| Product Number | 6662-5-W5 |
| Synonyms | 4-Chloro-4'-(chlorosulfonyl)diphenyl ether |
| CAS | 191327-30-7 |
| MDL Number | MFCD01631865 |
| Molecular Formula | C12H8Cl2O3S |
| Molecular Weight | 303.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6662-5-W5
CAS: 191327-30-7
Molecule Weight: 303.15
Formula: C12H8Cl2O3S
PN: 6662-5-Z2
CAS: 1623-92-3
Molecule Weight: 268.71
Formula: C12H9ClO3S
PN: 6662-5-W8
CAS: 501697-77-4
Molecule Weight: 337.6
Formula: C12H7Cl3O3S
PN: 6662-5-W7
CAS: 610277-84-4
Molecule Weight: 303.15
Formula: C12H8Cl2O3S
![[4-(3,5-Dichlorophenoxy)phenyl]sulfonyl chloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABIMAAASDAHe8WMqAAACZnpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfxfL14hOEQxRSRa1WWqlVpW1X2ruVA06KBLgCcnr7HXNIA6EQiGzP/N9ge8awejhnKTqqokx0HmJOGEYqj3Sc5PsQ/3n/afn4Yb2KQATCvAzxR1V9Lik9nU4k+lCZPOucRDrDjX95LpOe5mQTXeypYIzTvy/PbzVjJXlZyTxSQJXJsqyNzzqSVT2Lbx5BM1kck5w2cpoVxybaP8HMzci5jPHXWh7BtwEU7ZJUoZ0uMlmho2AEbvYD7VWuClmpGG0vYLaJA2tfr16edHTIVF5B10RIIpm+VcUhAkOmUxUdIBh0fj2FOOMAyEpnm6KQF2R6xiw5kgJJG0kHyQWSLpIekj6SAZKcwR/8HAQcFBwkHDQcRBxUHGQ8gBykykzi/fKpYCUpemyupvPaDevrzZhfjRF2U4QY1sHgMW2zILbteF3jEtf1nc4nYOQ5iIPP9hDsCvyQ1Q6t1nttB7I2htVGtmwibF7bPe8aG6MLzMhiYDOMICBhRsv8JoYrWBMjuG2H9u/GXZxh3G7MycIxLSOB59rG7zq21+kgefSavfVqq/P4pouSOMRbjuu0/la7UrSZxUgXsSrgsJgARnoLiD5g6uAKbMYAuw+YqpkGnD5gamx6Sos7wJ1+gtsHTP1OA14fMNU+PSW/D5izMQ0EfaA+SdNzMv5e6uqTN8MM012f1BlmkPHmZM8wg6Q3b4IZxrnfgjlkMTK1mWLhg+Q3L6cZxhthvkpGjDL+COPPMMFdnfFgegsEuzuP4wi9Of60e9FD9+4jQG++EBS+i+v/HoQU9kCSR90AAC/RSURBVHhe7d0JmBTV2fZxNKCIC1EU3MANFxRlUaMxUeOSyKuJZkGTqNE3ahB3AZWoCIrBJZIIQT8RlACiaOL6ueBCYowa3MKiiIAiiMgiI/uO+Hx9n/6qmSlmhu6ne2aqe/6/6+qLiz5nqrt6auruqvPUqQYGAIBDg/gTAABkgwABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAABStBvc3CA/UDT55AImxfsN6Gz5tuHV6oZO1GNnCGg1tFP49/InDrfu47jaxbGKF/gRI3eKTB5AIc1fOte889Z1MKFT1KK+y51B7+OQB1Ll1G9aFowyFwZ6j9rTBUwbbzGUzbe2GtbZw9UIbv3C8DfhggLV7vF2FnyNA6hafPIA6N+SjISEI9n5kb1uwakG8uUoESN3ikwdQ50589sQQBCOnj4w3VYsAqVt88gDqXLMRzUIQzF81P95ULQKkbvHJF8qSJWZ9+pgddpjZttumH4ceanbTTWaLF8d7Ayin4dCGIQhUhZULAqRu8ckXwpQpZq1apT7NBpU/1KY+ACrFEUhx4pPP18qVZvvvnw6Kdu3MxowxW77cbMUKs5deMmvfPt2mPuoLYBMnPHsCYyBFiE8+XwMGpAOiTZt0cMTpuYMOSvcZODDeCiDl/in3hyDY55F97MvVX8abq0SA1C0++Xwdd1w6HB59NN6y0ejR6T7HHx9vAZCi6z06PNEhhEHLh1uGQJm1fFa4PqRsdZlNKJtgAz8YaO0fb1/h5wiQusUnn6+ddkqHw4JqatfnzUv3adYs3gLg/5uzYk7mYsLqHuVV9hxqD598vho2TIfD+mqqR9atS/dRXwBV0hHHsKnD7EfP/8iaj2we5sLSvwqWHuN62KSvJlXoT4DULT75fGVzBDJ/PkcgAEoOAZIvxkAA1FMESL6iKqyDD06X7sbpObVRhQWgxBAg+VJAtG6dDoiOHdPXfug5XfPxyivp57gOBEAJIkAKQVeZt2yZDorKHmrjSnQAJYYAKRTNd9W7d3r+qyZN0o+2bZkLC8jT7OWzbfXXq+NPIwEIEACJtXjtYmv8QGM7+x9nx5uQAAQIgMSasXRGuM5Dc2UheQiQbGlg/JhjzLp1i7cAqCEESLLVWYAU3RWkGsvQgPgFF8RbANQQAiTZCrYH141ghk8bbp1e6GQtRrYIUxDoX01B0H1cd5tYNrFC/6IKkFmzzLbZJj0w/tln8VYANYQASbaC7MHnrpxr33nqO5tMehZ/lFfZc4l15pnpow/dcRBArSFAki3vPbgmP4tm0Nxz1J42eMpgm7lsZpieeeHqhTZ+4Xgb8MEAa/d4uwo/VzQB8tpr6fDQXQWruhBQEymefrrZNdfEWwDkgQBJtrz34EM+GhJ+wXs/srctWFXNhIIxRREgGzZsvKOg5rOqiqYoUZ+f/SzeAiAPBEiy5b0HP/HZE8MvuCRvRTlkSDoYvv/9eMtGZWVmO+6Ynqr9gw/irQDyQIAkW9578GYjmoVf8PxV8+NN1Up8gCxZYta8udmWW5q99168daNLL02HzGWXxVsA5IkASba89+ANhzYMv2BVYeUi8QHSvXs6GKor233//fSRh+4JoiMRAAVFgCRb3nvwUjwCWTp7qs3YcyuzHXZI3wyqKieemA6Zv/wl3gKgAAiQZMt7D65fbKmNgQwadJpde24D+3jkH+NNGz35ZDo8Djmk+tvZAnAjQJIt7z34/VPuD7/gfR7Zx75c/WW8uUpJDZDJk8dYly4NrFev1qlcWBtvTluzxmzffdMB8vLL8VYABUKAJFvee3Bd79HhiQ7hl9zy4ZYhUGYtnxWuDylbXWYTyibYwA8GWvvH21f4uSQGyNdfr7PevQ8KATJp0v+NN290++3p8NC1HwBqDAGSbAXZg89ZMSdzMWF1j/Iqe66ujR17dwiPu+/+YbwpY1XZXJu99/ZmW29t9vHH8WYABUSAJFvB9uA64hg2dZj96PkfWfORzcNcWPpXwdJjXA+b9NWkCv3jAdL19a72y7G/tKmLp5brVXuWL19oV1/9bevataHNnfthvDnjr389367/dQP7aMB18SYABUaAJFvBAiRfJz13UthQFDzd/tMt3EimNo0a1TUcfYwefUW8KWPmzLft4ou3tGuuaWGrVy+LNwMosBmLUgHSJxUgwwmQJEpMgOgI5q5Jd1nTvzYNQbLziJ3DeMrX33wd71pwn38+KXXk8S3r1q2ZrVjxVbw5+Oabb+yOO74bQuaNNx6MNwOoATPmpAKkQypAuhAgSZSYAIloPq0LX7vQthyyZQgSTcL46hevxrsVVP/+PwjB8Oqr98abMt56a1To06/f4akw2RBvBlADZsxIBUiDVICcQIAkUeICJKJZfI995tjMWEnnVzqHWX4L7b//fTwEw803t7UNGyo/2lmzZoX17LmnXXzxFvbJJ2/EmwHUEAIk2RIbIJFHP3nU9np4rxAijR9obL3e7WUr162Id3N74IGzQ4B89NHYeFPG00/3Cn2GDv11vAlADSJAki3xASKr1q+yW/57izV5sIltObiBnXXbHjZuXG5Xvldl0aLPU+Hxj/jTGWVlM+2yy7axyy9vkuo7O94MoAYRIMlWFAESmb18tvV4Jn3EoMcddxwdKqNq0uDBncNrPfvszfEmADWMAEm2ogqQiMYh+vU7IuzYNS6hazOWLJkb75a3adP+FV7j979vZevWrYo3A6hhBEiyFWWAiMpq33xzmF1zza5hJ3/FFdvZCy/0s/Xr18S7uo0YcWFY9rvvPhpvAlALCJBkK9oAieiCviee6GmXXrpV2NnfcMO+Nn78E/FugU533Xvv6dazZ8swptGnTxt76KHf2axZld8wauHCGallPRl/GkAtIUCSregDJPLll5+kwuGMzPjIn/50gpWVzcq0Kwh0FXnUHn8ASB4CJNlKbs85ZcordvPNh4RQGD368szz0XMDB55in38+0datWx0qrHSB4O23H1VuCQCSggBJtpILENmwYb1NnPiMLVu28f4kl166dQiQpUurucMggEQhQJKtJAOkMhrvUIA891zfMPMugOQjQJKt3gSIKqnKj3nceON+NmTIL8MpLN1ICkDyECDJVm8CRKZO/afdc89P7Iortq0QJrfe2p6jkizdfffdduSRR9qHH1Z9zxSgUN5+++0QIK1atbING5jENGnqVYBENGmibhql2Xevv37vECKjRl0c74ZyJk2aZD/4wQ/CH7MejRo1sp49e9qyZdwXBYW3du1au+OOO2z77bfPbHMdOnSw1157Ld4VdaheBkh5c+dOCQGia0OwqYULF9rFF19s3/rWt8If8SGHHGIXXnihbbfdduH/u+66qw0bNixc2AkUwtNPP22tW7cO29dWW21lZ555ph111FGZIDnrrLNs1qyNJfqoO/U+QBYv/iIEiC5ExEbr1q0Lp6t23HHH8EfbrFkzu/fee+3rr9NT3n/xxRd23nnn2RZbbBHajzjiCHvzzTdjSwGyN3nyZDv55JMzQXHaaafZ9OnTM+2PPPKItWzZMrRts8021rt3b1u5cmW5JaC21ZsA6du3nY0de3e4BmTVqiW2Zs1ymzHjP3bXXceFAOnT5+D4j9RbY8aMsYMOOij8oTZs2NCuuOIKW7RoUbxb8NZbb9nRRx+d+aM/55xzUp/x5/FuQJW++uoru/zyy8O2pm1I296LL74Y7xYoMPr06RMCRH333HNPGzVqVLwbakm9CZDyg+bxh65Q142lypsxY5z9+c8n2dtvP1zh+VI2bdo0O/XUUzNh8MMf/jDrwfKRI0faHnvsEX6uSZMmdsstt6SCmgkoUbX169fbPffcYzvttFPYbnS0O2DAgPD85nz22Wf2q1/9KrOtHnPMMfbOO+/Eu6GG1ZsAmTPn/TBnlm5J263bTnbJJY3suuv2sMGDf2Eff/x6vHvmToV63Hnn92zWrHfjXUrGkiVLrEePHuF8s/4Ydf75mWeeiXfbrBUrVlivXr2scePGYTl77bWXPfooE1FiU2PHjg3jadpONL7WtWtXKysri3fbrNdff906duwYlrPlllva//7v/9q8efPi3VBD6k2AeEyf/m+79dYOmaOU4cN/a0uXls7GqbLIoUOH2i677BL+AHfYYYdUWN4ZKmDyMXPmTOvcuXPm2+Gxxx5r48ePj3dDPfTJJ5/YGWeckdk2dH3H+++/H++WE23HDzzwgDVv3jwsU5Vbt99+e97bMTav5AJEFwXqSGPy5DHxJpdvvtlgb7zxQOobevMQJFdeuYO9+OIdqcPs4t44VQ6pssjom9sFF1xg8+cXdpqXV1991dq1a5d5jYsuusgWLFgQ74Z6QOXeKvuOjnL33Xff1N9p5bNmey1dutSuvfbazGvst99+9tRTT8W7oYBKLkBefrl/2NFrmvZC0sD7449fk5k2vlev1jZx4tPxbomn8keVQUbfAL///e/be+9VPp19Iahqa/DgwbbzzjuH12vatKn1798/VHmh9Km8W2XeKvfW71/l3/369bM1awp33544VW795Cc/yWzjJ510kn3wwQfxbiiAkgqQZcsW2FVXNQ3jG/PmfRRvLogFC6bbPff8ODM+cvfdJ9sXX0yOd0scVa/cdNNNmeoVXdmrssjasnjxYrv66qvDBYh6/QMOOMCee+65eDeUEJV1q7xbv2+Ve6vsW+XfteXll1+2Nm3ahNdXhdell14aKr5QOCUVIDrq0E79sceujjcV3OTJL2YmaOzatWFqZ3yZrViRzI1TZY4qd9QfkiqkVAZZV/XzU6dOtU6dOmW+HZ5yyin20Uc1E/aoGyrjPvvsszO/Y5V5q9y7Lqiia+DAgZnrmVTxNWjQoKwqvbB5JRMgs2ePDwPdPXrskto5Lo43BzqcHjPm9nCv80LQtPFjxw5IfbPeMQSJqrteffWe8HwSqKxR5Y3RH7LKHlX+mATPP/98OArR+9JRyVVXXVXltSYoDirbVvm2vqTo96qybpV3J4EqvC655JLMtSYHH3ywvfLKK/FuyFHJBEh0QeBrr90Xb8oYN25E6DNkyFnxprysWFGW+pbfNXUk8q2wfN286sMP627jVBmjyhk1cK0/FpU5qtwxaTQO8qc//cm+/e1vh/epcZL77rsvc7U7iofKtVW2rd+jyrhVzq2y7qTRWMiJJ56Y+VJ1+umn28cffxzvhiyVRIC8++5jYcetq801UWJldOX5ddftnjpK2SJcgV4TdK2JbqWr93LqqQ3sd787I5Qt1haVLap8MZqArkWLFvbggw8mfhbTL7/8MvVZ/S4z39Zhhx1m//znP+PdkEAqz1aZdrRDVvm2yriT7sknnwyVYHrPqtq67rrrQhUXclP0AbJu3Sq7/vq9wk572rRX480ZTz11fejz4IPnxJsK7p13nrCf/GTf1Dex9MZZG7PWqlxRZYvRH4TKGQvxB6HTfhq3UEnuiBEjbPjw4aGqRv/q/3pe7YWYTHHChAl2/PHHZ3ZGP//5z+3TTz+Nd0MCqBxbZdnRUa7KtbUt5Ks2tzd94brtttuK7gtXkhR9gOgOgwoGXVFelYULP7XLLmsc7gOyePGceHONWLt2TShXrOlZa3VIrjLFaKer8sXyE9DlSkcDOh3RpUuXcKVwVDW1uYf6qb9+Tj+v5Xj97W9/s7333jssd+utt7YbbrjBli9fHu+GOqDTjnfddVcox9bvR6cd77//fvdpxyRsb3PnzrXzzz8/MzHo4Ycfbm+88Ua8GypR1AGyaNHnIRQUDgqJqtx3389DyDz//K3xphoX3zhV1liIjVPliCpLjAYFVa6oskUPVWQ99NBDYe6r6Btl9NC3Mt0HRGMqKgO++eabMw/9X8+rXf3K/5yWo+VpuZ6Kr9WrV1vfvn1t2223DcvbfffdwzfQQgcwsvfss8/a/vvvn9mBd+vWLZRn5yqJ25vo5lXf/e53M8v89a9/bbNnz453QzlFHSCv9z07BMNTT90Qb8rQXQjVRzeOWrdudby51mjjLD9rrcocPRunyg//8pe/VJiATv/3lCUqhPRHGZU46qFyX93/47HHHgv3AsmF+uvn9PNR2XD0HvU6nhp8lYSee+65mWXpvhDjxo2Ld0MNUpm1yq2j34HKsHUaKVfFsL2JQqh82bvCi4lBK1e8AaJ7T6S+1b//3T1s3arKT29oQL1v38NCgLz33t/izXUin1lrdYSh8kP9bHRhlGcCOl0FrGtBotNrGjPRNOwqayzU+V8tR8vTcqOpJfR6el