| Product Number | 3H31-1-S4 |
| CAS | 151213-40-0 |
| MDL Number | MFCD08458306 |
| Molecular Formula | C7H14N2 |
| Molecular Weight | 126.203 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-1-S4
CAS: 151213-40-0
Molecule Weight: 126.203
Formula: C7H14N2
![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
![(3S,6S)-3-Isobutyl-1,4-diazabicyclo[4.3.0]nonane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABY1AAAWNQEARjQ6AAACJHpUWHRtb2xTb3VyY2UAAHiclZRbb9owFMe/ypGfh2+5I0JVrZo0qd3DaLW9TSYxNBKxKyfcvv2OCVACXbaJoJzL/3dsHw6e3O3qFWy0ayprciIoJ6BNYcvKLHPy8vxllJK76aRAEQpNk5PXtn0bM7bdbmnxqmu1s4YWtiZdfrxrqp5mG1DrlkxyLtjPp8fZgRlVpmmVKTRSTTVuDsFHW6j2sIs/LMFq5TaVYZ2c1W7TVfsluX843TUleT/LZ8zdIwqLaqVhYV2tWthITvHhn2CpjXaq1SXM9xgOaIhnn06eHmyxrrVp0fQVqkKtZq1bFxio7UoXayyGxteHnNSCgJo3s1Y7bXOCKo0VVGvre+fUHrzldUqAkqACUCGoCFQMKgGVgspACY5fzAsUiACbv9J+9ef9m8YjwPvn26WNfZM5SWgaRwJiGgUiOr0iKrIkhQBzoQCJQR6CwGCcwAgPHycZjNBPAnH2j+mjuEMJ7KUfiIDLFDM8kb5oLPDVD157URZn6KUhetjTNE1OXEiD9FwFO8XOrZpO5taUFyZUZU7mvr8o+a4XjTy2kYB1pXa4M1/ASy8B2Qd804eB4AYIh4GwD0TXgFd2AzH90dFH77ZUdFMqHl477gN+jIaBpA/4oRsG0j7gR3QYyPrAYaCHCZ/v/ajiH5jrQRDXR/+Ptgv5wQb+Mlfiak5O/9ZB5nZUPkbYxeyz0x2D5s39wy4uJ4ZX8vQ3QoS1cO2OZu0AACm4SURBVHhe7d0JvOxz/T/wRKSFtAghEdWPVlxrZEtRv6wtVET2hJKffSn56VdEkZ9935dsXSpL/uJSSInrWrvlkmSnm/X7v++v34w533PmnDnve+bMzDnP5+PxfbhmPnPu3Jk539d8P8v785oCABJeU70BAFohQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAGBW//vWvi7POOqt6M9DDBAht9fDDDxdbbrll8ZrXvKY8Vl999eLOO++sNgN6kAChLZ5//vnihz/8YTH33HPXw6N2vO51ryu+9a1vFU888UT1YUAPESCMuEsuuaRYfPHF64Hxpje9qfje975XHHvsscV8881Xv/0d73hHccwxxxQvvfRS9UcAPUCAMGImT55cfPKTn6wHxCyzzFJ85StfKaZNm1Zv89RTTxW77757Mcccc9TbfeQjHyl+85vfNPwkoBcIEGbaY489Vuy0005l11QtFJZbbrli0qRJ1aZ199xzT7Heeuv16draeOONi/vvv7/aFOhSAoS0F198sTjqqKOKt73tbfUQWGCBBYqTTz65ePnll6vNB3TFFVcUSy65ZP3xr3/964t99tmneOaZZ6pNgS4jQEi56qqrig9+8IP1E390Se21117F008/XW06pBdeeKE44ogj+gTRu971ruLUU0+tNgW6iABhWO67775igw026NP1tOGGG5a3z6xHH320+MY3vlHMNtts9Z+