| Product Number | 3H31-1-12 |
| Purity | 95 % |
| CAS | 7144-05-0 |
| MDL Number | MFCD00006007 |
| Molecular Formula | C6H14N2 |
| Molecular Weight | 114.192 |
| Units | Price (USD) | Availability |
|---|
![2,7-Diazaspiro[3.5]nonane dihydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB0zAAAdMwGOF8u6AAAB7XpUWHRtb2xTb3VyY2UAAHichZRfb5swEMC/ysnPwzY24DQKqapVkya1e1g7qW+TA06KBHZlyL9vvzMZC7QbS4zufL7fcT6fWd2emhoOxreVszmJKSdgbOHKyu5y8uP5S7Qgt+tVgU7oaNucvHbd25Kx4/FIi1fT6JOztHANuawvT2018TlK6vyOCc5j9vL48NQzUWXbTtvCINVWy7Y3PrhCd30W/3gFa7Q/VJZd3FnjD5doPwUPg9NTW5LrXj7j2h2isK1qA1vnG93BQXCKg3+CnbHG686UsDmjWdIE975ePd67Yt8Y26EaIlSFrp86vy/Q0LjaFHsMhsrX+5w0MQK6c82d9/oMQQtmHYMWoCXoBHQKOgOtQC9A34COOT4x1rg24SXP5zeDmdYQBnzD5/LvNSyOyAkmiz+QVCUoophmMs4gElQJnl3nnKaJUIC7E0pCTFWGQtBUXmeXNQLna9TfIkppygVGSWgSSwWRpFIkajzni+A3yMGeYlYqGSRWg/0px3q1cbYcqVCVOdng3oPLd7NtMY2+SAScL43H7gsBgusYEFMglHQekFMgHMA8kHxI6T9AOgXC+c4D2RQI3TAPqCkQemceWEyBvtPmiZspMTTmHBJCvtv43xE2Ono23BpUP9woNrpuDD8y619rz1nqtn7ZyQAAH5xJREFUeF7t3QmYHHWZ+HEIkAgICEgADccCIpcryCWHiIJRUI51hYj6uAis60H0UQTx74OwPCoCIijEFRJAHhBlkVtEEEVA8AHDfWgg4ZIrkAAJCSQEqD+/waqd+THJ9LyZ6Zmu+nx8+nlM+q2unqJqvpme7qolCgAIWCL/CwBohYAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIDAa5Y4dYnqBp1oKPbh9q2JRors1JFlnnrxqeLku08u9r5y72L9X65frHTmSsUyE5cpVjtrtWLrC7cuDv7zwcU1j11TvPra/3oTWSfNENk3Ist04j7cvjXRSJGduj/LzHt5XvHNm75ZLH/68j2WW9ht4/M2Ln77yG/zh+nXOmmWyL7Rn2U6eR9u35popMhO3eoy01+YXmx38XZvOMBaueUWdR/NFtk3Wl2m0/fh9q2JRors1K0s89IrLxU7XLJDj9mNztuoOOmuk4rbZtxWzJw3s1jwyoJixoszuv78P/f8T/Ghyz9ULHnqkr0+bivrpJki+0Yry9RhH27fmmikyE7dyjJH/PWIambEaSOK7936vYW+NtzdlOemFLtfsXv+1y2tk2aK7ButLFOHfbh9a6KRIjt1X8s8N/+5YsUzV6xm0oG3uPpaJ80V2Tf6WqYu+3D71kQjRXbqvpY59d5Tq/vTj/yt/KutL32tk+aK7Bt9LVOXfbh9a6KRIjt1X8uMu3pcdX96vXgg9LVOmiuyb/S1TF324fatiUaK7NR9LbPhrzas7k+/XBwIfa2T5orsG30tU5d9uH1ropG679SRW29W+fkq1f3PzHsmvzukr3XSXPk+2d9bb+qyD7dvTTRSfjD199abpScuXd2f3uY4EPpaJ82V75P9vfWmLvtw+9ZEI+UHU39vvanLv97oDPk+2d9bb+qyD7dvTTRSZKfua5m6vH5MZ4jsG30tU5d9uH1ropEiO3Vfy9TlHSx0hsi+0dcyddmH27cmGimyU/e1TPf30KcTy3Xqe+jpDJF9o69l6rIPt29NNFJkp+5rmWfnP9vjU7w/uO0H+Ui/9bVOmiuyb/S1TF324fatiUaK7NStLJOfR+jY249t6V9x6TxCH73io/lft7ROmimyb7SyTB324fatiUaK7NStLJPOZLr9xdv3mN30fzctfnzXj4vbZ9ze9S+89PbIdEbT9Oef3fuzYuzlY4fVmUzpDJF9o5Vl6rAPt29NNFJkp251mU6/lgKdIbJvtLpMp+/D7VsTjRTZqfuzTHk1t+VOX+4NB1hvt/QvvCseuSJ/mH6tk2aJ7Bv9WaaT9+H2rYlGiuzUkWXS9aR/ctdPir2u3KvretLpF5Tp075vPeutXdeTHn/D+OLax6/NF6tE1kkzRPaNyDKduA+3b00A1IqAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIACECAgAIQICQIiAABAiIDTO1772teId73hHscceexT777+/Wy+3sWPHFhtssEFx4okn5psPKgJCo1x//fXFEkss4dbibckllyyeeOKJfDNCFwGhUXbaaac3fJN0W/TtgAMOyDcjdBEQGuP888+vvimOGDGiOProo4uf//znbr3cvvKVr/TYVpMnT843JwgIzfDiiy8W6667bvVN8fOf/3w+QmbXXXetttcOO+xQvPrqq/kIDScgNMJ3v/vd6pvhW97yluKpp57KR8jcddddxdJLL11tt3PPPTcfoeEEhNp79NFHize/+c3VN8If/ehH+QgL8eUvf7nabmuttVYxd+7cfIQGExBq7zOf+Uz1TfCd73xn8dJLL+UjLMTMmTOLVVZZpdp+Rx55ZD5CgwkItfaXv/yl662o5TfAyy+/PB+hDyeffHK1/ZZbbrni4YcfzkdoKAGhttIvfbfZZpvqm99uu+2Wj9CCBQsWFJtuumm1HceNG5eP0FACQm2dddZZ1Te9ZZZZpvjb3/6Wj9Ciq666qtqW6Se66667Lh+hgQRkmHrllVfyv6Ifnn/++eJtb3tb9U0vnb6ExbPnnntW2/M973mPfRQBGW7Sa/bpX8vpID388MPzu2nRt771reqb3WqrrVY8++yz+Qj9dP/99xejRo2qtuvEiRPzERpGQIaRKVOm9HjHS3qp4JxzzsnH6MMDDzxQvOlNb6q2489+9rN8hKDDDjus2q6rr756MWvWrHyEBhGQYSLFo/tLLuVtqaWWEpF++vjHP15tv3e/+91eahlAs2fPLtZYY41q+37jG9/IR2gQARkG8niklwnGjBkjIgF//OMfewT4mmuuyUdYTKeffnq1fUeOHFncd999+QgNISBDLI9Heunld7/7XfH44493fehNRFr38ssvF+9617uqbfaJT3wiH2EApJ/ottxyy2o7f+xjH8tHaAgBGUILi0dJRPrnpz/9aY9t+eCDD+YjDJA///nPPT6g2X2/pTkEZIj0FY+SiLTmmWeeKd761rdW2+nb3/52PsIA22+//artvckmm3R94JBmEZAh0Go8SiLSt69+9avV9nn7299ezJkzJx9hgD3yyCNdpzYpt/uPf/zjfISaE5A26288SiKycPfee2/12Zl0O/vss/MRBslRRx1VbfeVV165mDFjRj5CjQlIG0XjURKR3n34wx+utsl73/teFz5qoxdeeKFYe+21q+3/xS9+MR+hxgSkTRY3HiUR6emyyy6rtkW69OpNN92UjzDIfvWrX/XYH++88858hJoSkDYYqHiUROR18+fPLzbccMNqO3z2s5/NR2iT973vfdV/hw9+8IP53dSUgAyygY5HSUSK4vjjj6++/nTFwbRNGBq33HJL10+A5X+PCy+8MB+hhgRkEA1WPEpNjsj06dOLlVZaqfrav//97+cjtNmBBx74z/3wTcVmm+1UzJvnyo91JyCDZLDjUWpqRA466KDqa15vvfVe+2Y1Lx+hzVLUR4/esHjLW7Yo1ljjI8WECZflI9SMgAyCdsWj1LSI3HrrrT1eLrngggvyEYbIhAnnFWuvvV+x4YZfK7bd9kfF00/PzUeoEQEZYPfdd39b41FqUkS6/8L2Ax/4QH43Q+illxYUu+9+SrHllqd23Y488pp8hBoRkAE0bdrjxUYbjS2WWWbFtsaj1ISIeMvo8HfddQ9XAdl669OKu++eno9QEwIyQB5++Llip52+X4wZs0/Xa8ArrDC6rfEo1Tki6UNr66yzTvW1+dDa8HXwwZdXEfnc5y4ufLazngRkAKR4fOQjZ3cdLBttdHix/vqfKq6++sZ8rG3qGpH//u//rr6mdNqMp59+Oh9hmJg27Zli220nVhG5/HLXDKkjAVlM3eORbtttN6m4/vop+Vjb1S0i6cR9yy+/fPX1nHTSSfkIw8zxx99QHRe77XbOaz9BOltv3QjIYugtHjfe+I98bMjUKSLdTx2+8cYbO3V4B5g1a16xyy5nVcfHT3/613yEDicgQcM9HqU6RMTFizrX+effUx0j229/evHYY7PzETqYgAR0SjxKnRyRdPnUrbbaqnruLp/aWV555dVi3Ljzq2PlsMN+n4/QwQSknzotHqVOjcgZZ5xRPeeRI0cW993nl7Gd5uabH6uOl3S75RbnLKsLAemHTo1HqdMiMnv27GKNNdaonu8hhxySj9AhvvGNK6vjZr/9ft31kwmdT0Ba1OnxKHVSRA477LDqeY4ePbqYNWtWPkKHePTRWV3HTHn8XHDBvfkIHUhAWlCXeJQ6ISJTp04tRo0aVT3HiRMn5iN0mFNOuak6hnbd9azXfsKcn4/QYQSkD3WLR2m4R2SvvfaqntsWW2zR9ct0OtvcuS8VH/7w/x1LJ5wwdB+2ZWAIyCLUNR6l4RqR3//+99VzSm/fve666/IROtRll02pjqf0SfWHHno2H6GDCMhC1D0epeEWkfQBwU033bR6PuPGjctH6GDpnFif/exF1XE1fvxv8xE6iID0oinxKA2niJx88snV81h22WVf+2/xcD5Ch7vjjieLrbZ6/dhKtxtueCQfoUMISKZp8SgNh4jMnDmzWGWVVarn8J3vfCcfoSaOOOKP1TH28Y+f99pPnn7H1YkEpJumxqM01BE5+OCDq3WvtdZaxdy5rmZXV9Onzyl23PH06lj7xS9c16UTCcg/NT0epaGKyN13310svfTS1XrPPffcfISamTTplup423nnM4tnnnkxH2GYE5BCPHJDEZFdd921Wt8OO+xQvOoKRLU3f/7LxR57nFsdd9/7nnfbdZrGB+T55+d3XatAPHpqZ0Quvvjiaj0jRowo/vpXp/1uiquvnlYde+nytzNnvpCPMIw1PiC33/6EeCxEOyIyf/78Yv3116/W8bnPfS4foea++MXfdB1/73vfGT6d3mEaH5B0Urcjj7ym6wRvN930aH534w12RI499tjqsVdYYYXiiSeeyEeouTlz5ndd8vaBB3yosNM0PiD0bbAikmKRolE+booJ0DkEhJYMRkTSy1Xl46WXsdLLWUDnEBBaNpARSb8oT78wLx8r/SId6CxtC0j5i+p0a1Ury3SfSbdrr30oH3mDVh6X3g1ERNJbdNNbdcvHSG/hhWSwjudWZnKRZZqmdgHZZ5//7fNqZ608Lgu3uBFJHxIsl00fHkwfIoRksI7nVmZykWWapnYBSbcLL/xbPtZDK4/LokUjkk5Pkk5TUi6XTl8CpfxYHqjjuZWZXGSZpqllQNJFa158cUE+WmnlcelbJCLpBInlfDpxYjqBIpTyY3mgjudWZnKRZZqmVgHpfrWziRNvyUcrrTwurelPRNKp2dMp2svZdOp26G6wjudWZnKRZZqmVgG54IJ7q/+