsWrXKr1Ko9PX1ffT99H31/fNDlzzR5+oSKAAQQYAUkg8/fMaFxwsvXOIXZTNq1Cg5+OCD3bDYJ554It8r81rp++j76fvq++tx5NVPP/3kAuScc87xiwDsxwiQQrBp0yq5885DpH374rJy5QK/OEo/+evJW/skdLhtKuj76vvrceS1JbJz5043mfCYY47xiwDsxwiQQjBkSBvX+hg58m6/KEr7HvTykbYAtIM7lfT99Tj0ePLaJ6K7IurwYACIIEAKaOnSmdKuXVG5556KsnXrBr/Y0dFPkZVw9TJSOtDj0OPR48rL6CzdGVHrr1271i9CbqZMEWnQQGTJEr8kTGein312eFgvEEAESAH9+9/nutbHp5++5BdF6RDaSId5svo84tHjiHSs6/HFc9lll7m6lpn1+62HHgrPNM9trofOUNfyZ+MP+QbSEQFSANOnj3Th8cQTdUMn5JyH4OokPu1z0N0BEz3aKr/0ePS49PjiTTbUCYoaIDpZEXlEgCDDESBGO3dulS5d/uIC5PvvP/GLoyIzzHU+RjrS49Lj0+OMJXLJa8CAAX4RckOAIMMRIEbjxnV14dG/f3O/KOqrr75yJ12dEV7YkwQLix5XZMa6Hm9uBg0a5OroGlzIIwIEGY4AMfj115/l9ttLy223lZS1a3PpIA3RiXd60k31qKt49PjiTRScMGGCq9O2bVu/CLkhQJDhCBCDgQNbutbHO+887BdFbdiwQUqWLOmWESno2laJpsenx6nHq8edE90rXQPkkktiT5REFgQIMhwBkk+LFk2Rdu0OkM6dq4VOvFv84iidsKcn3Pwu6Z4qkU7y3CY46qZVWl63bl2/CLkhQJDhCJB8Gj78Dtf6+PLLoX5RNpE9NIIyakmPU49Xjzs3uq2tbpSFPCJAkOEIkHzS/o/Zs8f6D++jWrVqbpOnvO7nkWp6nHq8ety5OfbYY9naNj8IEGQ4AiQB1q1b5z7N606BQaLHq8etx58T3d9dy3/88Ue/CDkhQJDhCJAE+OKLL9yJ9qqrrvKL0poerx63Hn9OWrZs6co///xzvwg5IUCQ4QiQBBg5cqQ70epWsEES2bpWjz8n9913nysfMWKEX4ScECDIcASI59tvP5Dnn78odDKt6uZ5PPro8W613SVLpvtVcxWZdNetWze/KK3p8epx6/Hn5LnnnnPlbG2bRwQIMhwBksUnn/RzI6x69Pir/PjjV7Jjx2+yfPlc6dfvn+7xvOrTp4870T7zzDN+UVrT49Xj1uPPyZtvvunK2do2jwgQZLi8nxX3A507H+mCYuXK7/wiGTv2Uf+hXGVqCyTSt9OiRQu/CDkhQJDhCJAsbr+9jAuQFSvytslSbjK1DySyte25557rFyEH60IBsjD089qUS4BsCAWIlq8nQBBQBEgWffo0dQGiQfLSS1e5fc7nz58ku3blb95Dpo7CimxtW716db8IORgRCpBrQj/PKbkEyPuhANHy8QQIAooAyWLDhl/kmWfOcyGS9XbXXX9yYZJXmToPRFWqVMmtmYX4HgoFiP4838glQF4IBYiWP0uAIKAIkBxoH4juMDhsWIfQSaBGNEg++yzve2Fk4kx0deqpp7qTHlvbxkeAINMRIHHo1q9jxnRxAfLooyf4xbnKxLWw1KWXXurqzWEf77gIEGQ6AiQPtm3b6AJE54XkVaatxhsRqffee+/5RfAQIMh0BEgWw4bdLnv27PYfdnNBNEB0mG9eZdp+IBFdu3Z1J72XX37ZL4KHAEGmI0Cy0JB44olTZObMMbJ16wbX8tBRWF27nuTKPv64r/+UmDJpR8KIgQMHurqPP/64XwQPAYJMR4BksWzZHBk1qrN0736adOxYXm655UC5997Kbnjv//73rl89rkzaEz3i/fffd3XZ2jY+AgSZjgAxmjNnnGzevMZ/eB8XXnihO0n069fPL0oLelx6fHqcefG///3P1W/atKlfBA8BgkxHgBisXr3IXdJ6+OGacUNk1qxZcuCBB0r58uVl1apVfnFK6fHocenx6XHmRWRr21NOOcUvgocAQaYjQAx0aG+/fle6EHnyyfox90ZXHTt2dCeKJk2auOemAz0OPR49Lj2+/NCtbStWrOg/DA8BgnRUpH8RdysMhfMq+yFd3uTppxu6EOndu4ns2bPLrxK1detWqVOnjjtZPPHEE35xSuhx6PHocenx5UeNGjXc1rY7duzwi5AFAYJkWbp5qXT8oqOcMPIEKT2wtJQdVFbqvFlHWn/SWqatnpatLgGSJnSkVmSE1iuv3BizdTF//nwpW7asO/GmelSWvr8ehx6PHld+/e1vf3MnPra2jY0AQTJM+HmClHulnNQYVkNGLh4p67avk627tsoXK7+Qyydcvk9YECBpZP365dKly19ciOgIrlgmTpwoBx98sOtziDdhL1H0ffX99Tj0eCyuvfZad+KbMmWKX4QsCBAk2k+bf3KtjapDq8qabTn3xz7+TfYh9wRImlm5coHcfffhLkQmTXreL85m1KhR7uStLQC9jBSr1VKY9H30/fR99f31OKwiW9vmtuw7wggQJNqdU+50YdBnbs6bwOWEAElDixdPlQ4dSkm7dkVl2rThfnE2+slfLx/pyUM7shM9OktfP9Jhru9rbXlE6Ja2+lpPPfWUX4Qs/ADRGf+vvfaa7N4dXu2AAMkbXR16+PDYf1P7q1ojarkwWLhxoV+UKwIkTencEJ182L79wW4Geyza93DiiSe6E4guI6LzMQp7sqG+nr6uvr6+j76fpc8jQlfs1X3Rdeivvl6JEiXk9ddf96vhd1kDZOzYsVK5cmV3/6ijjgq1VCcRIHHo7++AAQOkdOnS7ud0xhlnyOzZs/1q+7USL5dwYbB9d96XSyJA0tiUKYNCrZAD5I47ysnSpTP94mx09JMOodU+Cf0D0Rnh2sFd0LWz9Pn6OpEZ5vr6+j75HW0VsXTpUrcP+iGHHOJeT2/lypWL/vvss88Otbqyj/TAHwES+aCgt8MPPzz678j+KwTIvj799FM310h/PrqJ2WGHHeb+XaxYMbeg55o1OV/v398QIBlo/Pjurj9El0FZs+YHv3gfOokvMmNdb9pi0D8SXWI9r/uJaD2tr8+LtDj0pq+b10mCPg2Fq6++Ohpw2uJo06aNzJs3z5V//vnncvrpp0f/yFu1aiUrVqzwXmX/pBMu69WrF/1/OP744+WDDz5wZaNHj5ZjjjkmWta4ceM8/z9nuiVLlrjfucjP5pxzzpEZM2a4y34vvvhiNID1d1xbw7t25T58fn/AJawMpZtRaYg89NCxcWerR3z99dfuj0dP1JE/IN3kST+pNm/eXB588EF57LHHpFu3bu6r3tfHtVzrRZ6jz9fX0dfLL71soCe4Bg0aRF9PJw3q+61evdqv7jrnBw0aFL08oy2Tnj177rdzRPRE17dv32yfmB999NF9TnT687njjjtc8Gq9KlWquBFyyRpUkW5+++03eeSRR9yK0Prz+Mtf/pJjv8f69evlzjvvjP6+H3fccW59tv1VpBO977y8L/RKgATA3r17pH//5r/PVq8Xd7Z6Vhs3bnQnE93c6YgjjoieyGPdtJ7W1+fp8/Nry5Yt0rt3b7ffeeQ1a9eu7ZZtz8sltU2bNknnzp2lePHi7rk62fDtt9/2q2U07deITBjVVtutt94ad+fGX375RW688UY3Ok6fV79+/Vz3pM9UQ4cOlSOPPNJ9/7rKga70HO9yq/blXXTRRdHf1UsuuUS+++47v1rGW7J5iRvGe+TrR8rabTn/rnX9pmu2+wRIQERmq7durXuJXBz6dGprbuvlkC+//FKGDBniAiJy0/v6uJZbLVu2zA3LPfTQQ6N/jPqHad0watGiRXL55ZdHX0svz8ydO9evllEWL14sV1xxRfR7Pv/8892ik/mhKyGfeeaZ7vkaJvphQP9vMpleIj3rrLOiP7eWLVvKzz//7FeLady4cdG+Pv3won118fa0yTSRiYQ1h9eUNxe/Kb9u/9VNJJy6aioTCYNOZ6vffPPJoU9YReSGG25Im0sU06dPlxYtWkQvBejckH/961/5PvHl5sMPP3QtmMin8dtuu80Nx8wk2urq0qWL+9np96n9Gnr5ryD0Q0HVqlXd6+noI93Aa9u2bX61QNN+Mu0vi1y+0360gkxK3blzZ+iD2tPRQR4VKlRwo7cKe1Rjqi1Yv0Auff9SaTyusV/kJhTqUibHjzheSg4s6VoltUfWljaftJHpa6Znq0uABMyqVb+4oZv6y92pUye/OGn0D0ovK5177rnRT336x6bXnhMxF0Wv+/fp0yc67Fe/6n2/PyBo9EOAtgC130K/L51b8+STTxZav49eTnz44YejfWH6u5MJkzb3hH4+A3v2jI7g034z7T8rrA9V2kfXunVr1++kr6+juD755BO/WuCs37HehcNBAw5yJ/56o+vJXimcn1lBESBJsmDBgugIEh09kkzaQalzDrRfIhIcJ5xwgrz00ktJ+XSrLQ9tgURGc2nLRFsoQTR79kpp1qyblCkTXlBS+y+0HyMRdK0xHSQR+T/TNcgWzYw9NDxthT64LKpeXdoXCV9q0v4ybcElgo7ayvoh6aqrrnKju4Jm997d0v/b/lLh1QouOA595VDpNaeX7Nyz06+aMgRIEml/hV6W0Kb7sGHD/OJCt3z5cveHmnVY7wUXXCDvvpv/3RULg/aFaJ+IHkfJktVCnxZ7yc8/57/DPxVWrdJWwUdy+un95cQTe0rTpnfLtGnZLw0kyuTJk6Vu3bpSKfRz6x76dL2tTRuRoMyD0P6vRo1CZ5oi7vb55ZfLskWL/FoJMWLECDeaK/z7VtK1tPXDVBBM/mWynPzWyS44ir1UTNp+2jbXta5SiQBJMj15F3Qxw3j0E5h2SGbt39BrznPmzPGrpoReRqtfv2WoFfSonHHGAOnd+6vQH3b6fKrKaseO3TJgwDfSoMFAOe20/tKkydDQ/+H3frWE08uPE0Mtxi8rVAifjA89VOSZZ7QDwK+aHrS/K9TqDP2yh4831OqUBP2+x6ItbB3VFZnNXq1aNTfqK139uCnU6vywebSf4m9j/yaz1trmcSUDAZICkeXU9VqwnuwLg15Hfuedd6Rhw4bR1oZeMtPZ0CtXrvSrp9zOnbtk8OCZcu65r7gT84UXDgkd/wIppMvhheLDDxfLpZe+4Y7vzDNflhdfnCZbt6a4/0ZHGN19t4Q+HYRPzLVq6acSv1bqaP/WCy+IlC8fPj792qdP+PEU0tFd+qEq8reho78s86QSZcuuLfLQtIeiM8uPeuMotzR7uiNAUkQ7XfUXWTsSf/gh/mz13Oh4eZ24FhnKqDedXKVrYCWjf6Og1q79LfQJcbLUq/eSO1Fff/1omTUrtbPZv/turbRpM9Ydj946d/5Qli9PzPV6swULRP7+9+iloVDTKPxYKmm/lrY09Hi05dGhQ7glkkZ0tFdkhQC9lHzTTTelfPWEId8Pccuxa3DoZlBPfPOEbNud/n+7igBJodtvv939Ih977LE5zvKORTtudQhpZIST3ho1auTGxQfRvHmr5eab34metB98cFKo5ZTc5T1+/XWbdOv2STTMWrR4S775JjEd5IVm/PhwK0RP2toq0e2J16/3ayXWwoUil1/+R5g1bqz/oX6ttKGtdb0KEFk9QUfR9ejRo9BG0eXVV4u/kjPfPtMFxwH9D5DrPrpOlm0J1twfAiSF9Lq2jhDRX2L9VKTDN+OZOXNm6FP69dEZ3/pVRwJZ17tKN++9tzD0wfp1dwI/++yB8tJL38j27Ym9/LFr1x4ZOnS2NGwYvpzWuPGrMnr0