9wgorFDfeeGO1KdAFBAgtiSuLPffcs8/g94c+9KHySmSk3X777cWaa65Z/3tiMH6zzTYrHnzwwWpToIMECIOKsYwY04ixjdoJ/e1vf3s59hFjIO100UUXFe9973vrf++b3/zm4qCDDiqee+65alOgA8ZkgHziE58ollhiibJ0xrPPPlu9mxbFLKoJEybUT+AxyypmWz3++OPVpm0TYfGDH/ygmGuuuerPY9FFFy0uuOCCalNglI25APnpT39aP9HE8YY3vKHsoz/ttNPKNQgM7YEHHijXb0TXUe11XHvttct1Hp3y97//vdhiiy2K1772tf8XZnMXG2zw7eKuux6qNgVGyZgKkOg7n3POOcsTzDzzzNMnSOKI/vt11123OPHEE8sBW/qaPn16uWI8Vo7XXrO4krv00kurTTvmpptuKlZaaaVi7rmXKhZZZLNimWWOKP77v68tnnhierUp0GZjJkDi5FebVhrlMuIba3yTjiuS6NKaddZZ+4RJdMfEQG2U0oi24925554744S8SP31iRpWP/rRj8qaVt3ogguuLlZf/UfF0ksfXR6rrXZSceaZtxUvvqgsCoyWMRMg22+/fXniiy6OX/7yl9W7y6qwERZrrbVWnxXTtcesuuqqxU9+8pPib3/7W/WhY9qtt95aBmzttYig/frXv1784x//qDbtOtOnv1AcffRNxYorHl8Pko02OruYNGl8vYfQKWMiQC688ML6CXDXXXet3t1PlN446aSTis985jPlyufGMIljxRVXLCvJjuWyGo888kix9dZb97kyW2WVVYpbbrml2rTrPfTQ08Uee1xRD5E4dtnl8mLqVNV+oZ16PkDiiqG2gnmZZZYZ9hTPWN8QA+wx0B4D7tUwWXrppYsDDzywmDJlSvWhPSm6pA499NDiLW95S/3f+O53v3tMbPb0hz88VGy66fn1EFl++WOLww+/oXjmmeF9JoDW9HSARBnw6HqKk2CsEbj77rurTYYlpvyed955M05Cm/YZSK4dUbNpv/32K/70pz9VH9oTJk6cWLzvfe+r/3ve+MY3FgcccEA5fjRWvPTSyzOuSCcXa611Sj1I4s9xW9wHjJyeDpDvfve79ZPhKaecUr17pvz73/8u97XYfPPNB5zRFQvc9thjj+J3v/td9aFdJ3YAXGeddfo8/wjJsTzeE1cdcfURVyG1IImrk7hKAUZGzwbIb3/723rNpC9/+cvVu0dUdPvEnt5bbbVVMe+88/YLk+gCih32rr322upDOyp2/Ivn1ThpYNllly2uu+66atMxK8ZBdt75sj7jIzFeEuMmwMzpyQCJldBx0q5dCYzmAsHoNovNj6LoX1SMrYZJlPzYYYcdiquvvrrtpT6aiecYM85ix7/a84qpzbH+pdUy62NNzMyKGVq1EImZWzGDK2ZyVdXarLDCccWDDzYPmlq7qma3V7XabryKXoD4HH/2s58tFlxwwXLCS1Qk+NjHPlaW/B9opmDt8z6UVtsxuJ58BTfaaKPyzZ999tk73oUUV0Ix86txDUXtiBN4TImNacWjtZ4iwi12+Ks9h1g8GTsAjmbIdqtYIxJrRWLNSO3kvc46pxc339y3SGPj1co++zQvFtksAJrdXtVqu/HohhtuKBZeeOF+v1ONR4zhxZeiRq0GQ6vtGFzPvYLxjaT25v/P//xP9e6OilXSsSdG437gtSNmPUVF2Ysvvrgtg9Yx5Th29Gv8Oz/3uc+VO//RV6xaj9XrEya8Mj6y995X9rm/dmKPK5Bllz2muOuugasWNAuAZrdXtdpuvInwqFV9jlmQMb75l7/8pbwiiW7Z+D3bf//961fYjVoNhlbbMbieegXvuOOO+lTb2Hu7m7tjbrvttvJD3rjpUu2IGV5f+tKXinPOOWemiz3Gzn1xOd+4niVmi8VOfwzu7rsfLY466vfFlCn/7HN77cR+yCHXl//dcceJfe6vaRYAzW6varXdeBLT8GtX89tss82g3cAxBT++lDVqNRhabcfgeuYVjG/tsf9EvOnvfOc7i4ce6p3ZNDG9+Pvf/365TqUaJlG7KzZoit33htvNFI9pHIeJ9TCxs1/s8Ede7cQeVyqrrHJi+edqN1dju6pmt1e12m48OeGEE8rPcnTDDhYezbQaDK22Y3A98wrGoHW84VEh9rLLLqve3TPiUvyQQw4pCwJWwyQu22O6bfwSDVbsMXboi536ao+L2Wjx+gz2GFrXeGI//vhbyj9vttnPK62aB0Cz26tabTeerLfeeuVnujq20apWg6HVdgyuJ17BGDeolRaPaaljxbRp08orhoGKPUYoRLHHo48+ul7sMXbki0v2xjLr0SaqEDNyGk/sMUtr7bVPLf//yiv7btvbLACa3V7VarvxZKGFFio/1/fee2/1rpa0GgyttmNwXf8KRkXd2AEv3uwYUBtuqZJeEVMSjz322HJsZ6Bij4sttli9VH0cMX05duxj5FVP7Oeff0f5/xtscHafar/VdtXbWz14VW0sLzvRpPH3ppWDmdPVr2CsZ1httdXKNzoGnu+6665qkzEp1rlEsceY/14t9hglW2KHvrEapN2gemKP0Fh//bPK2yJMmrWr3t7qwasESG/p6lcwihjW3ug4oY5HMdOkVqo+Dlcd7TfQif2KK+4tb/vUp06tLz4cqN1gt1e12m480YXVW7r2Fbz++uvrpUo22WST6t3jShRwrH3gYx0M7dXsxB4D6XF7DKyHZu2a3V7VarvxpJOD6DfffHOx3XbbFR/4wAfK7uL555+/WGONNcoCqwxs6Fe6A2KxUG0uePT9P/nkk9Um48oXvvCF+gd+LE0i6FbNTuw33TStvH3VVU8sp/g2a9fs9qpW240nnZzGG3XiYlJLbLIW66tiVmNUkfjwhz9c7Lvvvn3a8oqhX+kO+PznP1++uTGYHFNWx7vG0iQxzZf2GuzEHosK475DD53UtF2z26tabTeexNherc7dtttuO2iIRPduVMtuNFAwDKTVdiGqOUQlCfpr7RUcRccdd1z9zT344IOrd487MZGgcaOruCKjvQY7sUdZkyhvEmVOmrVrdntVq+3Gm8ZSJrH4NhbMTp06tQyX6I2IrqbYx2a0SpnE3x2LdOmvtVdwlEyePLkskBZvbKxviJPneBc1rmof9jhivUjUBKJ9hjqxR4HFWpuB2jW7varVduPRpEmT6gPqzY6YmVmdXNNqMLTSLrrSr7nmmmL55Zcv9t577+rdFF0UIHFSrHXVxJ4bsWiOorj88sv7/eJEnS3aZ6gT+7RpT/XZqKqq2e1VrbYbr+KcEAtp11133bJkT1yVxDT2KOceYxLtKude/X2LL7ODdaWNZwO/gh3wzW9+s3yzYpX1L37xi+rd49Zhhx3W7wN97rnnVpsBI+zhhx8uzjjjjHKPn+gyo7+uCJDYOrZWnmPnnXeu3j2uxUBiNUC+973vVZsBbXLVVVeV3Wn01/EAiXpQtcGwj370o/r3K6JOVjVA2r2FL/CqqJId3Wf019EAiUHyWKgTJ8UYELvzzjurTca9WMxUDZCYrw6MjhiHjLUg9NfRADnooIPqJ8VYQERfMQuksfJu7YiBRGBkrbjiiuUmb1FGJXpCopBrnJdiAH/ixIE3FRvvOhYgMde7VnX2i1/8YvVuilf2/aiGR+2IDzcwcqJ8UlR9iPGOKKMUV/8bbrhhea5iYB0JkFgMtOiii5Ynwve85z3lN236O/nkk/sFR+2wZe3o+vGPJ834onNuOYWX0RelRaIm1XB37aS9OhIgsR94nATjCiQWDDGwPfbYo19w1I4jjzyy2pw2WnPNk8s1GxddZJyuE6IGXHzud9hhh+pddNCoB0itWFocMQZCc7FXejU4aseOO+5YbU4brb66AOmkmHkYn/uNN964ehcdNKoBMmXKlHK2VXwQVl99daVKhrDkkkv2C47asdZaa1Wb00YCpLMESHcatQCJQmhRgiA+BLHuI9Z/0FyUTph99tn7BUftWHjhhasPoY0ESGcJkO40agGyyy67lB+AmJYaK88ZXGzfWw2NxiNexxhYZHQIkM4SIN1pVAIkalvV1jNEzSuGdvHFF/cLjepxyy2v7IxH+wmQzhIg3antARJVdaO6brz5UW1XqZLWHHroEcUcc7x90OOss86vPow2ESCdJUC6U1sDJAbJY7A33vjY5yP2+6A1u+76s2LBBTcc9PjRj86qPow2ESCdJUC6U1sDJHYUrHW3xE6DtO5rXzt3xhXb4YMeu+2mvMJoESCdJUC6U9sCJMpw1EqVxB7nDM8aa7xywhrs+NKXzqs+jDYRIJ0lQLpTWwIkSpXE3t3xhi+yyCJKlQzT449P7xcWAx0rrXR88dJLL1cfThsIkM4SIN2pLQGy6aablm92FCSLAmUMz623PtQvLJodajONDgHSWQKkO414gOy66671cY8DDzywejctuPDCyf2Cotlx3XV/rT6cNhAgnSVAutOIB8h8881XvtFzzjln2ZXF8B122KR+QdHsOP30P1UfThsIkM4SIN1pxAPktNNOK1772teWb/ZXv/rV6t20YOedL+sXFM2Ogw66tvpw2kCAdJYA6U4jHiBh//33r3djRaAwPOuvf1a/oGh2bL21sjCjQYB0lgDpTm0JkCgEuMoqq5Rv+FxzzVXcc8891SY08fzzLxUTJhzbLyiaHWuvfWr1R9AGAqSzBEh3akuAhL/+9a/FW9/61vJNnzBhwowT4/PVJgzg3nsf6xcSQx1PP/1c9ccwwgRIZwmQ7tS2AAkXXHBBvStrt912q97NAK688r5+ATHUcdttD1d/DCNMgHSWAOlObQ2QsN1225VvfAys/+pXv6reTcXxx9/SLyCGOi69dEr1xzDCVl75kGKppQ6c8aXo1updjAIB0p3aHiDTp0+f8Yu3VPnmzz///MXDD/u2PJh99726X0AMdRxxxI3VH8MIe//7Nyre+c5PFmeccXn1LkaBAOlObQ+Q8Oc//7lcFxIfgE9/+tPFyy8rv9HMZpv9vF9ADHXsuusvqz+GETbvvAsUs876+uKEE06q3sUoECDdaVQCJPzsZz+rj4cceuih1bv5P6uuemK/gBjq2Hjjc6o/hhH2tre9rfzsHn/88dW7GAUCpDuNWoCE9ddfv/wQzDHHHMXNN99cvXvce+SRZ/uFQyvH8ssfW7z44kvVH8cIEiCdJUC606gGyKOPPlostNBC5QdhiSWWKJ5++ulqk3Ht97+f1i8cWj2mTlXxuJ0ESGcJkO40qgESrrnmmmLWWWctPwybb7559e5x7bzzbu8XDK0e11zzl+qPYwQJkM4SIN1p1AMk7LfffvXxkDPOOKN697h1440PFEcffVPquP32f1R/HCNIgHSWAOlOHQmQKHWy8sorlx+Iueeeu7j33nurTaCrCJDOEiDdqSMBEqZOnVrMM8885YdiueWWU+qEriZAOkuAdKeOBUg477zz6l1Zu+++e/Vu6BoCpLMESHfqaICEbbbZpvxgRKmTK664ono3dAUB0lkCpDt1PED+9a9/Ff/xH/9RfjgWWGCB4h//MBhM9xEgnSVAulPHAyT86U9/Kl7/+teXH5B1111XqRO6jgDpLAHSnboiQMIRRxxRHw857LDDqnePK7W1HSuscFzx4IPNF1vW2tF+AqSzBEh36poACZ/73OfKD0mUOvnDH/5QvXvcaFwguM8+V1XvrhMgo0eAdJYA6U5dFSD//Oc/iwUXXLD8oLz//e8vnnnmmWqTcaHxCmTZZY8p7rrr0WqTkgAZPQKkswRId+qqAAm/+c1v6qVOtthii+rd40