3PVcj/+c9/wq10tRwdzf3mN7+xOXNq53RkfaWyapVXR6eVDjzwwFB+nati3N5UQaYQiiYG1YW3o0ePjner94ozQHQa44gjUu++gfbI8daMf/3r/4Tw6N//+HhTncp11lqVGarcMPqGpTJE79QMus9CNNiu19e9PjxHQrnQ8vU60frq9au630N1dPpKg6m77bZbZgdx6623unYQqJrGM1ROHU0/ozJrlVt7pp8p5u1NVFGmOyJGf3ua+ue///1vvFu9VZwB8te/psPjqKPSYVKJlSsXWffuO4drM2bPnhBvTgRtnNXNWqsqKpUXlp+ATuWHHqo4ufLKKzOvpUCq7duC6vXKB6Hej2fGVFW0XX/99WGAXcvZZ5997O9//3u8GxxUPn3ooYeGz1Vl1Sqv9gxQl9L2Jv/617+sffv2YTkab9FtnZkYtBgDROWwu+5qqd+ibocXb814656rwtHHQw91iTcljkoTy89aq5lxdTvZaKBQZYYqN/Ru/PpGFs1JpKnbdc/puqTXj6aQ1/vyfiOdMWOG/exnP8vsIDS4OnHixHg3ZEHl0iqbjj5LlVOrrNqjVLc3nSYbMmRIhdsf/PGPf3T/XZaC4guQnj3TRx/nnRdv2WjKFLNGjey9jt+2VUty//ZUF3TaQOWQ0WkDPXSuX1UnquTy0n2mozEXHeEkZdxA7yO6AE3vT+/T6x//+Ie1bds287lpEBTZe/fddzNVgiqfVhm1V33Y3nQDtu7du2fGhjTgXl8VV4Doqu6ttzbbbjuz6mb1POWUdMj8+c/xlsRTWWRUYeU9XRVRtVK0LB1ye2v1a4rej96X3p/eZz7VVVrWaaedFpal6eKRPQ2M63PT/WFUPu1Vn7Y3UXVatKz6qrgC5Iwz0sHQr1+8ZaNnn033OfBAXfUUby0KukubNkydovHSN6zoj1njBUmm9xf9IebzzVDlllrOXzVGhqzpFKo+Nx3tetXH7U2ntLQcjcHVV8UTIGPHpoNBv6yqviXpXOQBB6T7OcoNkyLfANGMu1Edu67iLgZ6n3q/et/eGYMJEJ98A6S+bm8ESDEFyA9/mA6G6m6DqVMX6vM//xNvKSr5BIgG9KLrJXS4Xkyi0wt6/56BSQLEJ58Aqc/bGwFSTAEyapTZbbfFn91IJXVNm4bBcyvyGxTlEyBR6aQGDJN2Dnpz9H6jgU6tR64IEJ98AqQ+b28ESDEFyOZcdFH66KNbt3hL0fEGiC6WUjWNygyTUv2SK71vvX+tR64XfxEgPt4Aqe/bGwFSKgGii+90XUhqQzDH5G5J4wkQVc+0bt06/Fxd193nS+9f66H1yaUqiADx8QQI2xsBIqURIJ07p48+Bg+OtxQlT4BEO09deVsKoiuItV7ZIkB8PAHC9kaASGkEiC4cu/xy/UbjLUUp1wDRrKO6Wn2bbbap9ekiaorWQ+uj9cp2VlUCxCfXAGF7SyNAkhggS5aY9eljdthhZttum34ceqjZTTeVxOmpbOQaIL179w79L1eIlhCtj9ZL65cNAsQn1wBhe0sjQJIWIJqCpFWr9Omoyh5qU58Sl0uAaGZf3f9AEy565/hJKq2P1kvrp/XcHALEJ5cAYXvbiABJUoDoLmL7758OinbtzMaMMdNtTPWLfOkls/bt023q47zjWLHIJUA075P66qZLpSi6mVQ281sRID65BAjb20YESJICZMCAdEC0aZMOjjg9d9BB6T4DB8ZbS0ouAaLbeKqvbqZTirReWj+t5+YQID65BAjb20YESJIC5Ljj0uFQzY2VTHcEU5/jj4+3lJRsA0T3I9A9GzQdQ6Hu7JY0Wi+tn9Zzc/dfIEB8sg0QtreKCJAkBYhmtFQ4VPdLmzcv3adZs3hLSck2QHQXQ/XTPaFLmdZP61ndXRuFAPHJNkDY3ioiQJIUIA0bpsNh/fp4y0aaXVd91LeEZRsgXbp0Cf0