| Product Number | 8H69-1-84 |
| Synonyms | [1-(Phenylsulfonyl)piperidin-3-yl]methanol |
| CAS | 346691-49-4 |
| MDL Number | MFCD00784283 |
| Molecular Formula | C12H17NO3S |
| Molecular Weight | 255.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-1-84
CAS: 346691-49-4
Molecule Weight: 255.33
Formula: C12H17NO3S
![1-[(4-Bromophenyl)sulfonyl]-3-(hydroxymethyl)piperidine](data:image/png;base64,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)
PN: 8H69-9-41
CAS: 924869-08-9
Molecule Weight: 334.23
Formula: C12H16BrNO3S
![1-[(4-Chlorophenyl)sulfonyl]-3-(hydroxymethyl)piperidine](data:image/png;base64,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)
PN: 8H69-5-30
CAS: 349098-57-3
Molecule Weight: 289.77
Formula: C12H16ClNO3S
![3-(Hydroxymethyl)-1-[(4-nitrophenyl)sulfonyl]piperidine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABOCAAATggH4/sLEAAACj3pUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrjfGYcxVSVa1WWqndStuutHcrl7gpUoAKaA5vv2OcA5AshKAx4//zcTye3+7yNWx0VWdlkTDkgoEu0nKZFauE/X79PovY7WKekoiERZ2wj6b5vHGc7XbL0w+dq11Z8LTMma2/2dVZT7N1eVmtHCkEOn+eHl9aZpYVdaOKVBNVZzd163wsU9W0o/hPF06uqk1WOFbu5NXGtvZXCvMXfFcv2Xku91R3Ryi8Z2sN72WVqwY2UnD6i2+w0oWuVKOX8LYnt8s9mvti/vRQpl+5LhoqmhayVK1fmuorJUdernX6RY1R4cdDwnIkQDVlfldVag+mZNwKQUlQLigPlA8qABWCikDFoFDQS/VIAiQFkgRJgyRCUiHJkHTS7MNam4G87j91wp7h/vT8pPcFnqHrM17yMDvR9f2HqlaECZh6EGYI1NtOJkzyIAg9QO66bng0B2e/jpaQfkczO3hnkqMwVnA/sN8tdLK0xoKWYOaT3gvP9ugPSBd5ZxuRXyKDPQ2OOvE905nkLhrr8sg31uOBFC2MgbWx2/0+11u/z/04cE3jsh1kyMN2EjGXbftIs8Ku4yg4NnASIA3JPyspGpxTOCzmb2Wx7BQhWybsjSZjJL/0ey0PocKgrJa6otNnGjDSLiD7gAmsccDtAyYMxwGvD5igHQf8PmBCfBwI+oA5EONA2AfM8RkHootJTwDxRQ/xOICiT7SH+YTIqwheIjiByEtkIkBwsOE2tZyYu6vMYM9tKppgBttuU9cEM9h5m+ommMHm29Q4wURX1mCKia+MbSJq5CAIbLqeYIZHPrLp/TIMnE7GcI6XDRUvLiKnc0s5dDcv/gH+HTPw2fxGngAANrBJREFUeF7t3Qm8VeP+x3GlebgNGkiSupeIiPonc+E2IXSlwZCxEJkajA3kGkJFQlIRDUqoaFJoclMppURopkSa537//Vurvc7ZT2fY+9nrnLP3Xp/367VfxznPs9dez7m39T3PeoZ1lAAAYOEo8wcAAESDAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAGARHPokMjo0SJNm4pUqCBSsKD7tUkTkZEj3fKMHHWU+8pMduUx8u9IAID4bd/uBkf4Yp/RS4NE65myC4jsymPk35EAAPFr0cK9yJcuLdK3r8iaNSL79omsXSvSr59ImTJuudYzZRcQ2ZXHyL8jAQDiM3Wqe4EvXlxkyRKz1KU/13KtN21aZFl2AZFdeYz8OxIAID5t2rgX+B49zJJIWq712raN/Hl2AZFdeYz8OxIAID5Vq7oX+KVLzZJI2gvRetWqRf48u4DIrjxG/h0JABCfIkXcC/zu3WZJpF273HpFi0b+PBwQ2b184t+RAADxiTVAihWL/LkZFJm9fOLfkQAA8eEWFgDASuvW7gW+Z0+zJBKD6ACACJMnuxf4EiWYxgsAiFHz5u5FXhcM6sJBXUCoCwnXrRPp35+FhAAQWAcOiAwcKNK5s8iePWapyLZtIo0apV3sM3o1bsxWJgAQKHrL6fTT3Yt4/vwiK1eaNVy6WaJumqhBUb68SIEC7lf9fsQINlMEgMDQoLj66rQLeJUqIh98YNZKOgQIAOQUvR3VrZtI4cJucOi6DZ1Bpes4UgABAgB+01tMQ4aIHHtsWq9Dp+iuXm3WTGoECAD4afZskbp104LjnHNEZs40a6UEAgQA/KDTbXVhXzg4KlYUGTxY5OBBs2bKIEAAIB66b1WvXmmL+woVcqfobt1q1kw5BAgA2Bo1SuTEE9N6HVdeKfLTT2atlEWAAECM/li4UA5edFFacJx2msiUKWa1lEeAAECUNm3aJLfffrvcfPTR8pUGR9my7vYi+/ebVQOBAAGAbOzbt0/69OkjpUqVCnU4jpKTCxSQyXffLYc2bzarBgoBAgBZmDBhgpx88slOcOirYcOGsiSznXIDhgABgAwsX75cGjVq5AVH9erVZdy4cWa1QCNAACCdLVu2yP333y8FCxZ0gqNkyZLyzDPPyN69e82qgUeAAIDoLusH5PXXX5dy5co5wZEvXz5p166dbNiwwayKwwgQAIE3Y8YMqVWrlne7qn79+jJv3jyzGgwECIDA+uWXX6RFixZecFSuXFmGDx9uVkMmCBAAgaPTcq+66iopVKiQExxFihSRJ554Qnbs2GFWRRYIEACB0717d6/X0bJlS1m1apVZBVEgQAAEzuDBg53waNCggVmEGBAgAALn3Xff9XofsEeAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwCFA/EGAAAgcAsQfBAiAwOndu7cTIHXq1DGLEAMCBEBgbNu2Tbp16yZHH320EyD6atasmaxYscKsiigQIABS3qFDh2TIkCFy3HHHecFx4oknSrFixZz/LlSokDz00EPy999/m29FFggQAClt9uzZUrduXS84zj77bJk5c6ZTtn79ernxxhslX758Tln58uVl0KBBcvDgQeMoyAgBAiAlrV27Vtq2besFR8WKFWXw4MEZhsPcuXOlXr16Xt3atWvLl19+aVaDgQABkFJ2794tvXr1kuLFi3u3pzp37ixbt241q0bQ21zDhg2TSpUqeUGis7RWrVplVsVhBAiAlDFq1ChnbCMcAFdeeaX89NNPZrUsbd++XR577DEpXLiwc4yiRYvKE088ITt37jSrBh4BAiDpffvtt3LRRRd5wXHqqafKlClTzGox+eWXX6RFixbeMStXrizDhw83qwUaAQIgaW3atEluv/12b1pu2bJlpX///rJ//36zqrXp06dLrVq1vCA577zzZN68eWa1QCJAACSdffv2SZ8+faRUqVLORb1AgQJy9913y+bNm82qvjhw4IAMHDhQypUr53xe/vz5pV27dvLbb7+ZVQOFAAGQVCZOnCgnn3yy1yNo2LChLFmyxKyWI7Zs2SKdOnWSggULOp9dsmRJ+e9//yt79+41qwYCAQIgKSxfvlwaN27sBUe1atXkww8/NKvlCj2XRo0aeedSvXp1GTdunFkt5REgABKa/tV///33R/zV/8wzzyTEX/0TJkyI6A1deumludYbSgQECICEpOMOr7/+ujfuoKvFddxhw4YNZtU8ldl4zJ9//mlWTTkECICEM2PGjIiZT/Xr10/4mU+5MSMs0RAgABJGRmsv9NkdyWThwoURa1JOO+00mTp1qlktJRAgAPKcufq7SJEizurvHTt2mFWTxsiRIyNWxV911VUxr4pPdAQIgDyj+0+98847EftPXXfddfLrr7+aVZPSrl27pGfPnhH7cnXp0iXbfbmSBQECIE98/fXXETvgnnXWWfLFF1+Y1VJCLDsDJxMCBECu0mdw3HTTTRHP4HjzzTeT/mIaDX02iT5GNxwk55xzjsyaNcusljQIEAC5Ys+ePfL0009LiRIlnIunrut48MEHA/cUwPDTEY899lgvSFq3bi1r1qwxqyY8AgRAjhszZoycdNJJ3gWzadOmgX8OuT6fvWvXrt7EAX28bo8ePZxxk2RBgADIMYsXL5ZLLrnEC44aNWrIZ599ZlYLtJUrV0rz5s2931GVKlVkxIgRZrWERIAA8N0ff/wh7du39xbVlS5dWl5++WVn1TYyNm3aNKlZs6YXJBdccIEsWLDArJZQCBAAvtHHyXbv3l3KlCnjXAQ1QDRINFCQPV21/uqrrzqr2PX3p9vG6+ytn3/+2ayaEAgQAL45//zzvb+g9dbVokWLzCqIgu6j1bFjR2dfLf1d6jhJIiJAAPjm4osvdi5499xzj1kEC3PmzHF+nzpjLRERIAB806pVK+eCN3ToULMIFrQnor9PXcmeiAgQAL4hQPxFgAAIDALEXwQIgMAgQPxFgAAIDALEXwQIgMAgQPxFgAAIDALEXwQIgMAgQPxFgAAIDALEXwQIgMAgQPxFgAAIDALEXwQIgMAgQPxFgAAIDALEXwQIgMAgQPxFgAAIDALEXwQIgMBo0+ZmOfroYjJs2HCzCBYIEACBcffdL8nxx18ro0fPMItggQABEBiPPDJNzjnnDRk/foVZBAsECIDAIED8RYAACAwCxF8ECIDAIED8RYAACAwCxF8ECJCKDh0SGT1apGlTkQoVRAoWdL82aSIycqRbHkAEiL8IECDVbN/uBkfoH3amLw0SrRcwBIi/CBAg1bRo4YZE6dIiffuKrFkjsm+fyNq1Iv36iZQp45ZrvYAhQPxFgACpZOpUNxz0H/SSJWapS3+u5Vpv2jSzNKURIP4iQIBU0qaNGww9epglkbRc67Vta5akNALEXwQIkEqqVnWDYelSsySS9kK0XrVqZklKI0D8RYAAqaRIETcYdu82SyLt2uXWK1rULElpBIi/CBAglcQaIMWKmSUpjQDxFwECpBJuYWWJAPEXAQKkktat3WDo2dMsicQgulkECwQIkEomT3aDoUQJpvFmgADxFwECpJrmzd1w0AWDunBQFxDqQsJ160T692chIQHiGwIESDXbtok0auSGRGavxo0DuZVJjx4znACZPHmlWQQLBAiQinSzRN00UYOifHmRAgXcr/r9iBGB3Uxx/fpt8v77S2Tv3gNmESwQIAAAKwQIAMAKAQIgzc8/i7zxhsiePWYJcAQCBECae+5xB9mfeMIsAY5AgABIM326GyC6R9aqVWZp0tEZV/pq3nyEHDhw0Cz2ymGHAAEQ6dpr3RBp2dIsSTrhgNDXRx8tN4sJkDgRIEDQHDzyL/EIv/zibsqYL5/Il1+apUklfYBceeX7sn9/ZNsJkPgQIECQrFzphsMNN5glkR55xO2F1K6dfeAksHBAXHfdaOfr2LHLMiyHHQIECJLff0/b8v2LL8zSNLpKvVIlt96bb5qlSSMcELryXL82bfpexCJCAiQ+BAgQNI895gbDWWdl3bsYNsytV6GCyN9/m6VJIRwQBw8ekv/8Z5Tz36NGpW11T4DEhwABgkZ7F8cf74aDrvnIjG53Uq+eW++hh8zSpJA+ICZN+sn578aN3/V6IQRIfMIBUjRBn2xJgAA54Z133GDQ/bGy6l3MnesOphcqJLIi+XawTR8Q2gtp0cLthbz33ndHlCM2K1eulGbNmjkBkj9/frM4IRAgQE7Q3sW557oh8uCDZmmkG2906h26oplZkvDMgPj0U7cXcvnl78ju3fuPKEf2tm3bJt26dZPChQs74VGwYEFp06aNWS0hECBATvn6axH9y1F7Fz/8YJamWbdOlp9SQgY3PEqWLv3MLE1oZkBoL+Saa0Y6Pxs2bNER5cjcodAfHUOGDJFjjz3WCQ59tW7dWlavXm1WTRgECJCTbrrJ7YU0bWqWRJj68dNy551HSffup8qBA/vM4oSVUUBMnPij87NLLx2WYTmONHv2bKlbt64XHOecc47MnDnTrJZwCBAgJ61f7z7+VkPk00/NUs++fbvlkUeqOiEybVpfszhhZRQQ6XshGZUjzdq1a6Vt27ZecFSsWFEGDx4c+h1mMXsvgRAgQE7r3dsNkBo13EffZmLBgjFOgNx/fxnZvv0PszhPzZ+/Xu6991NvcDwss4DQR9pmFSCdO08J9bZmyIYNwXtqo9q9e7f06tXLmZ6rwVGoUKHQ76SzbN261aya0AgQIKfp1u0nnSQrKh0l349+ySyN0KfPJU6IDB/ewSzKE/qEwS5dpnpBoM88Ty+zgNBeyNVXj8iwXKf4XnzxEOfn5503WAYO/EZ27dofUSeVjRo1Sk488USv13HllVfKTz/9ZFZLCgQIkAs2TB8rXdto76K0bNu2ySz2rF27SDp0ONp5rV272CzONXpBHzBgntSv/5Zzodevfl7oNZi0FxIOmCZNhjszuFLZwoUL5aKLLvKC49RTT5UpU6aY1ZIKAQLkkhdfbHC4d9HeLIqg5VpP6+cFHQTXC3r44t6161Tngp8T9NZYq1YfeJ91yy0fyfffZx6wyWjTpk1y++23y9FHH+0ER9myZaV///6yf78/YZyXCBAgl2iPIq13scgs9mgPRXsqGiILF441i3PMkiUbpV27cd7FvHXrMbJgwQazmu/0dteYMd97s7bq1n1TevSYIZs37zSrJpV9+/ZJnz59pFSpUk5wFChQQO6+++5QuzabVZMWAQLkIh3b0GDQsY6sTJv2slPv0UdPcmZo5aRNm3bKk0/OkDp13OC47LJh8uGHy50Le27atm1v6PcyW+rVG+Scx4UXvi1Dhnwban9yzEhKb8KECXLyySd7t6saNmwYCuglZrWkR4AAuUhnV+ksKw2HBQs+MIs9