| Product Number | 3H32-1-3M |
| Purity | 98.0 % |
| CAS | 106-58-1 |
| MDL Number | MFCD00006156 |
| Molecular Formula | C6H14N2 |
| Molecular Weight | 114.192 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![1,4-Diazabicyclo[2.2.2]octane (DABCO)](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAD/jAAA/4wF++qixAAABwHpUWHRtb2xTb3VyY2UAAHichZNtb+MgDID/isXnFRLIS1c1naZNJ5207cO2k+7bRAntIgWYSPr272fSrGvUuyxCsTF+DDZmfrM3NWy1bypnCxLTiIC2ypWVXRfkz+uvyZTcLOYKndDRNgV5b9uPGWO73Y6qd23k3lmqnCHH9dm+qQY+O0GdXzMeRTH7+/jw0jGTyjattEoj1VSzpjM+OCXb7hT/2YIZ6beVZUd3Zvz2GO2NR2FEdN+U5DuXO1y7RRRWVa1h5byRLWx5RHFEV7DWVnvZ6hKWBzQLmmDui/njvVMbo22LaohQKVm/tH6j0GBcrdUGg6Hy+74gJkZAts7cei8PELRgljFIDlKATECmIDOQOcgpFrbWIfLr4UPj8eAOnuD0x0rwgkzwaPhBL2IqhMiB0yzLky/RG2OaXkeiFwQOSJ+oNEHBqYi/Z/0abpDn3ZSnWQjCp0JgFuyUxmK+dLY8U6EqC7KMSZffs141vE+RgPOl9tg1IUBwPQf4EAgFGQfEEAjlGweSIRCKPQ6kQyBczTiQXST9A5APgXDz48B0CBz7ZAy4vqjSPwF2donsq29RvehpdtbwDJ/54hNxDDu8k5NqTgAAL8lJREFUeF7t3QuUVNWd7/EgiCL4AC4oD1EeAooGoihi1ChoYowa1KBoJuJlhiBeri714guNSXyPUQeiK5EGlSBjUIJBnIXgkzAaMCgDPhAVkTiABlDkoTz93/53pkjzP3UOdXZX16m96/tZ679WFn3qVPrsvf+/tnbVqW8IAAAOvmH/AQCAQhAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAYIgHXPMQ4k1atQL9iF1Zp8jV0CoCBAEyTZxW717PySLF6+2D6sT+xwECEJHgCBItonnq8sum24fVif2/AQIQkeAIEi2icfVK6/81T7UmT03AYLQESAIkm3icXXhhU/Kjh1f24c7secmQBA6AgRBsk08qaZNe9c+3Ik9b66AUBEgCJJt4kn1/e8/Jps3b7OnSM2eN1dAqAgQBMk28d3Vww8vsKdIzZ4zV0CoCBAEyTbxXF100ZTIv2mdfPIj8vnnX9nTpGLPmSsgVAQIgmSbeK5effXjyL/l6p57XrGnScWeL1dAqAgQBMk28drNfPjwZyL/rtWnT5V8/PEX5kyFs+er/ZxAiAgQBMk28drN/N13V9d8Et3+TOv6658zZyqcPVft5wRCRIAgSLaJ22Z+000vRH6Wq7fe+rTWmQpnz2OfEwgNAYIg2SZum/mKFeulb99xkZ9rDR36dK0zFc6exz4nEBoCBEGyTTxfM7/vvj9Hfp6r2bM/2uXYQthz5HtOICQECIJkm3i+Zv7FF5vllFMeiRyjNXDgE6lvcWLPke85gZAQIAiSbeJxzXzChP+KHJOrqVMX28MT2cfHPScQCgIEQbJNPK6Zb9myXc48c1LkOK3vfW+ifPVV4bc4sY+Pe04gFAQIgmSbeFIznz59SeS4XFVVvW4Pj2Ufm/ScQAgIEATJNvGkZq57HYMGPRk5Vuukkx6WtWu/tA/Jyz426TmBEBAgCJJt4rtr5vrFUvbYXN111xx7eF72cbt7TsB3BAiCZJt4Ic087hYnxx1XJcuXr7OHR9jHFfKcgM8IEATJNvFCmvnixfG3OBk5cpY9PMI+ppDnBHxGgCBItokX2sxHjYq/xcnChZ/Yw3dhjy/0OQFfESAIkm3ihTbzpFucDBkyzR6+C3t8oc8J+IoAQZBsE0/TzO+999XI43L14ovL7OE72WPTPCfgIwIEQbJNPE0zT7rFyXnnTZbt23fYh9Swx6Z5TsBHBAiCZJt42maedIuTJ5982x5ewx6X9jkB3xAgCJJt4mmbedItTk4//XeyadNW+5DIcWmfE/ANAYIg2Sbu0syTbnHy29/+xR4eOcblOQGfECAIkm3iLs086RYnJ544Xtas2bTL8fYYl+cEfEKAIEi2ibs286RbnNx++592Odb+3PU5AV8QIAiSbeJ1aeZxtzg59tixsmzZ5zuPsz+vy3MCPiBAECTbxOvSzJNucXLVVc/uPM7+rC7PCfiAAEGQbBOvazNPusXJG2+sqjnG/ntdnxModwQIgmSbeF2bud7i5PjjqyLn0xo8+KmaY+y/1/U5gXJHgCBItokXo5kn3eLkueeWRv6tGM8JlDMCBEGyTbwYzTzpFicDBjwe+bdiPCdQzggQlK0vv9wmL7zwYc0H+vQlpDRsEy9WM3/00QWRc+6u0tLfVX9n/d31GgDligBB2dGbFT7++Jty6qmP7mzCffpUyRNP5L8HVT62ibs2cyvpFidxlYb+jvq75h6r10CvRdwNHIEsESAoK3Pnfiw/+tHkSBPW0s9dFPLVsso+1qWZx3n66SWR8yZVofR309/RPl5Lr4leG6CcECAoC9o89TMVtnHamjz5LfvQvOzjclUMeouTCy/Mf4uTfFUo/d3sY23pNSo0RIH6RoAgUxs3bpHRo+fGvkXW1rRp79pT5GUfl6tiSbrFia1C6e9mH5uv9FrpNdNrB2SJAEEm9K/4P/5xcc2t0W2DjCvdD9iwobCmaR+bq2K67LLpkfPnq0Lp71Z732d3pddOr6FeSyALBAhKbsGCVfLjH/8h0hCTSjeu33lntT1VLPv4XBWT/v+Ju8WJ63PqOdNu0uu11GsKlBoBgpJZtWqD3HDD85EGmFR9+46T3/zmL6nfzmrPk6tiu/HG+FucuD6n/q76O+vvbs+VVHpt9RoDpUKAoN599dU2eeih+XLCCeMjTS+prr/+OVm5snIbov7ueg3sdUkqvcZ6rfWaA/WNAEG9evbZ91O/JHPRRVPk9ddX2lNVLL0Wek3sdUoqveZ67YH6RICgXuhr+UOGTIs0tqQ67bQJMnUqm8L56DXRa6PXyF63pNIxSLN3BKRBgKCo1q79Un7xi5djPxCXr/ST1/fd9+eC32FVyfQa6bWq/Wn13ZWOhY6Jjg1QTAQIimLr1h0yYcJ/yckn57/ZYFxdccUMPhjnQK+ZXjt7PZNKx0bHSMcKKAYCBHU2e/ZHiXejzVfnnz+55sN4qBu9hnot7fVNKh0rHTOgrggQOFu69LPY7wuPK70d+qRJi2TbNv4KLha9lnpN4241H1c6djqGgCsCBKnp92Lcffd/ynHHpXsd/vbb/ySff/6VPR2KRK+tXuM0+086hjqWOqZAWgQICqbvBNLbjffrl+6dQD/96XR577219nSoJ3qt9ZrbcUgqHVMdW94BhzQIEBRk3rz/lgsuKPwOtFpnn/3vNV+KhGzotdcxsOOSVDrGOtZAIQgQJPr44y/kmmtmRhpNUp100sMyfvwbNV++hGzpGOhY6JjYcUoqHXMdeyAJAYK8Nm3aKr/+9bxU92PSGwvefPOL8re/bbKnQ8Z0THRsCrn5Y6507HUO6FwA8iFAsIuvv/77N+5997sTIw0lqQYPfkoWLfrUng5lRsdIx8qOX1LpXNA5oXMDqI0AwU4LF34iP/nJ1EgDSaozzpgozzxDc/GJjpWOmY6dHc+k0rmhcwTIIUAgn366UW66afe3Ja9d+vLGgw++xssbHtOx0zFM8zKlls4VnTMAAVLBdIO1qup1OfHEdLdZHzlylqxYsd6ermItWbKm5o65vt5CXcdSx9SOc1LpnNG5wxslKhsBUqFmzVoqZ52V7jbrgwY9KfPnr7Cnqlh6Y8PaX2ur73SaOfMDe5g3dGx1jO24J5XOIZ1LqEwESIV5993VMnTo05FGkFT9+0+QKVP4kJmV79sV9ZPdPr/9VcdYx1rH3P5uSaVzSucWKgsBUiE+++wrufXW2aluc6G3DP/Vr16R9eu5zbql95+K2zvQt776Tsdcxz7tbeN1julcQ2UgQAKnjW7ixIXyne+ku9HeiBH/IcuWfW5Ph/+h72SKC2N9m2wodA7oXLC/Y1LpXNM5xw0zw0eABGzOnOVy7rm/jyzwpNLj9XHYvbivmdWXsUJ7dxpzCfkQIAFauvRTGTbs93L00b+JLOq44q/G9PQlHnsdcxXid53wX7OwCJCArFu3QX7+8wnSrdv/lcMPv0l69rw3spht8bq1u5deWha5nrkaM8b/fZA4rvtp9977KvtpgSFAArB9+3Z5+OHJ0rXrD6Rt27Pl0EMHV//vq+TII2+t/q+QByOLOVe8c6Zu9Ds04ppoSPsgcVzf0feHP7zDO/oCQYB47qWXXqoOib7StOmh0rz50dK6dX9p336gdOo0TLp3v0G++c17IouY9+4XTyXtg8RJ/5mi38r554+TefP8/cwM/o4A8dSHH35YvQjPl2984xvSoEEj2Wuv1rLvvt2lZcu+0qbND+SQQ/5JDjvsCunR4+fyrW+NqVm4+unhsWP59HAxVdo+SBydUzq3CrmrQc+e99W8xNq58+UybNj9snz5Kns6eIIA8cyGDRtk1KhR1YGxV0145KpRo6ayzz4HywEH9Kz+r5BTpV2786Rjx3+Rbt2ulaOOuov7F9WTSt0HibO7+6rpS6r60mrXrlfLoYdeKm3b/rC6+skvfzm6em4zP31DgHji66+/lgkTJlQvtra7BMc/qoE0btxSmjU7TFq06CMHHXSGdOhwsZx33r/KggW8lbK+VPo+SJy4OzvrS6r60mrnzpfJwQdfIAceeFrNS6/6EmyHDt1q5rjOdfiBAPHA3LlzpU+fPnlCY9dq2HBvadKkrey//5HSo8cAmTz5BRZjCbAPkp/9bhl9KbVHj1/IYYddKYcccom0aXOWtGx5Qs1Lr/oS7B577Fkzj3Wu65xH+SNAytiKFSvkkksukQYNGkTCIq6aNTtQfvazf5UNG/hWwFJhHyRZ7tstjzlG/+vjOunUaai0b39+zUut+pLrPvt0kEaNmu0yj3XO69zXNYDyRYCUoc2bN8ttt91WHQa7Lqrd1YABA+SDD3h3VamxD1KYv/51rQwfXiUdOvxYDjro+zUvtepLrnvt9b+qA2OPyHzW0jWga0HXBMoPAVJmpkyZIh07dowspKTq0aOHPP/88/ZUKBH2QdKZM2ehnHjiYNl//6OkSZN20rDhPpE5bUvXhK4NlBcCpEwsXLhQTjnllMjCSaqWLVvKAw88INu2+flFRiFhHySdbdu2y0MPTZQ2bTpH5nVS6RrRtYLyQIBkbPXq1TJs2LDqv8IaRhZLXDVq1EhGjBgha9eutadDRtgHcaNzWOeyzmk7z+NK14quGV07yBYBkpGtW7fK/fffL82bN48skKQ67bTT5O2337anQ8bYB6kbndM6t+18TypdO7qGdC0hGwRIBmbMmCHdu3ePLIik6tKli0ybNs2eCmWCfZDi0Dmuc93O/6TStaRrCqVHgJTQkiVL5Mwzz4wsgKTab7/95O6775YtW7iLabljH6Q4dK7rnNe5b9dDUuna0jWG0iFASmDdunVyzTXXSOPGjSOTPq722GMPGTJkiHzyySf2dChT7IMUl859XQO6Fuz6iCtdY7rWdM2h/hEg9WjHjh1SVVUlrVq1ikz0pPr2t78t8+fPt6dDmWMfpH7oWtA1YddJUuma07WnaxD1hwCpJ7Nnz5ZevXpFJnZSHXzwwTJp0iR7KniCfZD6pWtD14hdN0mla1DXIuoHAVJkH330kVxwwQWRiZxUTZo0kVtuuUU2beL2I75jH6R+6RrRtaJrxq6jpNI1qWsTxUWAFIlO7Jtvvjn1xB40aJAsX87dckPBPkhp6JrRtWPXU1Lp2tQ1yh9qxUOAFMFjjz0m7du3j0zYpDr66KNlzpw59lTwHPsgpaVrSNeSXV9JpWtV1yzqjgCpg9dee01OOOGEyARNqtatW8u4cePY3AsU+yClp2tJ15SuLbvekkrXrq5huCNAHKxatUouvfTS1G8vHDlyZHWD+cKeDoFhHyQburZ0jaV9u7yuZV3TSI8ASUE/4HTnnXfKvvvuG5mISXX22WfLe++9Z0+HQLEPki1da7rm7DpMKl3Turb5wG46BEiBnnrqKencOd2dQw8//HCZOXOmPRUCxz5IedC1p2vQrsuk0jWuax2FIUB2480335T+/ftHJlpS6U3eRo8ezW3WKxT7IOVD16CuxbQ3LdU1r2sfyQiQGHqb6csvvzzVbab12OHDh8uaNWvs6VBh2AcpL7omdW2mXc/aA/jahHgEiKF/sYwZM0ZatGgRmVBJ1a9fP1m0aJE9HSoU+yDlSdeorlW7fpNKe4H2BF5RiCJAapk1a5YcccQRkQmUVJ06dZKpU6faU6HCsQ9S3nTN6tq16zmptDdoj8A/ECDV3n//fTnnnHMiEyap9F0bd9xxB+/aQF5x+yC9eo2Wiy/+nT0cGdC1q2s47bsqtVdoz0CFB4i+b/zaa69N9b7xBg0ayODBg2XlypX2dMAudB9EA+Ooo+6q/uv1FunW7Vrp0mVEdQ2VjRu/socjI7qWdU3r2rbrPa60Z2jvqPTPdVVkgOgnV8ePHy8HHnhgZGIkVd++fWXePF5+QGFuv/3pmsDo2PGfpUOHi6Vdu3PloIPOkFatTpbnn3/VHo6M6drWNW7XfVJpD9FeUql3lqi4AJk+fbp07do1MhGSql27djJx4kR7KiDRjBlzdwZGixbHyv77HynNmnWWJk3ayo03/twejjKha13XvO0DSaU9RXtLpamYANm+fbv07t07MvBJtffee9fcvXPjxo32dMBuffbZOtlvv8NqAqNx4+bSsOHeO+dWnz597OEoI7rmde1rD7B9Iam0x2ivqRQVEyD6Gqcd7KQaOHCgLFu2zJ4GSKVnz56RuaWlnzFYv369PRxlRnuA9gI7fkmlvaZSVEyAtGzZMjLQ+Uq/wezll1+2DwecXHnllZE5lqsZM2bYw1GmtCcU+g2j2msqRcUESNOmTSMDXbv0O5THjh1bsZthqB96XyU713J13XXX2cNRxrQ3aI/QXmHHsnZpr6kUFRMgbdq0iQy0lr517+qrr5Z169bZhwB1prfBiLvtP/sgftJeoT0j7m2/2msqRcUESI8ePSIDrdW9e3d7KFBU7IOESXuHHVMt7TWVouIDRBc3UJ/YBwlT3B8GBEiACBBkhX2QMBEgBAgBgnrHPkiYCBAChABBScQ1G/ZB/BU3pgRIgAgQZIl9kPAQIAQIAYKSYB8kPAQIAUKAoCTYBwkPAUKAECAombiGwz6In+LGkwAJEAGCrLEPEhYChAAhQFAy7IOEhQAhQAgQlAz7IGEhQAgQAgQlFdd02AfxT9xYEiABIkBQDtgHCQcBQoAQICgp9kHCQYAQIAQISop9kHAQIAQIAYKSi2s87IP4JW4cCZAAESAoF+yDhIEAIUAIEJQc+yBhIEAIEAIEJcc+SBgIEAKEAEEm4poP+yD+iBtDAiRABAjKCfsg/iNACBACBJlI2gcZOnSoPRxliAAhQAgQZEL3QRo0aBCZj1oHHHCAPRxliAAhQAgQZKZFixaR+ailG+wofwQIAUKAIDPdunWLzEct/S8TlD8ChAAhQJCZs846KzIftRo2bGgPRRkiQAgQAgSZGThwYGQ+au255572UJQhAoQAIUCQGQLEbwQIAUKAIDMEiN8IEAKEAEFmCBC/ESAECAGCzBAgfiNACBACBJkhQPxGgBAgBAgyQ4D4jQAhQAgQZIYA8RsBQoAQIMgMAeI3AoQAIUCQGQLEbwQIAUKAIDMEiN8IEAKEAEFmCBC/ESAECAGCzBAgfiNACBACBJkhQPxGgBAgBAgyQ4D4jQAhQAgQZIYA8RsBQoAQIMgMAeI3AoQAIUCQGQLEbwQIAUKAIDMEiN8IEAKEAEFmCBC/ESAECAGCzBAgfiNACBACBJkhQPxGgBAgBAgyQ4D4jQAhQAgQZIYA8RsBQoAQIMgMAeI3AoQAIUCQGQLEbwQIAUKAIDMEiN8IEAKEAEFmCBC/ESAECAGCzBAgfiNACBACBJkhQPxGgBAgBAgyQ4D4jQAhQAgQZIYA8RsBQoAQIMgMAeI3AoQAIUCQGQLEbwQIAUKAIDMEiN8IEAKEAEFmCBC/ESAECAGCzBAgfiNACBACBJkhQPxGgBAgBAgyQ4D4jQAhQAgQZIYA8RsBQoAQIMgMAeI3AoQAIUCQGQLEbwQIAUKAIDMEiN8IEAKEAEFmCBC/ESAECAGCzBAgfiNACBACBJkhQPxGgBAgBAgyQ4D4jQAhQAgQZIYA8RsBQoAQIMgMAeI3AoQAIUCQGQLEbwQIAUKAIDMEiN8IEAKEAEFmCBC/ESAECAGCzBAgfiNACBACBJkhQPxGgBAgBAgyQ4D4jQAhQAgQZIYA8RsBQoAQIMgMAeI3AoQAIUCQGQLEbwQIAUKAIDMEiN8IEAKEAEFmCBC/ESAECAGCzBAgfiNACBACBJkhQPxGgBAgBAgyQ4D4jQAhQAgQZIYA8RsBQoAQIMgMAeI3AoQAIUCQGQLEbwQIAUKAIDMEiN8IEAKEAEFmCBC/ESAECAGCzBAgfiNACBACBJkhQPxGgBAgBAgyQ4D4jQAhQAgQZIYA8RsBQoAQIMgMAeI3AoQAIUCQGQLEbwQIAUKAIDMEiN8IEAKEAEFmCBC/ESAECAGCzBAgfiNACBACBJkhQPxGgBAgBAgyQ4D4jQAhQAgQZIYA8RsBQoAQIMgMAeI3AoQAIUCQGQLEbwQIAUKAIDMEiN8IEAKEAEFmCBC/ESAECAGCzBAgfiNACBACBJkhQPxGgBAgBAgyQ4D4jQAhQAgQZIYA8RsBQoAQIMgMAeI3AoQAIUCQGQLEbwQIAUKAIDMEiN8IEAKEAEFmCBC/ESAECAGCzBAgfiNACBACBJkhQPxGgBAgBAgyQ4D4jQAhQAgQZIYA8RsBQoAQIMgMAeI3AoQAIUCQGQLEbwQIAUKAIDMEiN8IEAKEAEFmCBC/ESAECAGCzBAgfiNACBACBJkhQPxGgBAgBAgyc9ZZZ0Xmo1bDhg3toShDBAgBQoAgM926dYvMR60GDRrYQ1GGCBAChABBZlq0aBGZj1p77LGHPRRliAAhQAgQZGLt2rU1/6Vh56PWAQccYA9HGSJACBACBJl46qmnInMxV0OHDrWHowwRIAQIAYJMXHnllZG5mKsZM2bYw1GGCBAChABBJuKaT6NGjWT9+vX2cJShuDEkQAJEgKBc6P6HbpTbuajVp08fezjKFAFCgBAgKLmk/Y/rrrvOHo4yRYAQIAQISo79jzAQIAQIAYKSi2s87H/4JW4cCZAAESAoB+x/hIMAIUAIEJQU+x/hIEAIEAIEJcX+RzgIEAKEAEFJxTUd9j/8EzeWBEiACBBkjf2PsBAgBAgBgpJh/yMsBAgBQoCgZNj/CAsBQoAQICiZuIbD/oef4saTAAkQAYIssf8RHgKEACFAUBLsf4SHACFACBCUBPsf4SFACBACBCUR12zY//BX3JgSIAEiQJAV9j/CRIAQIAQI6h37H2EiQAgQAgT1jv2PMBEgBIh0797dHgoUVVyjYf/Db9o77JgSIIFq06ZNZKC1GjRoIFdffbWsW7fOPgSoM/Y/wqO9QnuG9g47plraaypFxQRI06ZNIwNdu1q1aiVjx46VHTt22IcCztj/CIf2Bu0R2ivsWNYu7TWVomICpGXLlpGBzle9evWSl19+2T4ccML+Rxi0J2hvsGOYr7TXVIqKCZDBgwdHBjqpBg4cKMuWLbOnAVJh/8Nv2gO0F9jxSyrtNZWiYgJk+/bt0rt378hgJ9Xee+8tN998s2zcuNGeDtittWs/Y//DU7rmde1rD7Bjl1TaY7TXVIqKCZCc6dOnS9euXSMDn1Tt2rWTiRMn2lMBiZ555gVp1qyzNGnSVho3bi4NG/6jGbH/Ub50reuat30gqbSnaG+pNBUXIEo3w8aPHy8HHnhgZCIkVd++fWXevHn2dEBeP/vZeDnooDOkVauTpUWLY2X//Y/cGSgzZz5vD0fGdG3rGrfrPqm0h2gvqdQ331RkgOR88cUXcu2111b/ddg4MjHiSt+6p69xrly50p4O2MUPf3i/dOkyQjp2/Gfp0OHi6r9qz60JlDZtTpUNGzbZw5ERXcu6puPelpuvtGdo79AeUskqOkBy3n//fTnnnHMikySp9t13X7njjjtky5Yt9nRAdWPZLMceO1Z69RotRx11lxxxxC3Srdu1NYFy7rm328ORAV27uoZ1Ldv1nVTaK7RngADZxaxZs6oX+hGRCZNUnTp1kqlTp9pTocK99NIyOeaYhyKlgXL//bxNPGu6ZnXt2vWcVNobtEfgHwgQY9u2bTJmzBhp0aJFZAIlVb9+/WTRokX2dKhQv/rVK5HwyNUrr/zVHo4S0TWqa9Wu36TSXqA9QXsDdkWAxNBbUFx++eU179e3Eyqu9Njhw4fLmjVr7OlQYS66aEokOLSOO65KNm3aag9HPdM1qWsz7XrWHqC9APkRILvx5ptvSv/+/SOTK6maN28uo0eP5i+WCpXb/7DhoTV48FP2cNQjXYO6FnVN2nWaVLrmde0jGQFSIL2nUefOnSMTLakOP/xwmTlzpj0VAhe3/6E1ZgxvAy8VXXu6Bu26TCpd47rWURgCJAV918add96Z+l0bZ599trz33nv2dAgU+x/Z0rWma86uw6TSNa1rm3dVpkOAOFi1apVceumlsbepyFf6vvGRI0dW/PvGKwH7H9nQtaVrLM3nunQN61rWNY30CJA6eO211+SEE06ITMqkat26tYwbN65iP7kaOvY/Sk/Xkq4pXVt2vSWVrl1dw3BHgBTBY489Ju3bt49M0KQ6+uijZc6cOfZU8Bz7H6Wla0jXkl1fSaVrVdcs6o4AKZJNmzbV3L2zSZMmkQmbVIMGDZLly5fb08FT7H+Uhq4ZXTt2PSWVrk1do7pWURwESJF99NFHcsEFF0Qmb1LpxL7llluY2AFg/6N+6RrRtZL2DzVdk7o2UVwESD2ZPXt2wd9glquDDz5YJk2aZE8FT7D/Ub90begasesmqXQN6lpE/SBA6pFu7lVVVe32O5Rtffvb35b58+fb06HMsf9RP3Qt6Jqw6ySpdM3p2uPNKvWLACmBdevWyTXXXJP67YVDhgyRTz75xJ4OZYr9j+LSua9rIO3b5XWt6ZpD/SNASmjJkiVy5plnRiZ9Uu23335y99138wEnD7D/URw613XO69y36yGpdG3pGkPpECAZmDFjhnTv3j2yAJKqS5cuMm3aNHsqlAn2P4pD57jOdTv/k0rXkq4plB4BkpGtW7fK/fffn/omb6eddpq8/fbb9nTIGPsfdaNzWue2ne9JpWtH15CuJWSDAMnY6tWrZdiwYdKwYcPIAokrvc30iBEjuM10GWH/w43OYZ3LaW6zrmtF14yuHWSLACkTCxculFNOOSWyWJKqZcuW8sADD3Db+DLA/kc6Omd17uoctvM6qXSN6FpBeSBAysyUKVOkY8eOkYWTVD169JDnn3/engolwv5HOjpXdc7aeZxUuiZ0baC8ECBlaPPmzXLbbbdJs2bNIgspqQYMGCAffPCBPR3qGfsfhVm69MOaOWrnbVLpGtC1oGsC5YcAKWMrVqyQSy65RBo0aBBZWHHVpMm+ctNNt8mGDRvt6VBP2P9ItmGD3n7kPtl//4Nljz0K+yyUznmd+7oGUL4IEA/MnTtX+vTpE1lk+WrPPQ+Qpk07Sbdu35Pf/36mfP311/Z0KDL2P/LTuffEEy/LUUddKM2b966Zlzo/7Zy1pXNd5zzKHwHiCV2MEyZMkLZt20YWXK4aNty7+r9A2lb/pXektGp1srRrN0DOOeeX8sYby+zpUCTsf+S3YMHHcv75/yaHHvq/a+ahzkedlzo/dZ7auaulc1vnOH/0+IMA8cyGDRtk1KhRstdee5kF2EAaN24pzZodJi1a9JGDDjpDOnS4WLp0+T9yxBE3y403zpBPP+VlrWJj/2NXOsduuukF6dXr/pp5p/NP56HOR52XOj91nup8zc1dncs6p3Vuwy8EiKc+/PDD6r/wzt+5CBs1air77HOwHHBAT2nd+tTqv/rOk44d/0W6dbtWjjrqrpqGduKJ42Xs2Ndly5bt9nRwxP7H3+mc0rmlcyz3++u80/mn81Dno85LnZ86T3W+6rzVOaxzGX4iQDz30ksvSc