/ND/TxpdT4tF+0F69Qr3i+gJ/PDDRfr313VV/JqFS0dRde4soV/C8PvWqOFGWwWFjgK7//77o/N4dBWGMWPG+NUKXXT1gTMOkCIPFpH6Y+q73QODiABJMV0m5LzzznO/wDoDXCdF+fQT03//+183wznS2tC1lh544IGUN78TYdu2XdKvn85SDndcN236ukyYkJiRO59//pP84x8j3Pv89a8DQufhqbJ5c3I/iRYaHZnVtq1IsWLhE/rJJ4t8/LFfq+C0o2rQIAl9hA+/T7lyIj176ogDv2Yg6OoJzZo1y9aST8TqCfq3rpeuI3sBValVRQZ/PDht5nRYECBpQNeuiiztra2LyMQq7d/4z3/+I7Vq1Yr+cuu/9bF4awVlghUrNkuXLhOjl7Vat35HFiwonKGMS5asl9tvHx997TvueE9++ilDlsDQ1mjDhn9cUrrySv3Y69eymT5d5PTTw69btKhIq1a6JadfK5B0VGSiVk/IugKztnj08nMmrMBMgKQJbdZGZqu3b9/erbQbWdFVb9pK0U2JCmvWbpDMmLFCWrYc5U702j8xZEj2TYUiITBq1LfZHs9altXYsd+51oY+rq2PKVOWZivPGG++KaFfqvDJXlsmOdENmlq0EKlSJdyHol+vuSYcQjmpUyf8emefrYtZ+aWBF1k9IfK3p32MOgnXunqCDp3PeuVA10zTtdMyBQGSRnQ10UjzVm/av6EtEu332N9pf8Tbb8+Xiy8eIj17fpatLBISOkdD523kVJZV//7TpVGjV+X11+e4/o+MpiPxXn1Vr9P4JTrTLhwaOtFPg0RXXdavel8f13Lf5Mm6gqH/aMbRlkeHDh2iqyfoyg35WT1BV2HW1Zgjz9dNxXS15kxDgKSZSKe6jlNP1BIZmSYSEnrLrXUCj46cKllSpHr1cMhkpff1cS3Xevsx3TwtsnqC3i677LLQjyT3n4m2VJ5//vno6g/aktFLzrpPTCYiQNJMZGdC9n7Ou0hI6OUobVlkndVOgOSiffvwpSid9JeT3r3D5VoPbpJuZC05vTKgi6L6++5MmDDB7TypdXQVCN0wrCBbLQQBAZJGtH9DP7nosguZ+oklESIhMXnyj+6rXqLyy+CpWTMcELnN19BRSFqu9eDoPJGnnnoquppwpUqVZODAgW6h1KZNm0ZbKfoh8Ntv9+2Py0QESBrRPhD9BdSVRJF3WUNCZ5Cfc84g2bAhfFmGAMlFiRLhgMht90p9XMv1Mhay0aWBbr755uh+JpHdJHVCsA63358QIGnktddec7+I9957r1+EGLKGxLffrnEr5j777NR9ypAFAVJguimbjpzUIOnevXuOc7gyHQGSRnTUhwZIJmwelEx+SDz00CS3+KEuwe6X4XdcwkIhIEDSSP369V2ABHHzm1TyQ0InIGqAdO/+6T5l+N2tt9KJjgIjQNKELnOgM1R1gTfkT04hoXuM1K8fnizol0G0wy18GSvWMF4t/z75e58gOAiQNPHVV1+51oeOM0f+5BQSW7bscIsi5lSG373xRnjZdV09Vzcb07Ws9Kve14mEWg7EQICkCV0uQQOkW7dufhHiyC0kRoyYm2sZfqerHFx9dXhhRA2NSpXC9wtpozNkNgIkTVx33XUuQD744AO/CADSEgGSJnRHQR0OuD7ZmwEBgBEBkgZ0uQOdjKRb0QJAUBAgaUDX0NHLVzfccINfBABpiwBJA127dnUBovsQAEBQECBpILIQ29dff+0XAUDaIkDSQMWKFaVEiRJutU/kX6yhurHKABQMAZJiP/74o2t9nHHGGX4R8ihWSMQqA1AwBEiKjRgxwgWIbj4Dm1ghEasMQMEQICl29913uwAZOnSoX4Q8ihUSscoAFAwBkmINGjRwAfI9i9aZxQqJWGUACoYASaFdu3ZJqVKlpHz58n4R8iESErFuAAofAZJCM2fOdK2Piy++2C9CPsQKiVhlAAqGAEmh/v37uwB55JFH/CLkQ6yQiFUGoGAIkBS6+eabXYCMGzfOL0I+xAqJWGUACoYASaE6deq4RRRXr17tFyEfYoVErDIABUOApMjmzZulWLFicvTRR/tFyKdYIRGrDEDBECAp8vHHH7vLV9dcc41fhHyKFRKxygAUDAGSIk899ZQLkF69evlFABAIBEiK/OMf/3AB8vnnn/tFABAIBEiKVKtWTQ466CDZunWrXwQAgUCApMDy5ctd6+PUU0/1iwAgMAiQFBgzZowLkFtuucUvAoDAIEBSoEuXLi5ABg0a5BcBQGAQIClw/vnnuwCZO3euXwQAgUGAJNmePXukXLly7qb/BoCgIkCSbN68ea71oa0QAAgyAiTJXnnlFRcg999/v18EAIFCgCRZs2bNXICMHDnSLwKAQCFAkuywww5zAXL22WfLpk2b/GIACAwCJIl01rnOPi9evLgLkVNOOUVWrFjhVwOAQCBAkmjKlCkuOC677DK58MIL3b+POeYY+f777/2qAJD2CJAkevbZZ11o9OzZU3bu3CktW7Z09ytUqCBff/21Xx0A0hoBkgRTp06VTp06SZkyZVxgjB8/3j2+d+9eueeee9xjWvbee+95zwSA9EWAJIAGwyeffCINGjSQihUruoCI3KpUqbJP5/kzzzwjRYsWdf0jr732WrYyAEhXBEgh2bVrl0ycOFHatWsnlStXzhYaxx13nPTp08etwpub119/3XWu6x7putkUAKQ7AqQAduzYIe+++660atUqOjxXb9qS0E5yDZPIiKvu3bv7T9/HBx98IGXLlnX177rrLteSAYB0RYDk086tW2X06NFy3XXXufWsIqFRokQJufTSS2Xw4MGyfv36aP2PPvooWu+2226Lu/7V9OnTpVKlSq6+7peuIQUA6YgAyYstW0SGDRO56irpW7q0VP09NEqVKiXNmzeXN954QzZv3uw/K2rmzJmu70Ofc+WVV8r27dv9KtksWrRIqlev7uo3atRonz4TAEgHBEhutBXx6qsil10moeZF6CdVxN0+KFtWngy1PkaNGpWv7Wh/+OEHqVmzpguFhg0byoYNG/wq2axatUpOO+00V18nHK5cudKvAgApRYBktXq1yMsvi1x0kUjx4tHQkPLlRVq1Enn3Xdkbp/UQy+rQ69evX9+FwkknnSS//PKLXyUbbdVccMEFrj4TDgGkGwJER0b17Sty3nkixYr9ERqVKom0bSvy4Yc6xMp/ltmWLVukSZMmLhSOOuooWbBggV8lG51weO2117r6OiR45rRpfhUASIngBsjs2SItWohUqSJy0EHhr9dcIzJrll9zX0uWiPTqJdKggcgBB/wRGtWqidx+u8jkybrzk/+sQqNDfm+44QYXCocffribaBiLjsa6++67pVSo/p1lysj699/3qwBA0gUzQEaMCIdGo0bhINHLSvpV7+vjWu7T/oqePUXq1/8jMPR29NEi990n8sUX/jMSrnPnzi5ESpcuLePGjfOL9/He00/LRxp4+j0OGeIXA0BSBS9AFi4UKVlSpHp1kW3bspfpfX1cy7VeVqGTbzQ0atUSeeghkW++yV4nBZ577jk3C/3AAw90m03FNXRoOEA0SP79b78UAJImeAHSvn04BF54wS8J6907XK71slq7VmTwYN1TNvvjaWD48OFy8MEHu1noTz75pF+8rwkTRMqUCX+fHTvqNS6/BgAkXPACpGbN8IkztyCYOzdcrvUCZNKkSdEJhx06dIg74VC0M71ixfD3qn1BTDgEkGTBC5DInIyNG/2SMH1cy/UyVsDohMPIOlo6QXFnvCHDeplOL9np99u4sQgTDgEkEQGSZiITDuuGvoeRDRvK3ty+zwidYHjqqeHvWb8y4RBAkgQvQDL0ElZW61avllfq15dl+n2cfLJInAmHruWhLRCtry0SfwABACRA8ALk1lvDJ8r8dqIHzB5df+vii8Pfy1FHicSZcCg7d4b7QrS+9o0w4RBAggUvQL77LnwZK9YwXi3PhGU/dAb89deHQ+Hww0W+/NKvkZ2OxtJRWVpfR2npaC0ASJDgBYh64w2RAw8MX7aZMyc8Akm/6n2dI6HlmUJDoVOncCiULu3W44pL54dEJhwSIgASJJgBombOFLn6apHKlcMnSl27Su/PmOHXzAzPPitStGg4OHU+Szw6U11bYj16+CUAUCiCGyD7I92TRFcJ1tZFXoLBv8QHAIWIAAmaiRNFypYNX9LShR/jTTgEgAQhQIJIL9PppTsNkauuCi8mCQBJRoAE1eLFIsceGw4R3csk3oRDAChkBEiQ6Q6K9eqFQ+SUU2Kvh1WQ/VMAIAfBDJDdu0WaNhXp2tUv2f/ohMO//z28dEtuM9Yt+6cAQBzBDBD91Kyfups08Uv2X7/95j8SZt0/BQDiCGaAvPRSOEB0UyjEZt0/BQDiCGaAtG4dPun9979+CXz7weKTAFIjmAFy0knhk96qVX4JfBm+/D2A1AlegGincbFi4RVqER8BAiBBghcgkyeHT3g6gQ7xcQkLQIIEL0D+7//CJ7ynn/ZLkJP9ZP8UAMkXvAC58srwCe/TT/0S5GR/2j8FQFIFL0D+/Ofwkua5zXvAvvan/VMAJE2gAmTrihUyM9T62F23rl+EePa3/VMAJFygAuSdd96RoqEA6dq2rV8EAEiyQAXIAw88IEVCAfLyyy/7RQCAJAtUgDRu3NgFyBy9fg8ASKnABMjevXvlkEMOkbJly8oeduEDgJQLTIDMnz/ftT4aNmzoFwEAUiAwATJ48GAXIJ06dfKLAAApEJgAad++vQuQt956yy8CAKRAYALk9NNPdwGydOlSvwgAkAKBCJBt27ZJ8eLF5YgjjvCLAAApEogAmTZtmmt9NGvWzC8CAKRIIAJk7dq1ctFFF8n48eP9IgBAigQiQAAA6YcAAQCYECAAABMCBABgQoAAAEwKJUB0iK3echKrLDc6WbBjx45ywgknSOnSpd0CinXq1JHWrVu7Ib0AgNTL35k9F7FCIlZZTiZMmCDlypWTGjVqyMiRI2XdunWydetW+eKLL+Tyyy/P12sBABKnUM7GsUIiVpnvp59+cq2NqlWrypo1a/xi5/HHH/cfAgCkQN7O7HHEColYZb4777zT1e3Tp49fBABIM3k7s8cRKyRilflq1arl6i5cuNAvAgCkmbyd2eOIhESsW16UKFHC1d2+fbtfBABIM3k7s8cRKyRilfkIEAAIjryd2eOIFRKxynxcwgKA4MjbmT2OWCHhl02cOFEaNWrkRltVqVJFbrzxRlm5cqUri3Si9+3bN1ofAJCecj7r55MfEln5Zeedd56MGjVKli9fLps2bXLDcs8//3xXtmTJEhcsRx55pFvCPSddu3b1HwIApEDOZ/188kMiq1hlavPmzVKqVKno/chEwpo1a8qbb74pv/76q5tIOHXqVCYSAkAaKZSzcayQiFW2ZcsW6dGjh1xyySXZHtcJhbqUyfHHHy8lS5Z0rZLatWtLmzZtZPr06dnqAgBSI+czexJEgqVixYp0mgNAAKUsQNTGjRvl0UcflXPOOccvAgCkuZQGiNIQ0RV3AQDBkvQAueKKK2TGjBmybds2t2x7hw4d9ukDAQCkv6QHyNixY6VevXquc1yH67Zr184t2Q4ACJakBwgAIDMQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmPw/76tn6xB6BLcAAAAASUVORK5CYII=)
PN: 8H58-5-36
CAS: 125125-64-6
Molecule Weight: 263.69
Formula: C9H10ClNO4S
TSCA: Not listed on TSCA inventory