ee+yxeFNJ0fppPbW+1SFAfLINELa3igiQJAVINkcg8+dzBFLOIYccEvp5bjlaTLR+Wk+tb3UIEJ9sA4TtrSICJEkBwhhIRjYBoongVHK42267xZtKktZT61vdhH0EiE82AcL2tikCJEkBElVhHXxwunQ3Ts+pTX2owrLp06eHProPeH2g9dT6ar2rQoD4ZBMgbG+bIkCSFCAKiNat0wHRsWP62g89p2s+VDKo59TGdSCBZg5Vn4s0C3E9oPXU+lY3YyoB4pNNgLC9bYoASVKAiK4yb9kyHRSVPdTGlehBNNB37bXXxptKktZT61vdAC4B4pNNgLC9bYoASVqAiOa70lw0mv+qSZP0o21b5sKKefDBB0Ofvn37xptKktZT66v1rgoB4pNNgLC9bYoASWKAIKsAGTRoUOjTX7fxrQe0nlpfrXdVCBCfbAKE7W1TBAgBkkjZBAjfCDdFgPhkEyBsb5siQAiQRMomQDgnvSkCxCebAGF72xQBQoAkUjYBQlXMpggQn2wChO1tUwQIAZJI2QQIdfmbIkB8sgkQtrdNESAESCJlEyBcGbwpAsQnmwBhe9sUAUKAJFI2ASLMTVQRAeKTTYAI21tFBAgBkkjZBgizo1ZEgPhkGyBsbxURIARIImUbINyfoSICxCfbAGF7q4gAIUASKdsA4Q5xFREgPtkGCNtbRQQIAZJI2QaIcI/qjQgQn2wDRNjeNiJACJBEyiVAHnroodD33HPPjTeVBK2X1k/ruTkEiE8uAcL2thEBQoAkUi4BsmLFCttxxx1DyeHs2bPjzUVN66P10vppPTeHAPHJJUDY3jYiQAiQRMolQKR3796h/+WXXx5vKmpaH62X1i8bBIhPLgEibG9pBAgBkki5BshXX31l22+/vW2zzTY2a9aseHNR0npofbReWr9sECA+uQYI21saAUKAJFKuASLRzvP000+PNxUlrYfWR+uVLQLEJ9cAEbY3AkQIkATyBMjq1autdevW4eeefvrpeHNR0fvXemh9tF7ZIkB8PAHC9kaACAGSQJ4AEc0cusUWW9guu+xic+bMiTcXBb1vvX+tR3UzoVaGAPHxBIjU9+2NACFAEskbIHLllVeGnz322GOrnQguifR+9b71/rUeuSJAfLwBIvV5eyNACJBEyidA1q5da0ceeWT4+QsvvDDenGh6v3rfev9aj1wRID75BEh93t4IEAIkkfIJEPnss8/CdAxaxg033BBvTiS9T71fvW+9fw8CxCefAJH6ur0RIARIIuUbIDJ58mTbaaedwnKuv/76eHOi6P3pfer96n17ESA++QaI1MftjQAhQBLpgAMOCBvm8OHD4005GTduXOaPWofrSTtHrfcTnUbQ+9T79VL1zOGHHx6WdcYZZ9j69evjXVCFHj16hM+tZcuWtnjx4nhz1urT9ib6eS2rUaNGNm3atHhzvUCAJFB0BKLHj3/842pvq7k5+oa1xx57hGVpwDAp1TJ6H9EApt5fPt8Edf+GvfbaK/OZ6aGbAY0dOzbeFeW899579r3vfa/C57bzzjvb4MGD3Tv/+rC9zZ07184///xQuRV9bpoCRUG8ZMmSePeSRoAklGrT99tvv8zGec0119jSpUvj3bKiOX6OOOKIsCyVLNZ13b5eX+9D70fvyzun0vjx4+24447L/BH/4he/sBdeeCFzP2s9fvrTn9onn3wS/9F6bf78+fbb3/7Wttxyy/AZdejQwZ555hm76KKLwjTmeu6www4Lp7Y8SnV7W7NmjfXr18+22267sKxdd93VhgwZYnfccYftsMMOmfUdOnRoyU53H0eAJJgqQ7RxanoFbZzNmze3Bx54wLVxallRyaUeuvK2tqeh0OtFV/zqoffjqX7RLUc3t7N7/PHHw7lptW+99db2+9//3pYtW1ahT32jz/rOO++sdmdXWSh/+umn5ZaSnVLa3uSJJ56wfffdNyxHX+h69uxZYXuqLJRfe+21cksoTQRIEZg3b16FjbNjx47273//O94tK7pYKjqyady4sV1xxRXub2TZ0vL1Ono9va5eP9eLtmTdunXWv39/a9q0aVjO5k636BvjH/7whwrfGDXA/s0338S7ljwdYURXjmdzuqX8aUEF8I033mjLly+Pd9usYt7e5P33369wSlnja9Ud0cZPC/7yl7+s9eCsTQRIEXn33XftmGOOyWycv/rVr1wliNqx9unTJ7Nj1Q7lnHPOCTfT8RzdVEbL0fK0XC1fr6PX0+vq9XP13HPPZYoLNGh59dVXZz3g+8UXX9h5552XOWetuv8333wz3q0kffjhh3byySdntpnTTjst6wFfFSbccssttu2224af3X333W3EiBE5B3Axbm9lZWV2ySWXWMOGDcOyNKaWy020Hn744VCUoJ/VJI2a4XflypXxbkWPAClCo0aNqrBx6o/Es3Fq1tGbbrop3P8g2sGoLl73hNY30IULF8Z/pFrqr5/Tz0fXBeih5et1sp3ltLyPPvrITjnllMyyOnXqFJ7zeOutt+zoo4/OLEs7m88//zzerSTos9b05NEO8KCDDnJ/C9dnpM8q+tyOOuqo8Fnmqhi2N1XvDRw4MPMeVa01aNAgV1Wf/ib1t6m/0Whd9bdbSgiQIqWNU99qoo1TgaJvPR5alu7Aptt4RqfJokeLFi3CoLSuEdAfpa61iB76v55Xu/qV/zktR8vTcj3hpqMLHWXoaEPL09GHjkLypW/PI0eODN+mtVx9u9a37Fwm0Usy7ejuueeeTDmtdoQDBgxw7QDjdNQWXXWuozkd1enoLldJ3N7kpZdesjZt2oTlKXgvu+wyVwjF6SyBzhZE71VnEXQ2oRQQIEVO51d1njXaOHX+NZ+NUwPUjz76qHXp0iUctkc78M091E/99XP6eS3HQ+MZGtfQ+IaWq/EOjXto/KOQdD5f5/V1fl+vo/P9b6e+zRazt8aODb8DrY8KDLp27RpOxRSSAljjSBpP0uvoNJHGmTyniaSutzdRmbzK5aNln3TSSXmV+VZF45Yav9RrKPAUhvMWzot3KyoESInQxqnKj2jj1KC7KkPypR3G1KlTQ5WTzn/r4sZhw4aFf/V/Pa/2XM+LV0bLUkVVtANUpVU+O4ZsqMJIlUYdU685LPWw445TKVK8W7J98ol9ccYZdkXq/W+RemjQd9KkSfFeBaUKJFW2RQGsijdVvuWrNrc3lcWrPD4aM9Fge02XHGusRpWUqqhssGMD2/687e32Cbfb2g2+6rC6RoCUEG2cKssMG2fqD0LlmioD9pYu1pZoJx59A1QZ6YQJE+LdatTHqR3T56nwMoVIKrxS6aWvx/FuyaIy0tROPLUXD+/7hdRO/LUC7MRzoYokXWsT/e50eqmmwytfFXbidfR3EsJrUCq8+qTC6/5UeI1OhdfMmg2vmkCAlCCVZ6pMM/pmpfJNlXEmTWWnkTQoWmdUDjx4sNnOO6eDpGlTs/79VT8c71m39O1b833tumv6fW63ndkf/mDfOE8jFYKu+m/btm3m6FED27kOiteG+GkkHamrTL6uTF8y3X485schRPQ46bmTbPKiwp8+qykESAlTuabKNqNvhyrnVFlnXdPpB52OKD+Q3bdv3+QMZKs8+OqrzRo1Su+gDzhAdcTxXnVD5cdHHJF+X1tsYXbeeapTjveqExqov/fee61Zs2bh96oB/Lvvvrvg41ceGsguP1aYtIHslz5/ydo81iaESMOhDe2yNy6zr9bkP4Bf0wiQekDlmyrj1B+OqktU3lmI6hIPlX+qDDT6Q050Ka3KhTt1Su+s9TjllPRzdUGfUeqzyryXo4/WhxnvlQiFLCHOV7yUNp9qxZq2fsN6G/jBQNtx+I4hSHYavpMNmjwoPJ9UBEg9oW+HKucsX9+ucs9ClHdmo