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)
| Product Number | 3H32-1-M4 |
| Purity | 97 % |
| CAS | 496808-03-8 |
| MDL Number | MFCD02093538 |
| Molecular Formula | C11H23N3 |
| Molecular Weight | 197.326 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | In Stock | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H32-1-M4
CAS: 496808-03-8
Molecule Weight: 197.326
Formula: C11H23N3
![1-[3-(1-Piperidino)propyl]piperazine](data:image/png;base64,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)
PN: 3H32-1-V2
CAS: 111594-93-5
Molecule Weight: 211.353
Formula: C12H25N3
PN: 3H32-1-W6
CAS: 81310-56-7
Molecule Weight: 182.311
Formula: C11H22N2
![Methyl[(1-methylpiperidin-3-yl)methyl]amine dihydrochloride](data:image/png;base64,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)
PN: 3H31-5-20
CAS: 639078-61-8
Molecule Weight: 215.16
Formula: C8H20Cl2N2
PN: 3H32-1-3P
CAS: 90203-05-7
Molecule Weight: 142.246
Formula: C8H18N2
![6-Methyl-octahydro-1H-pyrrolo[3,4-b]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABzIAAAcyAGhv3uVAAAB6HpUWHRtb2xTb3VyY2UAAHichZTra9swEMD/lUOfF738DnFKaRkM2n1YO9i3odhKarClIjuv/34nO01tsnlYoNPpfifdQ17dnZoaDtq1lTU5EZQT0KawZWV2Ofn5+nWRkrv1qkAjNDRtTt667n3J2PF4pMWbbtTJGlrYhgz7y1NbTWyOAbVuxyTngv16fnrpmUVl2k6ZQiPVVsu2Vz7ZQnX9Lf5xBGuUO1SGDeascYfB22/J/eD01JbkM5YH3LtHFLZVrWFrXaM6OEhOcfAvsNNGO9XpEjZnVAc0xNjXq+dHW+wbbToUvYeqUPVL5/YFKhpb62KPzlD49piTRiCgOtvcO6fO4CWvVgKUBBWACkFFoGJQCagUVAZK+PzW2h/wen7XeEv4Dg/Xr5cxKTInC04DkcUgqJQ8BEmFjGIIaJRxCSHNZJBBTGWUxB/TRXkxGQACZ+9L0IDLFK4zZiCKMz9HAa4xJ0Eir8uFpDwZ5jScrqMwTTBodo16vdpYU45EqMqcbATp0/FDb1t5yQgB60rtsMm8A286BuQU8PmbB4Ip4LM9D4RTwNdmHoimgK/kPBBPAV/3eSCZAr5L5oF0Cviemgeym6D/A/gGHROXnp1FxE3t/o6wUauwj8eE4s1DY6NXyPDfs/4DmM9jdUo6J0EAACZDSURBVHhe7d0HtFxlvfBhygVp0kSKiCB4FVGEC4ZAIAjSJEi9H1zBIPWKUmQBwr2AgBRFVBBcFyGUQCCRbggIGOkQqQm9txDphISEElLE98s7rjPM2ZNzcvhzyszs51lrrwWZd09OyezfzC7vnicBQMA8xT8AgK4QEABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREKBl3HXXXemrX/1qGjBgQHrjjTeKD9PNBARoem+//XY6+OCD03zzzZfmmWeeyrLYYoulM844I82aNas4nG4iIEDT+sc//pHOOuustMwyy1TDUVzyJ5LRo0cXV6UbCAjQlG699db0jW98oy4Ya621Vlp55ZXr/nzbbbdNzzzzTPFp+AQEBGgqL7zwQvrP//zPukCsttpqaeTIkZUxM2fOTKeeempaYokl2o1ZcMEF0+GHH56mTp1aeFYiBARoCu+++246+uij06c+9al2Ufj0pz+dfvnLX6YZM2YUV0lvvvlm+u///u80//zzt1tn2WWXTeedd1768MMPi6vwMQgI0ND++c9/pmHDhqXPfe5z7SIw77zzpj333DO9+uqrxVXqPPjgg2njjTeu+9SyzjrrpDvvvLM4nC4SEKBh3XPPPal///51G/4NNtgg3XfffcXhc3XZZZelVVZZpe75vve976UJEyYUhzMXAgI0nFdeeSXtvvvulU8ZtRv6z3/+8+niiy8uDv9YPvjgg3TCCSekRRddtN1zL7zwwum4445L77//fnEVOiAgQMOYPn16OumkkyrXcNRu3BdaaKF0zDHHpPfee6+4SthLL72UBg8eXPdpZKWVVkojRowoDmcOBARoCFdeeWX64he/WLdB32WXXdKLL75YHN5t8tXr/fr1q/t7N9xwwzR27NjicGoICNCnHn744bTJJpvUbcDXXnvtdPvttxeH94h8oP6CCy5IK6ywQruvIV/Zvvfee6fXX3+9uApJQIA+MnHixLTffvvVnWL72c9+Np1zzjl9cortO++8k/73f/+37lThxRdfPJ1yyilzPFW4zAQE6FX5Ir/f/e53ackll2y3kV5ggQXSoYcemqZMmVJcpdc999xzaYcddqj7VPSlL30pjRo1qji8tASEpnfjjTdWzqBZZJFF0k9+8pN0//33F4fQIG644Ya0+uqr122YBw0alJ5++uni8D538803p69//et1X+/mm2+eHn/88eLw0hEQmlo+JXP55Zeve4Hnc/0PO+ywNGbMmOIq9IEchxyJ4u8pxyRHpZHlCRvPPPPM9JnPfKbd1/5v//Zv6cADD0yTJk0qrlIaAkJTyy/g4kapuKy44orpgAMOqEy+1xf71css747Ku6Xy7qna30nefZV3Y+XdWc1i8uTJ6aCDDqqEo/Z7yWH5v//7v1JOGy8gNK28L7r2QrP84s5TWyy99NJ1EWlb8hxI++67b/rrX//aVBuvZpNDfe6551YOiNf+/PMB83zgPB9Ab1ZPPPFE2mKLLer+bX3ta19LN910U3F4SxMQmtLLL7/cbpfCzjvvXH0svxPMx0V++MMfpuWWW67uhd62LLXUUmmPPfZI11xzTeUCNrpHPvU2n4Jb/HnnU3XzKbutIv+7yQfVi99nPvieD8KXgYDQdPK729rrBvK9H/Id6eYkj73tttsqn07yNBjFF3vbkq983m233dIVV1xhKougfLFfvuiv+LPNFwfmiwRbUT6t99e//nXlNN/a7zmfBpxPB86nBbcyAaHpnHjiidUXat4f/be//a04pEP5quN8P4g5XfHctuSzufL9JoYPH97yG4DukKcXydOM5OlGan+OOcp5WpIyfLrLFxrmCw5rb6mbl3yCR75AMV+o2IoEhKaSY1F7EDNPihc1bty49LOf/Sx9+ctfrotI25LfSW6zzTaVjUCZz7bpSI5s8ZNdPi6VJ0LMEyKWTZ76ZKONNqr7d5SnSvk4b3SahYDQNPJuqtqpuL/1rW9121lVjz32WDr++OPneIvUtiWfSZTP/89XSZd9aos8lfqAAQPqfkZ56vW77767OLx0/vjHP6YvfOELdT+f73//+5VJHFuFgNA0avev5wPoPfVCfPbZZyt3