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)
| Product Number | 8H63-1-88 |
| Synonyms | 1-[2-(Methylsulfonyl)phenyl]piperidin-4-ol |
| CAS | 942474-84-2 |
| MDL Number | MFCD08692439 |
| Molecular Formula | C12H17NO3S |
| Molecular Weight | 255.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H63-1-88
CAS: 942474-84-2
Molecule Weight: 255.33
Formula: C12H17NO3S
PN: 8H63-1-23
CAS: 1000018-37-0
Molecule Weight: 268.38
Formula: C13H20N2O2S
PN: 8H63-1-26
CAS: 1000018-38-1
Molecule Weight: 268.38
Formula: C13H20N2O2S
![1-[2-(Methylsulfonyl)phenyl]piperidine-4-carboxylic acid](data:image/png;base64,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)
PN: 8H63-1-85
CAS: 942474-20-6
Molecule Weight: 283.34
Formula: C13H17NO4S
PN: 8H63-1-2U
CAS: 1000018-40-5
Molecule Weight: 240.32
Formula: C11H16N2O2S
PN: 8H63-1-22
CAS: 1000018-39-2
Molecule Weight: 268.38
Formula: C13H20N2O2S
![1-[2-(Methylsulfonyl)phenyl]-3-methylpiperazine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABM4AAATOAFdhbTlAAACW3pUWHRtb2xTb3VyY2UAAHichZVZj5swEID/ysjPjbGxwxGFrKJdVaq025WardS3ygEni8SxAnL9+44hB5AUAmTs8XxmxuMx86djmsBeF2WcZwHhlBHQWZhHcbYNyO+P7xOPPC3mIRqhYVYG5LOqvmaWdTgcaPipU3XMMxrmKWnGZ8cy7tgcBM2LrWUzxq0/b6+rmpnEWVmpLNRIlfGsrJWveaiq2ov/vMJKVbGPM6sxt9Ji38z212bmZvRYRuQWyzOOLRGFTZxo2ORFqirY24zizb7BVme6UJWOYH1CtaASY1/M317ycJfqrMKmmSEOVbKqil2IijRPdLjDybDx4yUgKUdAVXm6LAp1AtMyasVB2aAEKAlqCsoB5YLyQPmgOMMHxzkacLTgaMLRhqMRRyvu4fon2jjwcfrSGEUCz/X1s/V/uVb4vMM7rqIdEIwKfzClrhDuRbiUOa68iLNSUmksz8JDgW75OCZd4LgFHE9e5Vl9NurO41Dbryf3hCsJnG5OSOo4UwGCchuFTcUUBaMerwWTt951rK089yacSh9fPrGp7RjZ7wvKjHMTRn2B3mF/6nsSk2Jds7KYr/MsajUhjgKy5qRO1y+9KdHrOl0E8iLSBRaBmcCYtgG7C5jkDgOiC5itMAzILmA2zjAw7QJmmw0DThcwm3IYcO+CHgG8uxj8YcDvAnWFXInlI8KMt5GmokaYXrqbChxhehlvKnaE6SW9qfARRt4vwRjSy3xziAwvNO8lvzl0Rhj3AXPbY/ZDxnvAeI8Yq1WY1uVoxebdsWu1zmQLv0SLf0Sx7xqhlTC3AAAz80lEQVR4Xu3dCbzV0/7/8Uhp1ETliqifmVtElCFKVGS4QiQ/Lm7Jv2igckXDVYYGda+hkkpzSVwSElJC0iAkaVAp6TTHaf78z2ft3/46Z3X22fus/T3D97tfz/vYj3Pba+19zj7O/r73+q61Pt8iAgCAgyL2HQAAJIIAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAJ8cOnRIXn/9dbn++uulatWqUrx4calSpYrUqVNHOnXqJIsXL87Sv0iRIuYWS7x2oKDx1wn4YOfOndKkSRPvoB/rlll292UWrx0oaPx1Aj7QUYce7CtUqCD9+/eXFStWyN69e2Xz5s2ycOFCef7556VWrVpZHhMvIOK1AwWNv04gSTNmzDAH+nLlysmyZcvs5pjiBUS8dqCg8dcJJKlly5bmQN+3b1+7KUfxAiJeO1DQ+OsEklS9enVzoM/N6EPFC4h47UBB468TSFKJEiXMgT49Pd1uylE0IOLdgMKKv04gSQQIUhV/nUCSOIWFVMVfJ5Ck6CR6v3797KYcxQsIu33evHly2223SbVq1aRUqVJy2mmnSffu3WX79u2ZHgXkn9h/vQASEl3GW758eVm+fLndHJMdEDa7vX79+jJq1CjzPfbs2SOrV6+Wtm3bSsOGDTM9Csg/sf96ASQsupGwYsWKMnDgQFm5cqXZSJiWliaLFi2SwYMHS+3atbM8xg4IW7x2tW3bNilZsqR9N5Avcv7rBJCQ/C5lcvDgQVm7dq106NBBWrRoYTcD+SL7v04AuabFFKdMmSLNmzc3xRSLFSsmlStXNsUUO3fuLEuWLMnSP6eAULHaMwfSGWecIVu2bLG7APni8L9OAIXevn37ZOnSpdK4cWNp3bq13QzkCwIECLANGzZI2bJl7buBfEGAAAGmK7EqVapk3w3kCwIECIirrrpKZs6caUrE79q1y+wL0aW93bp1s7sC+YIAAQJi1qxZcvXVV5v9JrpcuG7duvLKK6+YyXugIBAgQB7QZb0c2BF2BAjgs40bN0qZMmXkjjvusJuAUCFAAJ8tWLDA7NHQ/R9AmBEggM8IEKQKAgTwGQGCVEGAAD4jQJAqCBDAZwQIUgUBAviMAEGqIEAAnxEgSBUECOAzAgSpggABfEaAIFUQIIDPCBCkCgIE8BkBglRBgAA+I0CQKggQwGcECFIFAQL4jABBqiBAAJ8RIEgVBAjgMwIEqYIAAXxGgCBVECCAzwgQpAoCBPAZAYJUQYAAPiNAkCoIEMBnBAhSBQEC+IwAQaogQACfESBIFQQI4DMCBKmCAAF8RoAgVRAggM8IEKQKAgTwGQGCVEGAAD4jQJAqCBDAZwQIUgUBAviMAEGqIEAAnxEgSBUECOAzAgSpggABfEaAIFUQIIDPCBCkCgIE8NHu3bvlrrvuMgFStGhRmTFjht0FCA0CBPDJmDFjpFq1aiY8Mt+aNWsmy5cvt7sDgUeAAEmaP3++1KtXzwuMunXryqeffioDBgyQ8uXLm/uKFy8unTp1ku3bt9sPBwKLAAEcbdiwQe6++2454ogjTEgcf/zxMmrUKDl06JDXZ/PmzXL//feb01na57jjjpPhw4fLwYMHMz0TEEwECJBLe/fulb59+0rZsmVNKBx99NHy2GOPya5du+yunkWLFkmDBg28UUrt2rVl9uzZdjcgUAgQIBfeeOMNqVGjhhcEN910k6xcudLuFtPkyZPl5JNP9h5/6623ypo1a+xuQCAQIEACli5dKg0bNvQO/Oeee67MmjXL7paQ9PR06d27t5QuXdo8V4kSJaRHjx5mBRcQJAQIkIO0tDR54IEH5KijjjIH+0qVKsmLL74oBw4csLvm2vr16+XOO+/05lB0BdfYsWPtbkChRYAA2Thw4KC89NJoqVChgjm4FytWTDp06CBbt261uyZt3rx5ZuVWdHRTv359s7ILKOwIEMDyxRfr5IYbhkvVqk3kyCOPlquvvlq+//57u5uvdOWWruDSlVwaIkceeaRZ4bVx40a7K1BoECDA//n55+3SseN7UqfOUHO76qreMmPGJ3a3PLVz507p3r27WdmlQaIrvfr162dWfgGFDQGClLd7914ZPPgLufji4SY4GjQYKa+9tkT27y+4vRq6sktXeEVPa9WsWVOmTZtmdwMKFAGClHXw4CF5660fpHHj10xwXHjhMOnde7Zs2fKH3bXA6Eqvc845xwuSRo0amRVhQGFAgCAlLVq0UVq1muqdrrrvvrdk2bLNdrdCQVd86covXQGmIaIrwtq1a5cRdFvsrkC+IkCQUjZu3CXdu3/oBce1146T99//ye5WKOkKsPbt25sVYRokFStWlCFDhsj+/fvtrkC+IECQEtLT98vQoQvkkktGmODQr/rvPXuCd/DVFWGNGzf2TmudddZZ8sEHH9jdgDxHgCD03ntvhRlpREcd//znLPn119h1q4Liv//9r5x66qlekDRv3lxWrFhhdwPyDAGCfBc9kMcSqz16/w03TDAb/WzZPe6ZZ+Z697du/YYsXhyufRW6vPfZZ5+VY445xoSIlo1/9NFHZceOHXZXwHcECPJddgf6zGK1R+/X25tvLrObs33cgAHz5MYbJ5jVVrrqKqw2bdok9957r9mAqEFSpUoVGTFiBGXjkacIEOS77A70mcVqzxwgzZuPP2yfRqzHpZKvv/5aLr30Uu+0ll6Xfc6cOXY3wBcECPJdvAN9rPbo/bfcMtl8nTo1a3mRWI9LRRMmTJCTTjrJC5Lbb79d1q5da3cDkkKAIN/FO9DHao/er8tu9WuzZuNk794/q+LGelyq+uOPP6Rnz55SqlQpEyL6Vf+t9wN+IECQ7+Id6GO1R+/XuYwWLSaZ/z9p0reHtSMrHXnoCCQ6GtGRyfjx4+1uQK4RIMh30QN9vJst8/26NFf/f5MmY7xRSKzHIWLuXF2RVscLEp0rWbBggd0NSBgBgnxnB0Wsmy3z/ToKufnmyChk3LhvDmtH9nRVlq7O0lVa0SDp1auX3Q1ICAGCfBfvQB+r3b7/3XcjoxAthqg7ze12xKb7RC6++GITIHrFRcAFAYJ8F+9AH6vdvl9HITfdNNHcN3r04sPakTO97ogGyNNPP203AQkhQJDv4h3oY7Vnd//06T+a+xo1Gp1tO2IjQJAsAgT5Lt6BPlZ7dvdnHoVk147YCBAkiwBBvot3oI/VHuv+t99eToA4IECQLAIE+S7egT5We6z7dRSi9a5itSN7BAiSRYAAKYoAQbIIECBFESBIFgECpCgCBMkiQIAURYAgWQQIkKIIECSLAEGgrFy5Vb78cr19NxwQIEgWAYJAadlyilx44TDZsoVrWiSLAEGyCBAEyvXXR/Z7rF+/w25CLhEgSBYBgkAhQPxDgCBZBAgChQDxDwGCZBEgCBQCxD8ECJJFgCBQCBD/ECBIFgGCQCFA/NOr17+lfPnzZNCgkXYTkBACBIFCgPhn4MD35Iwzusnw4Z/YTUBCCBAECgHin//850vzuxw1apHdBCSEAEGgECD+IUCQLAIEgUKA+IcAQbIIEAQKAeIfAgTJIkAQKASIfwgQJIsAQaAQIP4hQJAsAgSBQoD4hwBBsggQBAoB4h8CBMkiQBAoBIh/CBAkiwBBoDRu/JyccUZ3Wbt2i92EXCJAkCwCBIFSu/Z1pn7T6tVc1jZZBAiSRYAgUGrUqGEqyK5cudJuQi4RIEgWAYJAIUD8Q4AgWQQIAoUA8Q8BgmQRIAgUAsQ/BAiSRYAgUAgQ/4wYsdAEyKRJ39pNQEIIEAQKAeKf33/fJzNmrJA9e/bbTUBCCBAECgECFB4ECAKFAAEKDwIEgUKAAIUHAYJAIUCAwoMAQaAQIO50xZXebrhhghw4cNBu9tqBRBEgCBQCxF00IPT25pvL7GYCBLlGgCBQCBB3mQOkefPxsn9/1lEIAYLcIkAQKASIu2hA3HLLZPN16tTvs20HEkWAIFAIEHfRgHj//Z/M12bNxsnevQcOawcSRYAgUAgQd9GAOHjwkLRoMcn8/8xlTAgQ5BYBgkApV66cCZBhw4bZTYgjc0C8994K8/+bNBnjjUIIEHevvfaalCxZUs4++2xZsWKF3RxaBAgC5S9/+YsJEL01btxYvv8+63l8xJY5IHQUcvPNkVHIuHHfHNaOxCxcuFAuv/xy729Sb8WLF5dHH31UduzYYXcPHQIEgbJ//34ZMmSIVKxY0bxZjzrqKGnfvr1s3brV7gqLHRDvvhsZhTRu/Jqkp+8/rB2x/fbbb3LfffdJ0aJFzd9h5cqVZcCAAXLPPffIkUceae6rUqWKvPrqqxlhffiem7AgQBBIW7ZskXbt2pkA0TdrpUqV5IUXXpADB/6cFEZWdkDoKOSmmyaa+0aPXnxYOw63b98+6d+/v3cqVUcbXbp0ke3bt3t9FixYIJdeeqk3Irngggtk7ty5mZ4lPAgQBNrSpUulUaNG3pv1nHPOkVmzZtndIIcHiJo+/UdzX6NGo7Ntx5/eeecdOe2007y/teuuu05+/PFHu5tn/PjxctJJJ3n977jjDlm7dq3dLdAIEITCtGnTpGbNmt6b9aabbkrplVqzZq0yF4zat+/P0yfZBUTmUUh27X/8sT9jZDdf5sz5Ocv9qWTZsmVyzTXXeH9bZ5xxhrz33nt2t2z9/vvv8uSTT0qpUqXMY/Vrz549M36vf9hdA4kAQWjs3btX+vXrJ2XLljVv1qOPPlq6d+8uO3futLuG1vLlaXL//f/1wmDNmm1eW3YBod5+e3nMAFm8eKN3f7t202XVqj+fL+y2bdsmDz30kBQrVsz8PVWoUEGef/55Mw+XWz///LO0bNnSCyEdmUyYMMHuFjgECEJn48aNcvfdd3uTmccff7yMGjVKDh06ZHcNja1b06