6gv5nv++fRRiHbcOiq56qr0UUptWLXK7JZbLHWYln79PfYwGzky3iuR8rmIsRCK9WK+stVldsnrl4QjEQXJwX872F6Zk/1FjLWJAKlnVNap8s5oHqmanrW2ZKYT0WkYjYdoXEQ7co2T3Hdfetykpjz6qNlee6Vfr3FjsxtvNFuxIt4r8XKdRiVfOjVVCtOJvP/V+3bisydmxkdOf/F0+3jpx/FudYoAqadUKZPLHD8eJTmhoSqzfve7dKWWduyq3HLOWlsllRGrnFjL16NzZ5WqxXsVlWwmcsxXZRMaeueMS5InZz5p+47eN4TIVkO3stsm3BbvkrMolPKV/xJQ1DTLaLSTr2yWUQ+FU8lPqa4y4/I7eZXTxulbdp8+6ZDRKSg9Dj3U7Kabqj4Fdu+9NRtOdUw7+QsuuKCgs9ZGs1ZH4aTy3EKHU11b8/WaEBzbD9s+jJHEaZxk+LTh1umFTtZiZAtrNLRR+PfwJw637uO628SyiRX6EyAomMruc6CLt3I9zaSyTZVvRqfHVNZZk6fHEkFlx23aWOqrb8Xnp0wxa9VqY8DEH2pTn7ibb063qZy4Jk+P1bH4rLVnnXWW6zSTLvwrf3pMFwbW5OmxurZk7RKbvbzibMZzV8617zz1nUwoVPUor7LnPPJfAkpGfKBbN9/JZqBbZZoq14wG6FXGqXLOqqZZL3kaqN1//3RQtGtnNmaMLnpJj1+89JJZ+/bpNvUpgkHdmvTII4+4Bro11Uh8gD6fO3cWq3Ub1oWjDIXBnqP2tMFTBtvMZTPDle0LVy+08QvH24APBli7x9tV+DkCBDUml1lrx6R2juVLhHUfhkWLFsW71S8DBqQDQkcmld1DQ8+lPrPQZ+DAeGu9Ey+1rW7W2iSVCCfBkI+GhCDY+5G9bcGqBfHmKhEgqHGatTa6v3WTJk3CrLWrVFZq6YsUTz311EzIaCbUJFykmAjR2IiqqKoyenS6z/HHx1vqrcpmrX3nnXdCW03OMlzMoiqtkdNzK+0mQFArVqxYYb169crc3a1Vq1bhNqFJnyalTqV2ciEcFlTzjVDTZ6hPs2bxlnrv9ddfrzDdiO4Bc+CBB4b/19Qsw8Wq2YhmIQjmr8pt4lQCBLVq5syZ1rlz58y3Qw24qyyzNiegKxoNG6bDobpvx7quRH3UF5uIJjxUuW+0zansXLeYxUbRxYa5Xq1OgKBO6IY9GrCsakwElt0RiKba5whkszRr7Zlnnml33XVXvAnGEQhQehgDQS054dkTGAMBSkpUhXXwwZVPPaLn1KY+VGEhD/dPuT8EwT6P7GNfrs7+/jUECJBUCojWrdMB0bFj+toPPafrG155Jf2c2rgOBHnS9R4dnugQwqDlwy1DoMxaPitcH6JJGSeUTQgz/LZ/vH2FnyNAgCTTVeYtW6aDorKH2iq7Eh3I0ZwVczIXE1b3KK+y5zzyXwKAymm+q9690/NfNWmSfrRtW/1cWICDjjiGTR1mP3r+R9Z8ZPMwF5b+VbD0GNfDJn1V8TbDBAgAoE4RIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAAJf/BylbxAPCB1XAAAAAAElFTkSuQmCC)
PN: 6662-5-23
CAS: 501697-53-6
Molecule Weight: 337.6
Formula: C12H7Cl3O3S
PN: 6662-5-12
CAS: 370065-09-1
Molecule Weight: 298.74
Formula: C13H11ClO4S
PN: 6662-7-X7
CAS: 192329-91-2
Molecule Weight: 286.7
Formula: C12H8ClFO3S
PN: 6662-5-04
CAS: 98-68-0
Molecule Weight: 206.64
Formula: C7H7ClO3S
TSCA: Not listed on TSCA inventory