uhbkySdrHJ7W+7JZ7It9+w7I4MELnQu1XrD1wv3SS3ND57jXrJqrfv11i3TsONHrCenTDmfM+NWslpCWL18ujRo18oKjevXqMm7cOLNayiBAgFym6zw0GHTdR1a9i2XLpkiHDgVCf832MoviNn/+OGnX7n7vIn3ffZ/J6tVZ7NmVB2bOXB2xnuSuuybIypV/mtUSwpYtW0J/GNzvbDuiwVGyZEl55plnZO/evA3jnEaAALlMexe64lxDZOLEp83iCIcO+Xv7RsdhwoP5119/urRp009mz15jVksY+oTDd99d7E37/b//GyTPPjtTtm7dY1bNEwcOHJDXX39dypUr5wRHvnz5QsHcTjZsyPmxo0RAgAB5QPe80ov4vfeWCP31us4s9t2OHZud8RcdwHcXK5aWqVNfCl2g0x7+lMj++mu3PPXUl84AuwZJgwZDZejQqXl6/jNmzJBatWp5t6vq168v8+bNM6ulNAIEyCOvvNLMuZgPHpzN42/jcPDgfueWWXjcRQPk3XfvTLiV7tH64Yc/5I47PpEaNbpJ+fIXSc2aZ+T6WopffvlFWrRo4QVH5cqVQ7/Td81qgUCAAHnk999XyN13F5KOHYuZRb5YunSSNxAfnvmV1fThZDJ+/Bw55ZRzc3U19/bt2+Wxxx7ztlkvUqSIPPHEE6He3Q6zamAQIEAe0ltZ338/2fxxXDSYwr2b8GB9VjO+kpXuJ9WzZ8+I/aS6dOni+35Sus36sGHDpFKlSl5gtWzZUlatWmVWDRwCBEhQmzf/6txuevTRak5P5YEHjpHevc+RsWO7yLp1kZsaqt27t8oHHzzk1A2Pr0yc+JTs358YA845JSd3tP3666+lXr163rHPOuss+fLLL81qgUWAAAlozZpvpVOnUl4vIqOXScdS9Oft2+eTt9++MVcG5xOJn8/UWL9+vdx0003OrCo9Vvny5eXNN9/0JZRSyZH/LwSQ5156qaETBr161XJuce3Y8afs2bPdGcPQ2VO9ep1pviX01/K7MnDgtfLzz3PNosDI7Kl+a9ZEN1V5z5498vTTT0uJEiWc9+q6jgcffFD+zuq59gFGgAAJ6J57ijoBsnHjj2YRomA+V7xYsWLSo0cP2bVrl1nVM2bMGDnppJO84GnatKmsWLHCrIZ0CBAgAXXpUskJkLzc0j0VrFy5Uq6++movFKpUqSLvv/9+RJ3FixfLJZdc4tWpUaOGfPZZcj2bPq8QIEACeu+9u7yB8KFDb5E5c4Y6A+cHD+bdwrlkNm3aNKlZs6YXEhdccIF8/vnn0r59e2+b9dKlS8vLL7/s7KKL6BAg8JXeOrj++uude8e33HJLoOfIx0PHO1577eojBs7vu+8foUBp58zQQmz0+RuvvvqqHHPMMV6Q6EsDRIPkjz+Sc3FlXiJA4AsdvHz77bcjBi/1dfzxxwd2la4f1q9fKpMmPesMjut6jnCQ6FYkGU3lRfb+/PNPZ2Bd//9ZrVo15xYW7BAgiNusWbOkTp06Xmjof7/yyity5plnej/TfYL+97//mW9FjHSR4MsvX+aESL9+jc1iIFcRILCmUyPbtGnjhYT2PrQXor0RpTuVvvHGGxE7ld58882B2ak0p2zd+tvh8ZHiZhGQqwgQxEynQuoWEjo1UoNBt5Do2rVrpltIBPVZCTllw4ZlToDk1B5aQLQIEMRk5MiRcuKJJ3q9jquuuirqTex++OEHady4sfdevf/84YcfmtUCRRcIfvJJd5k3L3JqqT4v5OOPn5Aff/xK/vprjezfv9d5Vvq3347zNkjU53oAeYkAQVQWLFggF154oXfxP+2002Tq1KlmtahMnDhRTjnlFO9Y+rzo774L1oCwbrM+ffor8sADZZ0weOqp2hHl5uwr86WD6GvWLIx4D5DbCBBkaePGjXLbbbdJ/vz5nYt92bJlnQFynRIZD51r/+KLLzpz7/W4BQoUkLvuuks2b95sVk05y5ZNDfUwTvPC4IUXLnRmW6Wnt6k+/bS39OlzsXTtekLod1PQGfPo2fMMGT36AadXAuQ1AgQZ0gv8Cy+8IKVKlfIu8Pfcc48zBdJPmzZtkjvuuMNbzFWmTBnp169f3AGViDZu/EkGDLjKC45HHjlRvvlmpFktbrqGBMgNBAiOMH78ePnXv/7l3WK69NJLZenSyL+Q/fbtt9/KxRdf7H3mqaeeKpMn+/ucjLyi26zrFuzhbdZ18Hv8+J6hkM58XyZbQ4bcHPqcws5uvkBOI0DgWbZsmfz73//2LuLVq1eXjz76yKyWo0aPHi1Vq1b1zuGKK66QH39Mzg0FDx06KLNnvy0PP1zR63W89VYb+euvtWZV34we/eDh22IXmUWA7wgQhC5of8l9990XMc322WefzbNptvqkuV69ekU8aa5z586ZThNORCtXznIe/hQOjt696zg/y2k7dmz2Bubnzx9tFgO+IkACTBf6vfbaa97eQDpQrvtX/fbbb2bVPKFPmrvhhhu83kiFChVCf8G/ldAP9dHBbe1lhIPj4YePdXoh4cWVuWH69P7eGEtO3CYDwgiQgJo+fbqcccYZ3sX5vPPOk2+++caslhDmzJkT8aS5s88+W7766iuzWp7SC/X48T2c8Q29eOt4x9ixXUO9qW1m1bjo7S998uCKFTPMIo9OEQ7P8powoZdZDPiGAAmYn3/+Wa699lrvYnzCCSfI8OHDzWoJR/+CHzp0qBx33HHeubdq1UpWr15tVs118+aNkG7dqni9jgEDmsumTSvNar5YsmRiVL0LfYqh1tOpvzk55oJgI0ACYvv27fLoo496T2grWrSoPPnkk7Jz506zakLT7eIfeeSRiHZ07949T9qxaNGC0EX6QrnhBjc4evSoKcuXTzOr+Up7F/o5+nk6kysrr756pVNv8OC2ZhHgCwIkxYX/cq9UqZL3l7s+r2PVqlVmVWu6OaLeEtPP0c0U9dGh4Zd+rz/Xcj83UdSe1DXXXBPRk3rvvffMajki/eLKqlWPkhYtysqMGa86F/fcsGzZlHS9i8wXFOrjcPVWWvv2+WTlytlmMRA3AiSFzZ07V/7v//7Pu8jWrl077rED3UhRn+T2+OOPy/nnn+/M2AofP5qX1tf36fv1OFk9ozoaeozTTz/dO74ee/78+WY1X+isNHNx5YMPdpS///Z3cWU0wgsSdcA+K2PGdHbqPfNM3VwdyEcwECApaN26dXLjjTc626frhU5nLw0aNMh69pK+Tx8Jqluxh6fWpn/94x//cJ4Bog/padeunXTq1MnpfehX/V5/ruVaz3yvHk+Pq8e3PT+dTTZgwICI2WS33nqr/P7772ZVa+biyssuuyzHF1dmRVe164LB7HoXuogxvA5l9uwhZjEQFwIkhej6iaeeeipi/cRDDz0U+gv5b7NqVPbs2eNcmNMv7NOXbqTYsWNHGTt2bMxTfrW+vk/fr8dJf1z9HP08/Vwbup7l3nvvdXoG4WB77rnn4lrPYi6u/Oc//5nriyszo6vbNRh0jYkuWszMrFlvOfU6dz5O9uzyd1YYgo0ASREffPBBxIW+WbNm1iu49S963TAx/eNpdYxBB6+///57s3pc9Hh6XD1++LP0c/Xz9Txs6EX/8ssvj7jof/zxx2a1LJmLKzWM8nJxZUZ0irCuM3F7F2+bxR4Nl+e7ny3vn3+U/PV0N7MYsEaAJLlFixbJJZdc4l0sa9SoIZMmTTKrRU3XXJx11lne8XR8QQenbS/m0dLj6+ekH8/Q89DzsfXJJ58ccdspuwDMbHGln7fD/DRr1mAnQDRIslpzsuObmSL58okULqwzEMxiwAoBkqT++OOP0IXjzohdbPv27Wu9i63uvqu3u8LjJpUrV3YeHpUX9HP18/U89Hz0vPT8bGiP4fnnn/fGX/T2lt4+y2hXYR2QT7+4UgfkE3VxZZj2LsJbpugtrSy1ahX6Fx/6J3/11WYJYIUASTJ6IX3ppZe852hogHTo0CGu52jolN569ep5x3v44YeddSN5ST9fzyMckHp+8Uw91qm3OrAefq6J9jBeffVVJ3DzckqwH3SPLR1M10H1LBcw6qLLYsXcEJmWs+tVEAwESBLRmVQVK1b0LnQNGjSI+0l++hd2+fLlnePpWpEvvvjCrJKn9HzCa1j0POPtEeiTFS+44ALvd1iiRAlvnCNZF1eqQYNay923HSVfPNrcLIrUvbsbIKefrvfrzFIgJgRIEgnfhtHbOzqTKV5TpkxxLqDhMNKHOyUiPS89v/AFX887XiNGjJBy5cp5QaKLKxNhWxRb2zetkYU1D/cusnrUsIZjqIfl1BswwCwFYkKAJBGdTaQXu9mzM5/3Hy29COs0Xz1ey5YtE2p2UUb0/PQ89Xz1vP0IET2GHq9atWpmUXLq0SOtd5HVWFgoPJ16xxwjksFYEBAtAiSJhGcoxXsbR98f7nnoQLztAr7cpuep5xvuicT7e/jyyy+dY+lq/ZSgq/qrVHHD4ZVXzNJIF1zg1rv3XrMEiBoBkkT8CBAdiA6Peehf9MkSHmF6vuGeiLYjnoH1lAsQpTPnould6HYv+fOLFCigi3HMUiAqBEgSiTdAdAbXueee6xyjYcOGCX/bKjN63nr+2g5tj+0U35QMEHXhhW6IdOxolkS69Va33vPPmyVAVAiQJBJvgOh6Cn3/8ccfn7AD5tHS89d2aHu0XTZSNkAWLEjrXWS1X9e2bSJDh4rEMQUcwUaAJJF4AkQH3nUNhK6rSLSpura0HdoebZfNxIKUDRB1221u7+Kyy8wSwDcESBKxDRDdniO8PUnnzp3N4qSm7dF2afti3W4lpQNk40ad9+2GSIJs/ojUQ4AkEdsA0Y0J9X26fiSvV5j7TdsT3vZE2xmLlA4Q9cILboCkavuQ5wiQJGITILrFe/g54nm1t1VO03Zp+7Sd2t5opXyA6CQJ3ffKcowIyA4BkkRsAkR3ltX36HtT9Yl02q7w70bbG62UDxAghxEgSSTWANE1E+FnhCTT5oA2tH3aTm1vtGtbAh8g+gfF6NEiTZuKVKggUrCg+7VJE3c9SYr+wQH/ECBJJNYAmTp1qlO/SpUqMQ8wJxttn7ZT26vtjkagA0THwjQ4Qu3P9KVBkmJjZvAXAZJEYg0Qfda41tcn/gWBtlPbq+2ORqADpEULNyRKlxbp21dkzRpdaSqydq1Iv34iZcq45VoPyAQBkkRiCRAdTC5ZsqRTP7un8KUKbae2V9sdzWB6YANEe2gaDsWLiyxZYpa69OdarvV4dggyQYAkkVgCRJ+up3Vr1qxpFqU0ba+2W9ufncAGSJs2bjDo7r1ZCe/u27atWQI4CJAkEkuAPP74405dfXxrkGh7td3a/uwENkCqVnWDIattTpT2QrReqmx3D98RIEkklgDR53lrXT8ePJVMtL3abm1/dgIbIEWKuMGQ3W0+3R5e6xUtapYADgIkicQSIOHxjw0bNphFKU3bGx4HyQ4BEmWA6HPUgQwQIEkk2gBZv369U08fgRtE4Uf/6u8hK4ENEG5hwScESBKJNkCmT5/u1KtTp45ZFAjabm2//h6yEtgAad3aDYaePc2SSAyiIxsESBKJNkDeeecdp951111nFgWCtlvbr7+HrAQ2QCZPdoOhRAmm8SIuBEgSiTZABgwY4NS7TZ8JEUDabm2//h6yEtgAUc2bu+GgCwZ14aAuINSFhOvWifTvz0JCRIUASSLRBshzzz3n1OvUqZNZFAjabm2//h6yEugA0acRNmrkhkRmr8aN2coEWSJAkki0AdK9e3enXlC2MDGFtzTR30NWAh0gSjdL1E0TNSjKl3cfgatf9fsRI9hMEdkiQJJItAFCD4QeCJAbCJAkEm2AMAbCGAiQGwiQJBJtgDALi1lYQG4gQJJItAESXgdSt25dsygQtN3aftaBADmLAEki0QbIunXrnHqlSpUyiwJB263t199DVggQID4ESBKJNkD0GeElSpRw6v7+++9mcUrT9mq7tf3ZPQOeAAHiQ4AkkWgDRNWvX9+p+/HHH5tFKU3bq+3W9meHAAHiQ4AkkVgCpFu3bk7dBx54wCxKadpebbe2PzsECBAfAiSJxBIgkyZNcurWrl3bLEpp2l5tt7Y/OwQIEB8CJInEEiDbt2+XokWLSr58+eTXX381i1OStlPbq+3W9meHAAHiQ4AkkVgCRIXXQ/Tu3dssSknaTm1vtOtfCBAgPgRIEok1QMaNG+fUP+2008yilKTt1PZqu6NBgADxIUCSSKwBsnfvXilXrpzznqlTp5rFKUXbp+3U9mq7o0GAAPEhQJJIrAGievTo4bznsssuM4tSirZP26ntjRYBAsSHAEkiNgGyefNmKV68uPO+//3vf2ZxStB2afu0ndreaBEgQHwIkCRiEyDqwQcfdN533nnnZbs6O9loe7Rd2j5tZywIECA+BEgSsQ2QLVu2SPny5Z33ZrdDbbIJ7zys7dN2xoIAAeLjb4DoX7ejR4s0bSpSoYJIwYLu1yZN3Cefpdhfv7nNNkDUm2++6bz32GOPlU2bNpnFSUnboe3Rdmn7YkWAAPHxL0B04ZYGR+gfZKYvDZIoFnghY/EEyMGDB71bPc2aNTOLk5K2I3xrTtsXKwIEiI9/AdKihRsSpUuL9O0rsmaNyL59ImvXivTrJ1KmjFuu9WAlngBRulI7vNV5X/3fKInp+Ws7tD22K+0JECA+/gSIrjHQcCheXGTJErPUpT/Xcq03bZpZiijEGyDq/fffd45RoEAB+fTTT83ipKDnreev7dD22CJAgPj4EyBt2rjBkN0cfC3Xem3bmiWIgh8Boh5++GHnOCVLlpSFCxeaxQlNz1fPW89f2xEPAgSIjz8BUrWqGwxLl5olkbQXovWqVTNLEAW/AkSnvob3ydLZS8kSInqe4dlkev7xTkkmQID4+BMgRYq4wbB7t1kSadcut17RomYJsrFv3z4pXbq0c8GLdq+nrOwO/W8VXr2tx509e7ZZJaHo+YXbr+et5x+v8O28U045xSwCEIW8CZBixcwSZGH8+PHyr3/9y7nY6atQoULy+OOPy44dO8yqMdmzZ49cddVVzjGLhf43GT58uFklIeh56fnpeer56nnHY9u2bdK1a1cpWLCgc0ydCgwgdv4EiJ+3sP780/xJYC1fvlwaNWrkBUflypWlVq1a3vfHH3+8vPvuu+bbYrJ//3658cYbvWN27NjR6e0kAj0PPZ/wuel56vna0lteb