VPn9ly4YXDzMFeJ8Y1GDLLLiCUjkJuvHFCtu36K9O9IldeOcq0XXTRcHnuuc9kx449WfqFic6jvfTSS3Lssceavx+dKG/btq2kpaXZXXNtzpw5cv7553tBctlll8nXX39tdwsMAgShNX/+fKlfv773Zr3wwgtl3rx5drdA03pWY8YskQYNRpoD/MUXD5dBgz6XXbv22l2Tsn17ujz99BypW3e4+T4NG46WKVO+M+ETJh9//LH89a9/9f5mrrzySvnmm8gyZ7/oqqwRI0aYVVr6PfSDzr333iubNm2yuxZ6BAhCb+zYsVKtWjXvoHDnnXfKunXr7G6Bo/MSmecvHnpohvz885+rgfLCTz9tyfg0/rb3PW+9dUpGUP9idwucVatWyc033+z9jWjFg6lTp9rdfKX7RB555BGzkku/p67seu6558xKr6AgQJASdDKzR48eZrewvllLly4tvXv3lvT0dLtrobd69TZp3/5d7yCuGwLnzcvfQPz449XmuiLRn6FLl/dl/frgbZzbtWuX/POf/zTzZfp3UaZMGXnqqadkz578O0WnO9ebN2/uhdepp54qb7/9tt2tUCJAkFLWrFmT8an5Vu/NevLJJ8vkyZPtboXSzp17ZcCAeWYeQg/aOi8xfvzSbC8OlR90hdfIkYvkssteNT9PvXqvyH/+82VGWBf+T9A6HzZ69GivssERRxwhd911l2zYsMHumm8++OADOfPMM72/zauvvrrQV1ogQJCSZs+eLeedd573Zm3QoIEsWrTI7lYo6DyDll6P7tXQifK+feeYeYnCIC3td+nZ82NvAv+aa8aYCfzCumbhiy++yAjhi7z/9hdffLG5rzCIVlrQFV/6s+kKsA4dOhTaSgsECFKWTmYOHz5cjjvuOPNm1dU2999/vylTUVgsWPCLtGw5xTtV1KbN2/Ljj1vsboXCd9/9Jvfc86b3s9511zRZsuRXu1uB+eWXX6R169ZmtKH/vU844QRTBLEw0hVfdqWFF198sdBVWiBAkPK0DEXnzp29yczy5cubukYFOZm5bt1WeeSRD7yDsV5BUDcHBoHW2GradKz5uS+4YKj06PGRbNq02+6Wb3Q+41//+peZ39D/viVKlJDHH39cdu8uuJ8pUVppoWHDht5o6dxzzy1UlRYIEOD/LF++XK699lrvzaplK6ZPn253y1M6qdur1wA59dS75fzzXzLzC7qjPPOFn4JAd7C/9NJXZl5Eg6R+/aEyePAbkp6ef5PT6vXXX5dTTjnF+2/aokULWb16td2t0HvjjTe8a+HorbBUWiBAAMuMGTNMuYrom7VJkybyww8/2N18ZU/qHnvsJdK160T57bff7a6BsmHDLunWbWZGGHeSihUvyrdFC0uWLJErrrjC+29Yq1Yts8fDLzonofMm+t9MN6k+88wzpkSJftV/6/2ff/65KfrpF6200Ldv38MqLeiHjoJCgADZ0NNXgwYNyjKZ+fDDD5vyFn7LblJ3/vzg7k7OzhdffCt1617pvca8WrSwefNmadOmjVdmXXeTDx06NOm5Aw0kPa3ZtGlTb84s0Zv+DFpLS8Plq6++Sroigq4U00oL0bmcgqy0QIAAOcjugPTyyy8nfUBSOqmrS0eDMKnrB120oFeStBct6O84WdHA1/krfW4N/I4dOyYV+Hqq64knnpDq1asfFgo6CqhTp46psKsH865du5oRiH7Vf+v9Wsb9mGOOOeyxesDXEvDJ7nDXSgv16tXznrdu3br5XmnBtwApMrSIucWSU/uhjP+9vup1uf6966XqmKpSfHhxqfJaFakztY50+ryTLE5bnKV/Ts8F5AU/T4lkN6mrm9mCMKnrB1200KlTJ69IYbKLFvw+5agHZi3Vnvmgr5UM9GJRWtVACyPmxvr162XixInyj3/8I8s8ht50tJnspsExY8Z4lRb0w4hWWtDvmR98OwrHO6jHat+5b6c0ebeJ1x7rlll29wH5IdlJ2WQfHya6aKFZs2be7+L000/P1aKFZB9v0017mZ9PS6/rCPGjjz6yuyblyy+/lAcffNAszY1+r9q1a5sgdKUfPrTSgn4Y0efTSgt9+vTJ80oLvh2F4x3UY7XrqEPvrzCqgvRf0l9W7Fghew/ulc3pm2Xh5oXy/NLnpdbrtbI8JtZzAfkhuxFEvGWhfo5gwsYeQeg8Q04jiOgIxq9l1zo5raeqos+np6e6devmy6m1nOg1QbQ8vJ66jL52rceVzEWn9MPILbfc