ItGA455PryvzvuOLHapCRARo8A6SwB0p26LkDCPvvsUx8POeuss6p3j3m1YHjiienFKqu8Ut795psfrDYTIKNIgHSWAOlOXRkgUepkpZVWKj8wUerk/vvvrzYZ0xqDobbFbWw0VSVARo8A6SwB0p26MkDCX/7yl+Itb3lL+aFZYYUVihdeeKHaZMxqDIbp018o1l771PL/r7zyvqbtaC8B0lkCpDt1bYCEc845p96Vteeee1bvHrOqwXD++XeU/7/BBmf32Tiq2o72mDx5cjH77LOXn8M111zTYtdR9sQTT9Qn18w333zFY489Vm1Ch3R1gIStttqq/OBEqZOrrmo+pXUsqQZDhMb6659V3hZh0qwdI+vxxx8vdtppp+J1r3td/YtMHLHoNT6Xd9zx6nvByHvppZeKY445pnjHO97R5/WPq8Ejjzyy7Oqms7o+QJ599tniAx/4QPnBede73lU88sgj1SZjzkDBcMUV95a3fepTp5bdWs3aMfPixHTUUUcVb3/72+snrTiJxbffxhNZHFE54de//nX1RzCTYjbmRz7ykfrrHGvD4jxQq1gRx1JLLVVceeWV1Ycyiro+QMIf//jH+gfns5/9bPXunvTccy8Wv/3t1OLqq++v3tU0GGIgPW6PgfXQrB15cZX7oQ99qM+JK7pPY/vl5557rthhhx36hUgcH/7wh4uTTjqpbENeTJiJcY7G1zYWGN9zzz31+zfaaKM+96+33nr2FOqQngiQ8JOf/KT+gYk/96K4cogrib32urL4+MdPqAdAdTfBZsFw002v7Jm+6qonllN8m7Vj+O67775igw026HNiiv+P26vOPffccnZgNUTimH/++YuDDjqoePTRgRd/MrBYNBzT9xuvMJZccsmmFbqvvvrqMrRrbSPo99hjj+Kpp56qNqWNeiZAQlx9xIclPmS33npr9e6u9OyzzxcTJ95dfOc7vypWWun4+km/dmy55UUzvt32/dY6WDDEosK479BDJw3ajtbElcVee+1VnoBqJ6MPfvCDQ463xTfij33sY/0CpHa84Q1vKK9W7rrrrupDqTj11FPL7unaaxdjHFEbb6iZl9HVePTRR/fpaowAP/HEExVkHSU9FSAx/lH7oEV/aIyPdKMnn/x3cfHFU4qddrqsLEdSDY0ttrhoxi/NH4tp0wb+tjRYMERZkyhv0vhzG02Z8s9i++1/UZx88q3F88+/OmOLvuIEc/LJJ5dbCNROPnEiirGPVgdn//3vfzft0qodMfkjumCuueaa6sPHvRtvvLGcol97rWabbbbiG9/4xrCv3mKywy677NJnssOyyy5bXH/99dWmjLCeCpAQ3wzjlzI+JF//+terd3fMo4/+q7jggsnFdttdWiy33LF9AiNO+FtvfUlx9tl/Lh5+eOj6XgMFQ6MosNj48xtFcNRu/8//PHPG63V/n/spikmTJpXbKNdONnHiidlW2emhMd18rrnm6hce1WPppZcuzjjjjCG/WY91Dz74YLHZZpsVs8wyS/21ienRt99+e7XpsNx5553Fpz/96T6veawf+dvf/lZtygjpuQAJ0eVQ+4DEL2+nRBicddZtxVZbXVyGRONJPUIkrgR+/vPJZbgMx0DB0CiuXJZf/tWQahTdYQcc8Js+z2fbbS8p7rlneN/qxqJp06YVX/nKV/qcuNZee+1yncfMii6tj370o/1CY6Aj1jT88Ic/LL85jycxwSDGh9785jfXX4v3vve9xUUXXVRtOlN+8YtfFO973/vqf8cb3/jG4rvf/W4xffr0alNmUk8GSHyDq136xmr1WLU+WuLkfcopfyy+9rUL+wRGHNGttPPOlxWXXDKl7MbqpBiYj66y2nObMOHY4uCDry0H38eb6Go68MADize96U31k8riiy8+4326pNp0psTfs/322/cLjGZHPJ+48