uJvTBHttS95VkQP2+9//vse+jkb02muvVc50K+6qyTd7yjd9atVdNRHTpk1LP//5zyu7RGt/Vnka+fxmJV/D1OwEhKaQTwmtfRFeffXVxSE9Ih8YPu200yq7JYr3pqhd8rvx3/zmN2n8+PHFp2gJ+WDxySefXLl9bO33nXfx5dvM5tvNMmf5RlW77rpr3b+ZfPJHvsFVMxMQGt6TTz7Z7uY/+aLAvpD36ecrkjfddNO6CQBrl3yb1HzwuBGn5ogYOXJkWm211eq+z3yiwQsvvFAcTgfyrXPXXXfdup9jvtXuAw88UBzeFASEhpbP4FlrrbWqL7Y111yzIT76v/nmm+m8885LW265ZVpwwQXrNgptS764LN/l7pFHHik+RcN79NFH02abbVb3PeXjRLfccktxOF2Qj9mdf/75ddcn5Tck+QLX/O+qmQgIDS1Pjtj2Isv7khtxArt8cD/v/99uu+3qTmWtXfJFZ0ceeWToXt696a233kr7779/3ZQdyyyzTDrrrLMqc0PxyUydOrVyOnnxzccSSyyRfvvb3zbNLAkCQsO69tpr2x13OPvss4tDGk6+JiKfgZOvjC/ec7t2yfu/8xxRebdGo8hX8OeTAopTweSzzw4++OAOL9YkLp+wse2229b9+8inlv/5z38uDm84AkJDyscb8jvethdU3t/ebPJZOH/6058q990uXqlcu+QzmPI7/rxbqK/e3ee5wdZYY426r22rrbaqHIOiZzXrz19AaDh5P/G3v/3t6oson0+fZ0JtZvkspuuuuy7ttddeddOC1y558sG8L3z06NG9shuj2d8Bt5Jm/AQoIDScX/ziF9UXTz642Ei7ebpD3lDkWVvzrLRzupdJ25KnPG+b7LG7TxzI++CPOOKIpt8H34qa6RiUgNBQ8lXMtfeOyBditbJ84V2evTafLLDSSivVRaRtyfNK5WsJLr/88k802WOrnQXUyvJZcLWfxNuWfBZcvrdNIxAQGka++VDtJIf5/PhGerfVG3JA8yeDVVddtW7D0bbk2/futNNO6eKLL/5Ykz224nUIZdDI1+EICA3j+9/fo/riyPuB//73vxeHlEreqOfJHr/yla/UbTzalnwleL5V7NChQzuc7DH/HDu6EvrSSy8tDqcB5WNoeXqdRpsJQEBoCJdccmNaaql1Zr8glq28MPLZS3wkX/+S50+qvaiyuOR95vnCvyFDhlQmeyzDXExl8+qrr1bmIitOq9NXc5EJCH1u/PjJae21j0orrfS9tMwyA9PBB/+sOIQa+W53eV6q9dZbry4ibUvewMxpupVWmw22rPLFqBtssEHd7zffsjnfjbO3CAh9asaMf6TddrsqrbvukLTGGselrbY6Nk2fPqM4jA7kifryZI8DBw6se1dau7Tq/SjKLh8HK96PJZ8g0VsEhD516ql3VeKRlwEDzp/97npicQhdlHdv/OEPf6hM9li7QWnlO+Lxr9kP8t0Q237fK6ywQnFIjxEQ+sydd05I3/zmv+KRlyuuaLx5rppRPnOtbWOSj4vQ+u65557q73z99dcvPtxjBIQ+MXHi+2nzzYdV4/HTn44uDiFIQMpHQCiNDz/8Z/rxj/9cjcegQSPS1KnTi8MIEpDyERBK44ILHqzGo1+/c9K4ca8Wh/AJCEj5CAil8Oijb6T+/c+tBmTIkLHFIXxCAlI+AkLLe++9GWm77S6pxmOffUZVdmfRvQSkfASElnf00TdX47Hpphem117rm+kXWp2AlI+A0NKuuebpajzycvPNfTsJXCsTkPIREFrWhAlT0sCBQ6vx+MUv7igOoRsJSPkICC1p5swP0/e//6+pSvKy886Xp+nTZxWH0Y0EpHwEhJZ02ml3V+OxwQbnpWefnfOU43QfASkfAaHl/O1vf283Vclllz1WHEIPEJDyERBayltvvZ+22OKiajwOPdRUJb1FQMpHQGgZeeLX/fe/rhqPrbcenqZMcfOi3iIg5SMgtIxhwx6qxsNUJb1PQMpHQGgJjz/+5ux/wB9NVXLWWfcXh9DDBKR8BISm9/77M9P22380Vcnee5uqpC8ISPkICE3vmGNuqcZjk00uSK++aqqSviAg5SMgNLXrrnumGo+83Hjj88Uh9BIBKR8BoanlM63a4nHiibcXH6YXCUj5CAhNLR/vyPHYZZcr0gcfmKqkLwlI+QgITS0fQL/nnpcq9/ygbwlI+QgI0C0EpHwEBOgWAlI+pQhI2zeYl66KrNMVY8aMSYcddlhad9110/LLL58WWGCBtMQSS6TVV1897bnnnmnkyJGVF2IZ1J49lSc/fOqpicUh7dSOp/EISPkISAci63TmueeeS5tttlm75+1oWWWVVdKoUaOKT9FyaoOQlzyPVWcEpLEJSPkISAci63Qkf+pYeumlq8+30UYbpYsuuiiNHz8+TZs2LU2ePDmNHTs2HXXUUWnZZZfttr+30RUDkpd77325OKxKQBqbgJSPgHQgss6cTJgwIS2zzDKV55lvvvnSmWeeWRzSTo7JD37wg0/89zaDYjzyMnjwVZVZdedEQBqbgJSPgHQgss6cDBo0qPo8J510UvHhDh155JHFP2o5tUEYMOD86n+PHv1ccWiFgDQ2ASkfAelAZJ2ihx56qPoc+bhGWQ6Od1VtEE4//aNb0O6wwyVp1qwPi8MFpMEJSPkISAci6xQdffTR1ec44YQTig+XXm0Q8o2fNt74gur/z+k2tALS2ASkfASkA5F1igYOHFh9jttuu634cOkVg3DOOeOq/59vSzttWvupSYrjaSwCUj6lC0hkiVpxxRWrz/H6668XHy69YhDytCSbbz6s+mc5KJ2Np7EISPkISBeWqIUWWqj6HNOnTy8+/LHlF2jeFZYvOOyJZb/9Dk+HHTYkHXfcLennP7+125bbbhtf/FYq5hSEESMeqf7ZwIFD0+TJH93TfE7jaRwCUj6lC0hXRdYp6u6AXH755e2+ru5eFl101bTyyoPTOuuc1W5j/UmXfKvZ/OmiqHZMmxkz/pEGDRpR/fPf/OZvnY6ncQhI+QhIByLrFHX3Lqz8y5p//vnrNvzdtfRUQLbZZsTsjUvXz6oaOfLJ6p/n+LzyyjudjqcxCEj5CEgHIusU9cRB9McffzxdeOGFPbIMH35VuvLKO9K11z41e3m6W5Z8TcekSdOK30ZFR0HI9zPfccdLq48dffTNnY6nMQhI+QhIB2rXefLJJ9PJJ5+cNtlkk/SFL3yhMgFinpokByJfWT5zZv3umcxpvJ3rLAg5PG2P5YkWn376rU7H0/cEpHwEpAO168xt6devX5oyZUrxKdKDDz5YHbPqqqu6kLCgsyDk6Ux22+2q6uMHHnhdp+PpewJSPgLSgdp1vvrVr1YmOrzhhhvSM888U5kA8Y033kiXXnpp9TjH/vvvX3yKiq233rr6PPlTTFflv6/VzS0IY8ZMaDdmbuPpWwJSPgLSga6uc9NNN1XGLLfccsWHKl588cXqTLz5APjZZ59dHNLO22+/nfbYY4+5/r2toCtB2Geff93zvLjQeASkfASkA11d5913362MWWSRRYoPVd1+++1pqaWWqj7fxhtvnIYPH16JywcffFCJxrhx49IxxxxTuclUV/7eVtCVIDz44Gt18ehsPH1HQMpHQDrQ1XXuvPPOypj11luv+FA7eddXPghf+7wdLfl4yTXXXFN8ipbT1SAcdND1AtIEBKR8BKQDc1tn0qRJlY183tjn+3x0dYOfg3PIIYekddZZp3LzqHxG1+KLL145zpKvBs/PU5aD7V0NQj4DK5+J1dXx9A0BKZ9SBKQ71YYlL2ussUYpbj8LcyMg5SMgH1MxIHm6knzTqHzKLpSZgJSPgATlW8/maOTTbRdddNHKrqhbb721OAxKQ0DKR0C6wfXXX1/5AeYLCqGsBKR8BKQb5FNx8w+ws1N56RkPPfRaOv7429K4ca8WH6KXCUj5CEg3GDlyZOUHmM/Iond95zsXV87K2mij89P48W8XH6YXCUj5CEgXrLnmmumUU05J9913X3rllVfSrFmzKhcQ5mMgxx57bFp44YUrP8CTTjqpuCo9bI89RlZP7d111ysr9xOhbwhI+QhIF7T9gDpbBg8eXAkLvev55yenAQPOr0ak9gZU9C4BKR8B6YJ8D47jjz8+bbTRRpXJE/OLY7HFFqtc/LfXXns5+6qPXXXVE9WA5AsO77hjQnEIvUBAykdAaAmHH/7XakQ233xYevPN94tD6GECUj4CQkuYOnV6u3up//jHf67c2ZDeIyDlIyC0jDxzb79+51QjMnSo2QF6k4CUj4DQUoYMGVsNSP/+56ZHHnmjOIQeIiDlIyC0lLzbat99P7oJ1bbb/jG9++6M4jB6gICUj4DQcl5//d206aYXViNy5JE3FYfQAwSkfASElnTLLeOrAcnLqFFPFYfQzQSkfASElvXLX95ZDcjAgUPTiy+a6qQnCUj5CAgta/r0WWnnnS+vRmS33a4y1UkPEpDyERBa2nPPTWo31cmpp95VHEI3EZDyERBa3hVXPF4NSJ7qZMwYU530BAEpHwGhFA47bHQ1IltscVGaONFUJ91NQMpHQCiFPNXJ1lsPr0bEVCfdT0DKR0AojXzXwtqpTi680FQn3UlAykdAKJWzz76/GpA81cljj5nqpLsISPkICKWSd1vtvfdHU51sv/0l6b33THXSHQSkfASE0nnttfZTnRx99M3FIQS8/vrr1Y3JfPPNV3yYFnTXXXdVf+f/8R//UXy4xwgIfermm1+oBiQv1177dHEIXfDqq6+mP/zhD+nb3/525VNH28YkL9/97nfTM888U1yFFnHLLbek1VZbrfr7XnrppYtDeoyA0Od+8Ys7qgH55jdPTOPHv14cwhxMmDAh/e53v0sDBw5M8847b7toFJcFF1ww/fSnP01TpkwpPg1N6vnnn0877bRT3e/6G9/4RnFojxEQ+lye6mTHHYelL3/5sLTSSrvMfhe9V5oxY2ZxGClf0f9c+tWvfpX69+9ft+FoW/Juq/XWWy+tvvrqaf7552/32LLLLpvOO++89OGHHxafmibx7rvvpqOOOip96lOfave7XXTRRdMPfvCD9MEHHxRX6TECQkN46qmX0yqr7JSWXHLt2S+MZdKhhx5aHFJaTzzxRDrhhBPSWmutVReLtiXvttpss83S2WefnV577bXqug899FD61re+VTc+7ye/4447av4WGt0///nPdOGFF6bPfe5z7X6X+Q3Dnnvu2e733lsEhIYxZMjw2e+YF6m8KPIumRtuuKE4pDQeeOCBdMwxx1Q+RRQ3/m1Lfgc6aNCgNHTo0PTWW28Vn6Kdyy+/fHagV6l7jv/6r/9KL774YnE4Debuu++ufKos/v4GDBiQ7r///uLwXiMgNJTtttuu+uJYbrnl+uRdVV/JG4kjjjgirbrqqnUbirZl4YUXTjvuuGO6+OKL09SpU4tP0am8a+PEE0+s7OooPuexxx6b3n/ftDKN5uWXX06777573TGuz3/+82n48OHF4b1OQGgo+Z30iiuuWH2hbLnllpWP7q0of1+33357Ovjgg9NKK61UF4u2ZbHFFku77rpruuyyy7plI583SoMHD67bKOWvYcSIEcXh9IFmib2A0HBuvfXWdgd/f/3rXxeHNK1Zs2alm266Ke23335p+eWXr4tF27LkkktWDoiOGjWqxw6K5msH5rRbZMMNN+zT3SJld8UVVzTN7kYBoSH97Gc/q75w8imozbxBmzFjRrr++uvTXnvtlT7zmc/UbRjals9+9rNpn332SX/5y1/SzJm9cxZa24HZFVZYod3Xkg/M5q+3TLsQ+1o+4WGTTTap+3eRT3jIn1QbkYDQkPI79XyAsO1F9KUvfSm98847xWENa9q0aelPf/pTZf/14osvXrdRaFvyGTX7779/5WKwPAVJX8mnhh555JF1p4bmrz2fNpwjSM+YOHFi+uEPf1h3ynV+Q3Huuec29CnXAkLDGj9+fGVXTtsLKm+MG9l7772XLrnkkrTLLrvU7buuXVZeeeV0yCGHpDvvvLP4FH0uX5yWD9IXv+Yc8Kuvvro4nE8gf8o87bTT2v0bz0v+xH3YYYc1xUWfAkJDyweOa19cF110UXFIn8ov8mHDhqXtt98+LbTQQnUb3toNcH6Hf9999xWfoiHdfPPNac0116z7PjbffPP02GOPFYfzMeVdml/5ylfqfr7bbLNNevrp5pnOR0BoePvuu2/1BfbpT386Pfvss8UhvSrvcshXc2+11VaVd4vFjUDb8rWvfS0dd9xx6eGHHy4+RVPIu9Ty/FrF4zb5osUDDjggTZ78dnEV5uKpp55KW2+9dd2/lXy9Tz721WwEhIaXT1msvaCuX79+vXaQuU2erPDMM89Mm266ad2+6tplnXXWqZx+2UzvIudm8uTJ6Sc/+UlaYIEFqt/nggsuPftT1VazP33dNDs0jbuPvlFMmfJuOuKIn7f7GeZlqaWWSqeffnrlmF8zEhCaQj5DpXYX0eGHH14c0u3yZIV5H/VGG21Ud81E7bLBBhtUTjV+4YUXik/RUvKUKvm6nHnmmTctvvhX04or7jA77P+Tdt758nTvvS8Xh5P+dd+bK64Ym9Zee9+05JJrzX7z8a9/w/lNyI9+9KO5ziDQ6ASEpnHGGWdUN9r5NNPRo0cXh3xiebLCk08+eY7XR9T+3Xl+qd///vfppZdeKj5Fy7vuur+m/v0Hp1VX3S+ttdZp1ZmUDz109Oyfx8e7Or6V5Vs377rrlbM/lZ45+9PaQWm55bZMiyyycuVTbLPu1iwSEJpKvrdF24Y8X4iXb570ST3++OPp+OOPr0yDXYxF25J3PeQDyEOGDOmWv7PZzZw5Kw0dOmZ2SC9odz+X9dc/d3ZY703vv9+7uxgbySuvvJP+539ubPdz+frXT5r9SfbQdM01rXXTNAGhqeQD2LWzkX7nO98JTXUybty4ysWKczoTpm3J10Tks2IuuOCCNGnSpOJTMNukSdPSCSfcnvr1O6fdBnPLLS9Oo0Y9lQK/mqY1bdqsdNZZ96cNNjiv3c9i4MCh6fzzH0gzZjTncY7OCAhNJ59imncjtW3of/vb3xaHzFGeuiMfO/niF79YF4u2ZZFFFqncpCdPVNdMFy72tSefnJj23feje9y3Lbvv/qf00EOtfzX7ddc9k7beeni77/2b3xySjj321vTmm40xb1VPEBCaUr6hTttGP59KO3bs2OKQyhW8eQqIfAZRnr20GIu2JU9WuNtuu1WmPG+USeqa1ejRz83+1DaiLiT5fvevv/5ucXjTe+yxN9Jee11d9/3uuefI9OijbxSHtxwBoSnl0x7XX3/9agT+/d//vTIdR9tkhXlqiDwdfDEWbUs+fXKPPfZI11xzTY9NVlhW+Q6TQ4aMTRtueH67jWr+/3POGVd5vNlNnPh+Ou64WyufMmq/x/wpJH8aKQsBoWnl02aXWGKJahTy1d5LL710XSzalnw713xRYj57q7evIymj/Ikjf/Iovjv/7ndHVD6pNKOZMz9MQ4c+WDmuUfs95eMeZ555X+U4SJkICE0tzz1VDEXtkg+456um8xTxfTlZYZnlYyCDB19VF5J8zOSppyYWhzesW24Zn7bb7pK67+OII26snHlVRgJC0+vfv3+7aOTJCvM91ceMGVMcSh/JF9Tls7K22OKidhvffPZWPosrn83VqJ59dlL60Y+urQtHvsZj7NhXisNLRUBoem+//Xblwr58gda9995bfJgG8t57M9IZZ9xTuV6kdmOcrye56KKH06xZjTMtypQpH6STT74zrbde+691s82GpauueqISxbITEKDX/f3vU9Mhh/yl7l39jjtemu64Y0JxeK/Kc3tdcsmjs9+QXNjua+vf/9x06ql3pXfecW+UNgIC9Jk8h1aeS6sYkgMOuC698ELHs/3Wjs1nQs3tWErt+M7cffdL6f/9v8vqvp6DDro+vfhix19PWQkI0KfyO/7LLnusw3f8c5rtt7iB33//64pD2plbQPIxmI4+EY0Z07efiBqZgAANYerU6emUU8bUHXO4/vr6+78UN/R56WxG4LkF5Fe/urPdmE02uSANH95Yx2QakYAADeX55yenH//4z5UNeT5L64EH6qdCKcYjL/lU4Y7m3ppbQIYNe6j695100u1p8mQXl3aFgAAN6cEHX6vEZE5qgzBgwEdXvHd0geLcApLDk0/JnTCh8e9D3kgEBGg6tUE4/fS7q/+9ww6XzHG309wCQoyAAE2nNgj5eo2NN/7oviT5gHyRgPQMAQGaTjEIeZLGtv/PV7sX56Qqjqd7CAjQdIpByHdA3HzzYdU/y0HpbDzdQ0CApjOnIIwY8Uj1z/JsubVnUs1pPJ+cgABNZ05BmDHjH2nQoI9uZvWb3/yt0/F8cgICNJ2OgjBy5JPVP88TNrZNs97ReD4ZAQGaTkdByDPk5ulH2h7LN7TqbDyfjIAATaezIOSLCdseyxMtPv30W52OJ05AgKbTWRDyVeW77fbRHRAPPPC6TscTJyBA05lbEPIMurVj5jaeGAEBmk5XgrDPPqPq4tHZeD4+AQGaTleCkCdjLMajs/F8fAICNJ2uBiHfSVBAeo6AAE2nq0HIZ2DlM7G6Op6PR0AACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQoOlEriyPrEPnBARoOpEYRNahcwICNJ1IDCLr0DkBAZpOJAaRdeicgABNJxKDyDp0TkCAphOJQWQdOicgQNOJxCCyDp0TEKDpRGIQWYfOCQjQdGpjEFnoHgICNJ1iED7uQvcQEKDpRGIQWYfOCQjQdCIxiKxD5wQEaDqRGETWoXMCAjSdSAwi69A5AQGaTiQGkXXonIAATScSg8g6dE5AgKYTiUFkHTonIEDTicQgsg6dExCg6URiEFmHzgkI0HQiMYisQ+cEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEgREAACBEQAEIEBIAQAQEg5P8DEgjrjLtlebcAAAAASUVORK5CYII=)
PN: 3H32-1-A2
CAS: 885959-20-6
Molecule Weight: 140.23
Formula: C8H16N2
![6-Ethyloctahydropyrrolo[3,4-b]pyridine](data:image/png;base64,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)
PN: 3H31-1-9E
CAS: 1141669-88-6
Molecule Weight: 154.257
Formula: C9H18N2
![6-Methyl-2,6-diazaspiro[3.5]nonane](data:image/png;base64,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)
PN: 3H31-1-8R
CAS: 1086395-44-9
Molecule Weight: 140.23
Formula: C8H16N2
Boiling Point: 75-76 ℃
Hazard Statement: H302-H315-H319-H332-H335
TSCA: Not listed on TSCA inventory