7/9trd2RF+XX365fPfdd2ZVAFHwJ0Bat3aDoWdPsyRSdoPoGzaIlCghctJJImPGmKWB8ddff0mnTp28v5B10Pi///2vt8vsjBkz5Mwzz/Qugvr873j3uerXr5/3eTrWMnfuXLNKrtLPD4/56Hnp+cVj1qxZUqdOHe93pv+tPwNgz58AmTzZDQa9+MczjVcXGYYujE4dfV1yicjixWatlHXgwAEZOHCgtwV7/vz5pV27dvLbb7+ZVZ26b7zxhldXn8R38803hzJ4g1k1ajNnzgx1Jqt6n33PPffk+qp1/Tz9XP18PQ89Hz0vW2vWrJE2bdp4waG9D+2FxDsAD8CvAFHNm7sXfV0wqH8t6gJCvRWybp1I//7RLyTU97z8srsgUesffbRI+/Yif/xh1kwp06dPlzPOOMO70Onq6mhmW+n+Tw888EBEb0WfzGc7TqDjKnq8o0O/dz2e7nDbpUuX0K8/Z3//enz9nPDOwfr5eh624zy7du1ytnYPj53ouJGOe+j4BwB/+Bcg+g+zUaO03kNGr8aNo9/KRC9YGhwaIOFg0mBJkPvzfvnll1/k2muv9YJDxzlsBrN/+OEHadKkiXecatWqyYcffmhWi9r8+fPl3//+t3e8woULy/XXXx/qbE727a93PY4eT4+rxw9/ln6ufr6tESNGSJUqVbzjNQ/9cbNy5UqzGoA4+RcgSi8summiBkX58iIFCrhf9fvQP2qrzRQXLXJvZYVDqEYNkUmTzFpJZ3soSB999FHvwlm0aFF58sknZefOnWbVmEycONGZlhq+eDZs2DCuQWIdJ0g/kK+vChUqOLeFhgwZIj/++KP5lixpfX2fvl+Pk/64+jnxjEssWLBALrzwQu94NWvWTPknMQJ5yd8AyUkffOAOroeDRDcEXLHCrJXw9K/uYcOGSaVKlbwLnf4FvmrVKrOqNZ299OKLL3rrJnTbj7vuuiumhy2ZtKekU4e1h5T+oq+vIkWKOIP6LVu2dMZs7r33Xuf2kX7V7/XnWq71zPfq8fS4enxbGzdulNtuu80bNylbtqy88sorcc3YApC95AkQpff1n37aHawPXSh+KF1dRj43IfTXfHTPwM5rX389T+rVq+ddPGvXru2shs4pOq5wxx13eOMZZcqUcWYzxXthXbx4sbzwwgtOjyE8iB/tS+vr+/T9epx4aFDqccIbRGpQ6gD8n0wFB3JF3gbI6tUizz3nDrTHYv16kRtvlP6VW8g557whl102TMaNWy4HD1rcIssFGzfukIceGhrqEbhTb3U7jkGDBlltQW7j22+/lYsvvti7iJ966qnO2INftGejt56GDh3qvHr27On0QPRr+GdaHk8PyGQurtTV6UuzW4cEwFd5GyBduri3o7RH8dRT2a9kN/yweJ3cfPM4J0T01abNWFmwwH4aq9/27j0gb72l9+Xfllq1XpCqVf8jXbt2l7///tusmitGjx7tTdPV1xVXXBHzGEZeW7ZsWcTgfvXq1eWjjz4yqwHIBXkbIL//7o5laIjoS1e061hHDHRcfsKEFdK48btekHTrNlU2bIhytlcOmTbtZ7nyyve9c+rU6TP59dfcXVOREd1DqlevXt50WZ3eqrvabt261ayaUHRx5X333edNV/7HP/4hzz77rLe4EkDuy9sACdNZVTq7KhwkOutKZ1/FYOfOfTJgwDypX/8t54J93nmD5fXXvwldMOO7368OHDgYOp0jF/NlZMWKzXLnneO94GjRYpTMmbPWrJbn1q1bJzfccIOzAFEvyDoj6q233sq122rR0gWTr732mhxzzDHOeepA+S233JLh4koAuSsxAkTpwK4+JS+84FDXf9x5Z8wLCNev3yadO0/xLuBNmgyXTz/9yawWk7//3i0NGw4zfxxhy5bd0rv3V1K37pvO5zZoMFTef3+JEz6JbM6cOc525uFbQmeffbZ89dVXZrU8YS6uPP/886NaXAkgdyROgITpQGuHDmkLCHVF+ksvxbyA8Jtv1kurVh94QaK9Ah2TsJFVgOzff1Dee++7UKdpiPM5GiDPPDPTeU+y0KnFOtB93HHHeRfrVq1ayWqd5JAHfv7554jFlSeccELod/yeWQ1AHku8AAnTKZ4NGqTd1jrlFNk2+QuzVpZ0VtaYMd/LpZcOk3r1BjmzoaKlwTB//nrn9eWXq+Sii4Z434dvZ82evSZ0oRvlhVT79uPlxx+TdwqpbvPxyCOPRCxu7N69e9yLG6OVU4srAeSMxA2QsLFjvQWEL1a+Tu677zNZtWqLWStLOj4SS3goXVuivRZ93Xrrx04Ahb/v0GG8cx7h4NDB8s8/t18Il2i0B3DNNdfkWg8gox6Q34srAfgv8QNE7dkjq18cJNee+7JzwdaL+UsvzbVeQBi+8DdvPiLDMYpweVj4FpZ+nn6ufr6W6/TcwYMXWt8aS3Sff/65t6V6To1B6Lbt6cdgdHFloozBAMhacgTIYZs27ZQnn5whdeq4F3hdQPjhh7EvIAwHhL4++mi5WZxhgFx88RDn8/Tn+vl6Hno+qS6zWVC/6xTsOOgsMH1AVKLPAgOQuaQKkLAlSzZKu3ZpCwhbtx4T0wLC9AGit590vCOj8rAdO/ZKy5bugLx+rn5+0Pi1DkPXoTz11FNHrEPJq8WVAOwlZYCETZz4ozNNN3zB79p1qjONNzvh+tddN9r5OnbssgzLTatXc5HTleD6GNjwLad//vOf8vHHH5vVMpQKK+EBpEnqAFG7du2X1177xltAqF8HDvzG+XlmwgExefJK52vTpu9FjGNkFiBI88knnxyxF9X3339vVnMsWrQoYi+uGjVqyKQU2JIfCLqkD5Aw7Xl06TLVu/jrdiaZCdfRsZP//MedhjtqVNpGfARIdPT21fPPP+/cztJg0N1wO3bs6O2Gq7sB33nnnRG7Afft2zfu3YABJIaUCZAwXadx772fOov7MpM+ICZN+sn5b91LK9wLIUBik9HzOHQhYPh5JBogHTp08HU3XgB5L+UCJBrpA0J7IbpflX4fDh0CxI4+EfCCCy7wblXpq0GDBnE9ERFA4gp8gCjdK0u/v/zyd5zNF81yxKZPnz7O4kN9eBWA1EWAiNsLueaakc7Phg1bdEQ5AOBIBMhhOiVYf6b7ZmVUDgCIRIAclr4XklE5ACASAZLO+PErCBAAiBIBko72Qq6+ekSm5QCANIEMEABA/AgQAIAVAgQAYIUAAQBYIUAAAFYIENGHHO2P+amGABB0gQ8QfW6IPqr2zjvHm0UAgCwEPkB++227s+ZDN1IEAESPACFAAMAKAUKAAIAVAoQAAQArBAgBAgBWCBACBACsECAECABYIUAIEACwQoAQIABghQAhQADACgFCgACAlcAHyKYNW+WKM56RGy7pZxYBALIQ+AA5sGatrC9cTn474VSzCACQhcAHiKxeHfothH4NFSuaJQCALBAgBAgAWCFACBAAsEKAECAAYIUAIUAAwAoBQoAAgBUChAABACsECAECAFYIEAIEAKwQIFu3ihQvLnL22WYJACALBIhat84NEgBA1AgQAIAVAgQAYIUAAQBYIUAAAFaCGSCHDomMHi3StKlIhQoiBQu6X5s0ERk50i1Pb+NGkV9/zfi1c2f6mgAQGMELkO3b3eDQtR+ZvTRItF5Y+/YiVatm/Jo0Ka0eAARI8AKkRQs3JEqXFunbV2TNGpF9+0TWrhXp10+kTBm3XOsBADIVrACZOtUNB104uGSJWerSn2u51ps2zSwFABwWrABp08YNhh49zJJIWq712rY1SwAAhwUrQHTMQoNh6VKzJJL2QrRetWpmCQDgsGAFSJEibjDs3m2WRNq1y61XtKhZAgA4jADJSDhAihUzSwAAhwUrQLiFBQC+CVaAtG7tBkPPnmZJJAbRASBbwQqQyZPdYChRgmm8ABCnYAWIat7cDQddMKgLB3UBoS4k1GeC9O/PQkIAiFLwAmTbNpFGjdyQyOzVuHHkViYAgCMEL0CUbpaomyZqUJQvL1KggPtVvx8x4sjNFAEARwhmgAAA4kaAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACv/D6KXTkl9YoyeAAAAAElFTkSuQmCC)
PN: 8H69-1-83
CAS: 349098-92-6
Molecule Weight: 300.33
Formula: C12H16N2O5S
![6-(Benzenesulfonyl)-1-oxa-6-azaspiro[2.5]octane](data:image/png;base64,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)
PN: 8H69-1-8D
CAS: 861208-92-6
Molecule Weight: 253.32
Formula: C12H15NO3S
PN: 8669-1-21
CAS: 5339-59-3
Molecule Weight: 269.4
Formula: C14H23NO2S
![6-(p-Toluenesulfonyl)-2-oxa-6-azaspiro[3.3]heptane](data:image/png;base64,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)
PN: 8H69-1-2Z
CAS: 13573-28-9
Molecule Weight: 253.32
Formula: C12H15NO3S
PN: 8669-1-X1
CAS: 5033-22-7
Molecule Weight: 211.28
Formula: C10H13NO2S
Melting Point: 51-53 ℃
TSCA: Not listed on TSCA inventory