hlooH6sueCCC4pFF120/m+PK7Yf/OAHbZu19vzzzxeHHHJIvZpFHIssskhx9tlnV5syE3oyQEJM56t9OFZcccW2dgvcfff9xU9/enGxySbn9AuNGBjfbbdflwPlMWDebS677O5inXVOrz/f1VY7qbxqalzRPpbFjKn3vOc99ZNIzJ6Kb/9xgmmXOEm10qVVO6L69IYbbjgm++xvu+22YvXVV6//W6P7Oaps//3vf682bYsYN41Fn7UK33Gsssoq43q/oZHUswESolJv7UOx9957V++eKbHN7n777VdOJZxjjnmLBRb4bLHUUgeWJ+GYgrv33leWtalqi/q6WTzHo4++aUbQvjoLbKONzi5uuGHs9g3H2qFPfOITfU5cMWb28MMPV5u2xd13391yl1bjsfzyy5eh1+pAfreKvX222267cmC89m+LAqk33XRTtemoiMBYddVV688lAiWCRVmamdPTARLi20ztAxFzw2fG7373u3IuefTLNv5SzzLLbMXii3+62H33M4v/9/+mlosAe9FDDz094993RZ8rqF12ubz461+frDbtWfGNc5tttunzjfPjH/94ccstryy+HE3RpRUn0WpItHJEd8uPf/zjnlvXED0Bhx9+eDHPPPPU/y0LLbRQcfrpp1ebdkSMmcZrW3tu0YsRXV3tvCIdy3o+QGIBUuxeGB+GGJyMbz7Dce211xbf+ta3ine/+939fonnnXfe8ltKlKp4/vnuv9Jo1S23PFRsuun59RCJAfnDD79hxmvZnv7o0RAngDjhNvZ5x3vaDfvJxHMYTpdW4xFdbt/+9rdnhPxfqz+26/zyl7+slx2KY8455yyv4rttun0Mpsegegyu157rEkssUQ6+Mzw9HyAhLk9rC8Fizv1gomsgpgLHYGfjGoDaEetMYi561OKJYm5j1UsvvVxceOHkYq21TqkHSfz5oovuLO/rJZdddln9S0QcsYjvgAMOKP71r+HNfmunWFDYWNtpuEdMNf7iF7/YsS6gwcS/rbbIt3bEc506dWq1aVd54IEHymm+jbPyPvWpT5XTgWnNmAiQcNhhh9U/BLGKtVF8O41vR9EHXq3sGUdc0u66667Fdddd1+dx40FcdRx22KQ+04K//OXzZ4TyQ9WmXWfKlCnFOuus0+e93GSTTbp23n9889122237ff6Ge0SX3IUXXtjxLzhPPvlk8Z3vfKde6j6OWJ0fV/W9JCYvTJgwof5viLDeeeedx90064wxEyCxsjgqo8YHIEqd/P73vy/nl8eCpcZujdoR0zhjPUk3fqPrhKlTnyinIDeOj+y555XFtGndt34k9oeIbsfGlcfLLLNMz3wBOPPMM/ushcge8RmOL0uj3UUUwXXccceVXby15xJ/jts6HWpZcf6IYphRCqX2b4rKBP/7v//b8xMa2mnMBEiIGRW1bqnaavXGI2oc7b///sWf//zn6kP5P5Mm/a2coRUBsuSS+xeLLbZRceCBP+qK7qCB9oeIEusnnHBCz9U+mtkurcbjrW99a7H77ruXK7zbLa4uGmuAxdVHXIXE1chYELXRYiJNY220KNo4sxN0xqoxFSBh4sSJfX654pvp97///XJaJa2JNSJnnvnHGSe4b8y4enul4unCCy9cluHolKgl1XjCjRPXf/3Xf/XcLKVG0aUVM8aqgZA94jX56le/2pZCozGeEeMajX/fZz7zmTFbLDLKw6+//vp9/r1RRn48LPocjjEXICHWhERf+GiuUB+LHnvsyWLHHXftM5d/5ZVXHtVuv3gPP//5z/f5RW7cH2IsiGAeiS6txmONNdYoLr300upfNWzRPRYzqWJGVe1nx0yrGFMcD2LDqui5qP3bo3s8ur5j9idjNEAYWbGocrXVVqv/Eo3GauLh7g/R62JCQOP+FiN1xMk+Sp5n6kBFsMUajtrPirUdscajnVUfulGMgfzsZz8ry8zXXouYrXnKKadUm/YR64CiyzVmqMUSg/gsx3Tu6AKMz/ZAixhrP38orbZrt84/A3rG+eefPyr1jGJ/iPiFq/090cffyv4QvS5O8ltvvXW/EBiJI8aN9t1335ZW4scVZqwarz02rkBjQeRw11iNNVGt+Zvf/GafyRtROWCgMdUbbrih7Patvg+NR6xDib1LGtXuG0qr7dqt88+AnhLfqmJMqbEwYazcv/jii6tNhy0qAYzE/hC9rh1dWrUjBoe33HLLAU96cUUZV5aNE1CijlVcgfKqO+64o1hrrbXqr1HsXNkowqM2CB8l/ONKJbpi43cnZhBGQMdkntpkkEa1nzmUVtu1W+efAT1poD0d4pcqs6dD/KzNN9+83/4QA53kxovo0mrcm70dR+ydEWMZcQUZV5KNq+XjSjMq6NJcfGmKIpiNX57itayVSokJEoNNAY4ZX/E71Kj2+g+l1Xbt1vlnQE+LXeXiMr72gY6rhh133LGlzZma7Q8Ri+QoyqnTUUqneuIf6aNxIWC8F/GejHS35HgRU8rjdYwZg4OFRzO192EorbZrt84/A8aEuEyv7mt95JFHNv0lim+3iy22WL19fPs9+OCDnbgGEIUI29Wl1XgstdRS5aZb5K233nrla1kd22hV7b0YSqvt2q3zz4AxI2ZOxRTqxplTcVKKqZA1A+0P8bWvfa2tM7rGgqjP1K4urQin+ObMzKvNWot1JBm192QorbZrt84/A8ac2OwrFl01nqSiZtWmm27ab3+IKDlDa6JLK+q5VQMge0TJ+6jNxcipfXnKTJsO1fdoqKPTOv8MGLOiovFAaxu6aX+IXnTaaaf1mQWXOWJBaCtTehkeAQIjKMZAYiFbbYOn3XbbbdSL/41FkydP7rNCutUj1tf0WrXcXqILC9ogul9iDjwjJ17TWNNRDYmBjpgVFPum0F6dHES/+eabywWfUX0gSs9EZeEoaXPeeef1aTeShn6mQFeLlfvNurRisVqU0+jVMuu9ppPTeJdddtmyYkMU04wJLbEAN9b5RDdyVCFoh6GfKdD1ql1aUW4j9kyxKdLoimnote2xY4LCYCESCwljAW2jgYJhIK22C1F4NPZEaofWngHQ9aJLK0qRxApz27J2TmMpk9hOIq4Qoxx+hEvsmxJdTbHl8miVMom/O9ZltUNrzwCAlk2aNKlPJeOBjuh2jF0QG7UaDK20izHH2EcnKkXE+qx2GPwZAJASxRNjBmJstR1VGuKqJBZtRjn3GJNoVzn3alBFXbnButJmxsDPAICeFut8orJzbPMdXWbtIEAAxrCrrrqq7E5rBwECMIY99dRTZfdZOwgQgDHs8ssvL9eCtIMAARgDVlxxxeKcc84py6jEAP4DDzxQLmyMAfyJEydWm48IAQIwBlx//fXFF77whXK8I6peRymT2DEx1qW0iwABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAyv8HKb0WDW5v2/QAAAAASUVORK5CYII=)
PN: 3H32-1-S6
CAS: 1072102-31-8
Molecule Weight: 182.311
Formula: C11H22N2
![(8aS)-8a-Methyl-octahydropyrrolo[1,2-a]piperazine](data:image/png;base64,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)
PN: 3H31-1-4S
CAS: 1261569-85-0
Molecule Weight: 140.23
Formula: C8H16N2
PN: 3H31-1-G8
CAS: 524674-30-4
Molecule Weight: 168.284
Formula: C10H20N2
TSCA: Not listed on TSCA inventory