+e36r+K6617Ltvd2nZsq+0afMDOeSQf5LDDrtCevT4uXzrW2N2aWxnnTVJZs1aak8FB+x/SM1c0jllr4HOO51/Og91Puq81Pmp87R371Oq5+7L9lTwDAESgO3bt8u4cZOkS5d+1X/l9Zf27QdKp07DpHv3G+Sb37wnsrBzNXTo0/Luu3ya11Wl73/o3NE5ZH/32qXzT+ehzkedl927nyePPDKlZs7CfwRIQNat2yC33FJVHSRDpGvXq+TII2+Vo49+MLKoa5c2wFtvnS2fffaVPR12o1L3P3Su6JyJC8/apfNP5+ERR/w/+eUvJ1WHLvtwISFAAvTBB59U/2X4qPTseW9kQcfVd77ziEycuFC2beMLeApVafsfOjd0juhcsb9vUg0f/gdZuvRv9nQIAAESsDlzPpJzz/19ZEEnlR4/Z85yeyrkUUn7HzonmEuwCJDAuf7VOGLEf8iyZZ/b0+F/6EcV4l7CCWn/Q+eAzgX7OyYV/zVbOQiQCpHmdetc9elTVfMyzfr1fBuipc2xb99xkWum9etf+7//oWOuY69zwP5+ccV+WuUhQCpMIe+csdW//wSZMuVt2bGDTwjXdsMNz0eulb589fHHX9hDvaFjrGOtY25/t6TiHX2ViQCpUHHv3U+qQYOelPnzubldzoYNW+Syy6bvvD4nnfSwzJzp792QdWx1jO24JxWfKapsBEgF008PV1Xt+unhQmrkyFmyYsV6e7qKtWTJGnn99ZXy1Vd+frGXjqWOqR3npNI5o3OHuxpUNgIEO+9fZJtEUunr/w8++Fpw7zaqJDp2OoZxezlxpXOF+6pBESDYaeHCT+QnP5kaaRhJdcYZE+WZZ5bUvCsJftCx0jHTsbPjmVQ6N3SOADkECHahzeXpp5fId7+brrnoW1cXLfrUng5lRsdIx8qOX1LpXNA5wR8JsAgQ5KUvb+jbUdO8vNG790Ny880vyt/+tsmeDhnTMdGx0TGy4xZXOvY6B3iZEnEIECTSt6Rec83MSHNJKn030vjxb7DBWgZ0DHQsdEzsOCWVjrnPb0dGaRAgKMi8ef8tF1yQ7i2eZ5/97/LCC3zXQ1b02usY2HFJKh1jHWugEAQICqYfMnviibelX790HzL76U+ny3vvrbWnQz3Ra63X3I5DUumY6tjyYVGkQYAgNf0ejLvv/s+aT13bRhRXepuL22//k3z+Obe5qC96bfUap7ldjY6hjqWOKZAWAQJnS5d+JsOHPxNpSkl1yimPyKRJi7jRXhHptdRrqtfWXu+k0rHTMQRcESCos9mzP5IBAx6PNKikOv/8yUF+Z0ap6TXUa2mvb1LpWOmYAXVFgKAotm7dIRMm/JecfHK6v4KvuGKGLF++zp4Ou6HXTK+dvZ5JpWOjY6RjBRQDAYKiWrv2S/nFL15O9Tq83jL8vvv+XHNzQiTTa6TXKu1t1nVMdGyAYiJAUC/eeWe1DBkyLdLMkuq00ybI1KmLeSdQHnpN9NroNbLXLal0DHQsgPpAgKBePfvs+3LmmeluG69fFat3t60Le05bo0a9YB9SZ/Y5clVXei3ivj43rvSa67UH6hMBgnqntzl/6KH5csIJ6W4bf/31z8nKlRvs6Qpiz2VLb+mxeHFx/zK3z5ErV/q76zWw50sqvcZ6rX29tTz8QoCgZFat2pD3W/ySSu/H9Jvf/EW+/DJdQ7TnyVf6ZVDFZM+fq7T0d9XfOc19yLT02uo1BkqFAEHJLViwSn784z9EGmBS6UsyaV7Lt4+Pq2K+ldieO1dp6O+Y9iU/vZZ6TYFSI0CQCd0U/uMfF8vpp/8u0hDj6tRTHy34nVr2sXF14YVPFm3T3p47V4XS301/R/v4uNJrp9ewWP//gbQIEGRq48YtMnr0XDn++MLeljpt2rv2FHnZxyVVoefcHXveXBVK/3/Yx+YrvVZ6zfTaAVkiQFAW9INxV131bKRZ2po8+S370Lzs45Lq+99/TDZvTrfHko89b64Kpb+bfawtvUZ88BLlggBBWZk792P50Y/y35pDPxBXaPO0j91dPfzwAnuK1Ow5c1Uo/d3iPoCp10SvDVBOCBCUne3bd8jjj7+5y36AfvJabzdeKNuAcxX3eQq9zUdd7xRsz5mrNPR3rP0pc70Gei30mgDlhgBB2dK3s+qXIk2fvkRWrFhvf5zINvFcvfrqx5F/y9U997xiT5OKPV+u0tLfVX9n/d3Tvn0ZKCUCBEGyTbx2M4+7Bb3+5V+Xr3G156v9nECICBAEyTbx2s383XdX13wS3f5MSz/57cqeq/ZzAiEiQBAk28RtM7/pphciP8vVW299WutMhbPnsc8JhIYAQZBsE7fNXPcZ4m4VMnTo07XOVDh7HvucQGgIEATJNvF8zVy/V8P+PFcu39hnz5HvOYGQECAIkm3i+Zr5F19sjv0e8YEDn0h9ixB7jnzPCYSEAEGQbBOPa+b6Fa/2mFzpFzilYR8f95xAKAgQBMk28bhmvmXL9ti7337vexNTfa+GfXzccwKhIEAQJNvEk5q5fmjPHperqqrX7eGx7GOTnhMIAQGCINkmntTMda9j0KAnI8dqnXTSw7J27Zf2IXnZxyY9JxACAgRBsk18d81cv1jKHpuru+6aYw/Pyz5ud88J+I4AQZBsEy+kmcfd4uS446oKuguwfVwhzwn4jABBkGwTL6SZL14cf4uTkSNn2cMj7GMKeU7AZwQIgmSbeKHNfNSo+FucLFz4iT18F/b4Qp8T8BUBgiDZJl5oM0+6xcmQIdPs4buwxxf6nICvCBAEyTbxNM383ntfjTwuVy++uMwevpM9Ns1zAj4iQBAk28TTNPOkW5ycd97k2G8HtMemeU7ARwQIgmSbeNpmnnSLkyefzP/Vuva4tM8J+IYAQZBsE0/bzJNucXL66b+TTZu22odEjkv7nIBvCBAEyTZxl2aedIuT3/72L/bwyDEuzwn4hABBkGwTd2nmSbc4OfHE8bJmzaZdjrfHuDwn4BMCBEGyTdy1mSfd4uT22/+0y7H2567PCfiCAEGQbBOvSzOPu8XJsceOlWXLPt95nP15XZ4T8AEBgiDZJl6XZp50i5Orrnp253H2Z3V5TsAHBAiCZJt4XZt50i1O3nhjVc0x9t/r+pxAuSNAECTbxOvazPUWJ8cfXxU5n9bgwU/VHGP/va7PCZQ7AgRBsk28GM086RYnzz23NPJvxXhOoJwRIAiSbeLFaOZJtzgZMODxyL8V4zmBckaAIEi2iRermT/66ILIOXdXQKgIEATJNvFiNfOkW5zEFRAqAgRBsk28mM386aeXRM6bVECoCBAEyTbxYjZzvcXJhRfmv8VJvgJCRYAgSLaJF7uZJ93ixBYQKgIEQbJNvD6a+WWXTY+cP18BoSJAECTbxOujmb/zTvwtTurrOYFyQoAgSLaJ11czv/HG+Fuc1NdzAuWCAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE7+P5HlZocxAH+bAAAAAElFTkSuQmCC)
PN: 3H32-1-14
CAS: 280-57-9
Molecule Weight: 112.176
Formula: C6H12N2
PN: P612-A-04
CAS: 934-98-5
Molecule Weight: 143.234
Formula: C7H17N3
![1-[2-(Dimethylamino)ethyl]piperazine](data:image/png;base64,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)
PN: 3H31-1-V8
CAS: 3644-18-6
Molecule Weight: 157.261
Formula: C8H19N3
![1-[2-(Diethylamino)ethyl]piperazine](data:image/png;base64,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)
PN: 3H32-1-N0
CAS: 4038-92-0
Molecule Weight: 185.315
Formula: C10H23N3
Melting Point: -1 ℃
Boiling Point: 131-132 ℃
Density: 0.84
Flash Point: 18 ℃
TSCA: Listed on TSCA inventory