4j1fXi9a8O0oHO+gnl37jLUzzH3lRpaTZduWZWnLSXbPBeS3ROYw8nIOJUwSmcOItfEzmQO9jjrOOuss83xaFVf/W/lRtj03NMAGDhzozZfoBxOdFE/GJ598YkY10SDRRQuLF2edCvCDb0fheAf17NpbftjS3Nd3Ud8s98eT3XMBBSW7VVR6Dez8WsUVJtkFrq6i0tGafUBMdhWXfjKPLonVGlQFfd1y/UCSefSgcy5aBNRVdosWdB4mmcC1+XYUjndQz669+rjq5r7cjD5Uds8FFCR7H0fmW7KTuqnIPuUXvfl1Skb3U0Sfs1WrVkkdqP2mow+dw9CfTS8+9euvyZWDsRctaJDo9Uj84NtROHpQj3fLrMQrJcx96QdyN9GT3XMBhYFu6tKyKPpG1VMSyUzqIrLoIHplyfbt2/syKayb76IHUi1cWBh99913phKC/pz/8z//48uuc110ULNmTfOceurVD74dhe2giHXLjABBWOkEKfMc/oge9PS6GcmKhod+Gp80aZLdXKjoqSa9iqb+vLp3xI8Qeeyxx8zz6QjMD74dheMd1LNr5xQWgHj0E7gfAaJzKdHwSHbvRX7REW20mKIGabKns0IVINFJ9H6L+mW5P57sngtAOPkRIDNnzvRKo48cOdJuLtR0eXh0JKLXsElmviZUARJdxlt+ZHlZvn15lracZPdcAMIp2QDZtGmTVK1a1TyH7vcIIj2dFZ0T0dVZrkIVICq6kbDiqIoy8JuBsnLHSrORMC09TRalLZLBSwdL7ddrZ3lMrOcCED7JBki0RH+jRo0KpOCgX3RiPbo6S1f8uQhdgFDKBEBOkgkQPdDqY7VsiO6zCDpd4quvRzcbuuxYD12AKC2mOGXlFGn+XnNTTLHY8GJS+bXKpphi5887y5ItS7L0z+m5AISLa4DoBHR0X44WQQyL6GbDv/3tb3ZTXIU2QAAgL7gGSHTJbv369QN96sqmI6lo2ZN3333Xbs4RAQIgpbgEiF4JUOcLtE6ZXsQpbLR2lv5OtLxLbsKRAAGQUlwCREuZ62N0Aj2MtCJ09BogudnTQoAASCm5DRA9uFapUsU8Jswl87UUvL5GLd6ZKAIEQErJbYC88cYbpr9uugsz3VAYvShVopfHJUAApJTcBsitt95q+utFpsJOr2yor1ULeCaCAAGQUnITILp0Vy9FqxV88+u64AVJL4+rvxsttqjX/4iHAAGQUnITIHp5XO1br149uym0atSoYV7zggUL7KbDECAAUkpuAiS690O/pgq9yqC+5meeecZuOgwBAiCl5CZALrnkEtNXRyKpYuLEieY1X3PNNXbTYQgQACklNwGiNaK079atW+2m0NK5Hn3Neu3zeAgQACkl0QDZsGFDwgfSsImWNtEd+DkhQACklEQDZPbs2aaf1r5KNdELTn322Wd2UxYECICUkmiAjBs3zvS744477KbQu+2228xrnzBhgt2UBQECIKUkGiAvv/yy6demTRu7KfSiK7GGDRtmN2VBgABhppVVJ08WadZMpHJlkWLFIl+bNtXlNpH2FJNogPTv39/069Kli90UeroTXV97vN33BAgQVrt2RYIj4w0e86ZBov1SSKIBEq3A26NHD7sp9PQ162vX30FOCBAgrG6+ORIS5ctrqVURvWTpvn0i69aJDB4sUqFCpF37pZBEA4QRCCMQIDXNnBkJh9KlRZYutVsj9H5t134ffmi3hlaiAcIcCHMgQGrSlUMaDD172i1Zabv2a9XKbgmtRAMklVdhRSsQswoLSEUnnxwJhm+/tVuy0lGI9qtRw24JrUQDJLoPJJUKKUZdcMEF5rXPmzfPbsqCAAHCqESJSDCkp9stWf3xR6RfyZJ2S2glGiAbN240/Y499li7KfTKli1rXnu8Ei4ECBBGuQ2QUqXsltBKNEBU9ECalpZmN4XW2rVrzWvWy/jGQ4AAYcQprJhyEyCXX3656fv222/bTaE1duxY85qb6RLwOAgQIIxuvz0SDL162S1ZMYmeo+h+iFRaynvPPfeY1xxvCa8iQIAwev/9SDCUKcMyXktuAuTDjN+L9j3//PPtplA6dOiQVKtWzbzmJUuW2M2HIUCAsLrhhkg46IZB3TioGwh1I6Fe23vIEDYSJhAg6enpprT5EUcckVD/oPvoo4/M7+bkk082YRIPAQKE1c6dInpVOQ2JWLcmTShlEsfdd99t+veKdzowBO666y7zWp988km7KVsECBBm+ilSiyZqUOiFkY46KvJV/62bxBL4lBk2uQ2QmTNnmv41a9aUAwcO2M2hsXnzZilVqpQZba1atcpuzhYBAiCl5DZADh486D1m0qRJdnNodOvWzbzGa6+91m6KiQABkFJyGyBq6NCh5jFhnUzXfS6650VHH/Pnz7ebYyJAAGS1aZPuoBNp2dJuCQWXANmzZ4/85S9/MY+LVx8qiLRgZG5HH4oAAZCVTr4fc0xkkv2DD+zWwHMJEDVixAjzuBNOOEF2hWjhwdy5c+XII4+U4sWLy/fff28354gAAXC4Z5+NBMjZZ4vs32+3BpprgOiy1osvvtg8tmPHjnZzIP3+++9y5plnmtf0xBNP2M1xESAADrd3rx5pIyHy73/brYHmGiDq66+/lmLFipm5gunTp9vNgdOqVSvzuzjrrLPMabrcIkCAVPTmmyKtW4vkVG31rbciAVKxosiWLXZrYCUTIOrZjNGZPv64446Tdbo5M6CGDBliXodOnuf21FUUAQKkovvvj4TDgw/aLVk1bpxYvwBJNkD0VFbTpk3Nc5x77rmybds2u0uhN3HiRClatKh5DZMnT7abE0aAAKlIq/TqpkK9xaqVpb77LrF+AZJsgCi9TsbZZ59tnueyyy6TP7QsfkBoZWE9DefHgZ8AAVJV+/aR0cVVV9ktWSXaLyD8CBClp69OOukkL0SCMBIZNWqUFx7du3e3m3ONAAFSlc5rVKoUCQedE4kl0X4BsH37dlOuQw9672vF4iT98MMPXoicc845sl4LVRZCetpNV1npz+lXeKjrr7/ePF/nzp3tJicECBAk//lPJBhq1oysvIol0X6FlJYjGT58uJn4jh5E9ZO4LsdNduSgI5Ho6Sy9/G1hW531yy+/SKNGjczPd9RRR5ld9cnS3er169f3fpft2rWzuzghQIAg0eKAGZ+cTTg8/bTd+qf/67elTBFZOTKHfoXQ7Nmz5bzzzvMOdnXr1jWT4NFJZA0VPagmUyhR50SiE+u6xFeDqTBsNhwzZkzG4LGS+bmqVq0qHyS5MVSvE6/ViXXjoT7n8ccfL3369LG7OSNAgKDRi0lpgGj5kowDRCzb5n0oA64rIh06lJUdO2L3KyzWrFkjt956qxcceo2LzMUQFy9eLFdccYXXXqtWLfnkk08yPUPu6GkiXeIbnWPQHesFVfbkq6++yjJC0BIlm7REjaO9GaPOfv36edeIP/roo81psJ1atcBHBAgQRDfeGAmRe+6xW7J48cUb5R//KCKjRuXcryDp7mo931+yZElzsCtdurT07t3bXBwqO1OmTJFTTjnFO9i2aNFCVq9ebXdLmG42jO5Y15uOfnSprJ5Gy2sff/yxXHfddd731hGCTpwnY9q0aaaUffQ5b7rpJlm5cqXdzRcECBBEP/0kGR8rRY48Uj++2q2ezZtXSrt2R0ubNkdmfMKP3a+gjB071rskq97uvPPOhDb76S5sPRVTpkwZ87gSJUrI448/Lrt377a7JkRHI1o7Sw/g0Z+lRo0a0rNnz4xf9U9296ToxL1ev1wrBUe/l4amrpBK5jTa0qVLvbkTvekigVmzZtndfEWAAEHVtasZhey+sn6OF5qaOrWrGYU880z9hC57mh/sSd0LL7xQ5s2bZ3eLSw/GrVu3NvMY+jx6GkrnEVxpMOn8SnTpcPSmB/suXbqYPRk6f5IbOuk/Y8YMcwpJX3P0Z9Vb5cqV5V//+pdsSaJygD5WJ8V1wl2fU+dQXnjhhaTmiBJFgABBtXOnfF3veBncrIh8+eU4u9WTnr5THnnkeBMiOfXLD9lN6o4cOTLpYPv888/loosu8g7M9erVy3itX9rdEqanrz788EPzs0bnETLfdPWWnvbSEZP20dGDjlb0q/5bQ01/hsyryKI3PVWncz1vvPGGUz2rqP3795vyJhUrVjTPqwHSvn37XAdcMggQIMDmfTbSBEPXrifK3r2/282ez7x+1XLsl1eym9TVK+r5OamrITR69GjvOiD6Sf9///d/ZcOGDXbXXNG5GA2THj16mA2I2QVKTjc9zXbJJZeYEYiORFxPs2Wmq7O0oGL0ezRu3Ni5PlYyCBAgwPSg2bfvhSYc/vvf2OW9E+2XF956K+uk7o033phnk7pK5xF0JKAhpd9PD/hPPfVUUp/2bb/++qvMmTPHTHjrTXd26whEv0bv+/TTT82Iy0+6Gz+6GVBvp556asZ/z//a3fINAQIE3E8/fSZt2hwhDz5YUtLS1tjNnkT7+eWXX76VRx5pJCeeGDnY5cekbmarVq2Sv/3tb97BVifFp06dancLhB07dsijjz5qLiKlr+WYY44xS5B1ZFeQCBAgBF555Q4zuhg27Fa7KYtE+yVj9+4tMn78g9K27VFyxx1FpGHDShnfL38mdbPz0UcfmSq80SC58sor5ZtvvrG7FUo6F6Orw6pUqWJ+dp07uvfee5PaI+InAgQIga1b10n79qXNCOPHHz+1mz2Z+/k9Cjl4cH/Gwfrf0rFjRRNSGiATJrSXXbvyb1I3Fg2vl156yUx+64FYJ5wfeOCBjN9Bmt210NBTZHXq1PGC79JLLzV7VgoTAgQIiXfe6W0O3H36nCeHDsXeBPf556MzPtW2kj173Pcc2L7/fqY8+eRZ5vvrbdCgxrJhQ/5P6sajK5Qeeughb/d5hQoVZPDgwWZFU2Gxdu1auf32273g0OKPBbVDPh4CBAiJffv+kO7dq5sD+Jw5w+3mPLFp0wp54YXrveB4/PFTZcmSgpvUTdSyZcvkmmuu8Q7Sep1xP6r9JkOvUaIT8dHqw/pV/12Yr11CgAAh8tVXk8yBvHPnyhkHnu12s2/S03fI1KmPSrt2xc3369DhmIwD8LMZn+QLdlI3t9555x057bTTvCDRsiI//vij3S3PjR8/3iszrzcdgehIpLAjQICQee65y81B/c03H7ebkqanxubOHSFdulQx30NLpIwe/XfZseNXu2tg7Nu3L+N39pyUK1fOHLx1pZPuOteVT3lN5zR0biMaHDrnMXfuXLtboUWAACGzbt1is1RXJ7D99NNPc+Wpp+p4p6ueffZSWbNmgd0tsHRl03333eftktcyI6+88kqeFFXU7/X3v//d+166ykpXW+XF98pLBAgQQjmVBklLWy1jxvxDHnushjkF1bFjJRMMekpq/frDl7du3bpWhg+/3QuObt1Okvnzx9vdQmPhwoVmx3l0VKB1sHRToB9034bu39B9HNHRju7vyI/RTl4gQIAUsnbtInnooXJeGGR3y2zRomny//5fKXO/fn377Z5msj4VTJw4UapXr+4FScuWLeXnn3+2uyVMd4zrzvHo8+mO8mSv817QCBAghQwc2NCEQe/ef5XvvnvfbPrT5bx62mvmzIEZ99fK0n/atO6mv45AdCSSanQFVK9evbyVUVoI8cknnzTXMEmU1qjSWlXR4NAaVjNnzrS7BRIBAqQQnRvRQNi0KbGVRjppHoSrGeY1vUZJq1atvBA48cQTZdy4nCsb654TrY4bLbOuVXO1em5h2nOSLAIESCGPPvoXEyDr1i2xm5CAzz77TC644AIvSLTKrl6ONjPd9a7X44he21wDRK/Xkcw1PworAgRIIePGPWACpH37MuYyt/PmjTIT5wcPFkydqiDSBQqvvvqqVK1a1QSErqS65557TIVeLRapRSOjAaNXCNQrBYYVAQKkEJ3viF4nPfNNNwKOGnW3WaGFxOi1TLp27epVyI2WR9Gblq/Xa5OHHQECpCAttf7ee0/LSy/9Tbp3P9kLkocfLp/tUl7EptdMb9KkiXe6Si+cVdBl1vMLAQJAfv11uQwadJUJkcGDm9jNSICWRQn6stzcIkAAGLraKjI/UtpuArJFgAAwtPx6dMMgkAgCBAihzZtXml3jemoqsyefPFPeequHueiUbgzU6rk7d/5mdpw/8cQZJkAGDLgyy2OAWAgQIER0lZXuHm/X7mgTBtOmPZal3V59Zd90En3t2oVZHgPEQoAAIaB7E3RPxyOPHG+CQMus67Lc33/flqWfnqZ6992npH//BtK164nywAPFzJxHr17nyuTJHVOyXAncESBAwK1cOU/69q3rjSKefrqerF493+7mbM+e3RnP96V9N0CAAEG1bdt6GTHizozRxhEmOLp2rSZffDHW7pY0va6IPv8XX4yxm5DiCBAgYPbtS5d33ultTj3pgf3BB0uYiXEdKeQFDSX9Po8+ekKefQ8EEwECBMiCBZOz7BwfNuxWSUtbY3fzlc6v9Ot3kfl+b775T7sZKYwAAQJgyZJF0rFjAy84+vSpLT/+ONvulmdWrfrCnCrT0Q71shBFgACF2ObNm+X++++XokWLSs2aRaRt2+Pk00+Hmet0+CU9fae5kNTYsW3tpixefbW1Ca+XX77ZbkKKIkCAQmjfvn0yYMAAKV++vFfptUuXTrJr13a7a9J0XkPLu2s4LF/+sd3s2bbtl4T6IXUQIEAhM336dDn99NO90uDNmjXLOGBn3VHuN90bosGgI5Gcrg2SaD+kBgIEKCR++OEHadq0qRccZ5xxhsyYMcPulid0Zddjj51iwmH27JftZk+i/ZAaCBCggG3btk06duzoXZBIT1sNGjTInMbKT19//boJhs6djztsB3tmifZD+BEgSEnRT/mxxGvPji53ff311+X66683lzvVK9VVqVJF6tSpI506dZLFixdn6a/Xzh46dKgce+yx5nvpRHmbNm3MxHlB6d//ChMOkyY9bDdlkWg/hFvu3iFASMQLiHjtNr28afSqdDndMnvqqae8+6+44gpZsmRJlvaCsG7dEmnbtqipkbVx4zK72ZO532+/xO6HcEv8HQKESHYH9Mzitdt01KH9K1SokPHpvL+5Mp1e1lRHEwsXLpTnn39eatWqleUxOll+1VVXmVFLYaLLeXV0MWRIU7spi/Fj2sroBkVk/Z0590N4Jf4OAUIkXkDEa89MJ7q1b7ly5WTZsuB/Gt+1a7M8/HAFEyJLl063mz37t26WjMTUX5amod2MFJDYOwQImXgBEa89s5YtW5q+ffv2tZsC68MPB5kA6dHjdDlwIIfJ/EGDIgFy+um6RMtuRcgl9g4BQiZeQMRrz6x69eqmbxhGH1EaGnr1Qg2RmTMH2M1/0tA488xIiAzIoR9CKbF3CBAy0YCId0tEiRIlTN/09HS7KdC+/XaGCZAxzcvJ/rTf7OY/6V4V/V2VKyfyWw79EDqJvUOAkLGDItYtEWENEPX9P66Vg0cU0Wvh2k1ZXXttJETi9UOoJPYOAUImXkDEa88sjKewPFpCpXhxkaJFRRYtslv/lGg/hEpi7xAgZOIFROb2efPmyW233SbVqlWTUqVKyWmnnSbdu3eX7dsjhQ2jk+j9+vXL/BTh0alTZHTRoIHdklXnzpF+l19utyCkYr+DgBDLTYDUr19fRo0aZQoa7tmzR1avXi1t27aVhg0bmvboMl4tQZLXRQ8LhAZl5cqRcJg82W79U6L9EBqx30FAiOUmQLKj9atKlizp/Tu6kbBixYoycOBAWblypdlImJaWJosWLZLBgwdL7dq1Mz1DwAwbFgmGk0/WC4jYrX+K9mve3G5BCMV+hwAhFi8gYrUfPHhQ1q5dKx06dJAWLVp497uUMgmUjNctGoD6Gvr0sVv/pP2GDBH56iu7BSEU4L9owF28A3p27ZmDQEutb9myJUu7FlOcMmVKxofv5qaYolbXrVy5simm2Llz50JR6yops2dHAqR0aS2GZbciBcV+BwE4jJZYX7p0qTRu3Fhat25tN4ffLbdEQqRVK7sFKYgAARxs2LBBypYta98dfmvWiOjczxFHiPz0k92KFEOAAA50JValSpXsu1PDCy9Elur++qvdghRDgABxaMn1mTNnmtLsu3btMvtCdGlvt27d7K44dCiyhLdZs8iS3mLFIl+bNhWZODHSjtAgQIA4Zs2aJVdffbXZ56HLdOvWrSuvvPKKmTRHJhnhaoJD50hi3TRItB9CgQAB4I+bb46EREbQyvPPi6xdG6nWqyu2Bg/+89oh2g+hQIAASN7MmZFw0CW+S5farRF6v7Zrvw8/tFsRQAQIgOTdcUckGHr2tFuy0naWAYcGAQIgeVriRIPh22/tlqx0FKL9atSwWxBABAiA5JUoEQmGnOpkqT/+iPTLVEcMwUWAAEhebgOkVCm7BQFEgABIHqewUhIBAiB5t98eCYZeveyWrJhEDxUCBEDy3n8/EgxlyrCMN4UQIAD8ccMNkXDQDYO6cVA3EOpGwvXrI9cIYSNh6BAgAPyxc6fINddEQiLWrUkTSpmECAECwD9aH0yLJmpQHHecyFFHRb7qvydMoJhiyBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACf/H90B+bGI1trTAAAAAElFTkSuQmCC)
PN: 8H63-5-00
CAS: 1171143-63-7
Molecule Weight: 290.81
Formula: C12H19ClN2O2S
![1-[2-(Methylsulfonyl)phenyl]piperidine-3-carboxylic acid](data:image/png;base64,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)
PN: 8H63-1-84
CAS: 951625-03-9
Molecule Weight: 283.34
Formula: C13H17NO4S
TSCA: Not listed on TSCA inventory