fPtW6sJOztfK4tK7ViOy7777VzGabbdZ18SjobrCO51ZmcpFlmqZWAXn55Ve6ri1Q/vnYY/+cj3dp5XHpn74iki5Lmy5PW96fLlsLucE6nluZyUWWaZpaBST5wx8eqP6crrmczrSby5dhYCwsIq+88kqxxRZbVH+/11575YtCl/zYHKjjuZWZXGSZpqldQJL99/+/ay4feuhV3aZf19syDIzeInLQQQdVfx41alQxderUfDHo0tuxORDHcyszucgyTTMkAYncFqa3mVtuebzH39955/RuS/S+DAMnj0j322GHHZaPQ6W3Y3MgjufuM5EbvatlQJKvfvWK6u8PPPCSHvctbBkGTm8RSSdOnD17dj4KlYUdm4t7PHefidzoXW0DMnXqzK4L1JT3/elPD1b3LWwZBs7LL79c7Lnnnj0Ckj734UqDLMrCjs3FPZ67z0Ru9G5IAtKqVpZZ1MxRR11T3ffv/35edUqERS3D4kvxGDdu3Btevkq3M888Mx+HyqKOzcU5nluZyUWWaZpaB+TJJ5/vuspgeX96X3myqGVYPL3FI33mo/z/a665ppexWKhFHZuLczy3MpOLLNM0tQ5IctJJf6nuHzv27OKFFxb0uQwxvcXjgAMOKJ555pli9OjR1d8dfvjh+aLQpa9jM3o8tzKTiyzTNLUPyKxZ84qddz6zmjn11Ml9LkP/LSwe6TMgyWmnnVb9fXor77Rp07JHgME7nluZyUWWaZraByQ566zbq5l0SoRWlqF1fcUjSf9/8803r+7fe++9uz0CvK6VYzNyPLcyk4ss0zSNCMj8+S8Xu+12To/ZvpahNa3Eo3Tttdf2mLv66qvzERqulWMzcjy3MpOLLNM0jQhIcsklf+8x28oyLFp/4lHaZ599qtn0y/X0GFBq9djs7/HcykwuskzTNCYg6S1/6epm3ef7WoaFi8Qjeeihh3qc0n3ChAn5CA3W6rHZ3+O5lZlcZJmmaUxAknR95e7zrSzDG0XjUTriiCOq5VZddVUXlaLSn2OzP8dzKzO5yDJN07aAUA+LG49kzpw5xZgxY6rlx48fn48AHUBAaNlAxKOUTvNePsbSSy9d3HPPPfkIMMwJCC0ZyHgk6ZxY22+/ffVYY8eOzUeAYU5A6NNAx6N08803FyNGjKge89JLL81HgGFMQF5z5ZVTu06RMGPG3PyuxhuseJT233//6nE32GCDYv78+fkIDfDUU3OLdAlbOkvjA3L//TOLrbZ6/Z0We+/9y2L69Dn5SGMNdjySdN2QdJ2Q8vGPO+64fISaO+WUm7qOv3Hjzi8WLBi4fYvB1/iAPPbY7OK9751YvV1PRF7XjniUjjnmmGodK664YvHkk0/mI9TUfff1vM5HOh7pHI0PSHLVVdOKbbYRkVI745HMmzevWH/99Xusi2b4/Ocvq467//xPvwPrNALyTyLyunbHo3TRRRdV60u/WJ88eXI+Qs384Q8PVMdb+ilkypQZ+QjDnIB00/SIDFU8Srvssku13h133DG/mxpJJ0TcY49zq2Ptu9+9Nh+hAwhIpqkRGep4JHfddVfXhwrL9f/yl7/MR6iJ00+/tTrG3v/+M4uZM1/IR+gAAtKLpkVkOMSj9KUvfal6DmuvvXYxd663VtdNestu9+t4nHPOHfkIHUJAFqIpERlO8UhmzJhRrLLKKtVzOfLII/MROtwRR/yxOq7+7d9+5a27HUxAFqHuERlu8Sj95Cc/qZ7PcsstVzz88MP5CB3qrrumV5+7Srfrr/fftpMJSB/qGpHhGo9kwYIFxSabbFI9r09+8pP5CB3o1VeL4j/+46LqWBo//rf5CB1GQFpQt4gM53iUrrzyyuq5Lbnkkq/9S/X6fIQOc/nl91XH0LbbTiwefPDZfIQOIyAtqktEOiEepT322KN6jltuueWwfI60Zu7cl4qPfOTs6vg54YQb8xE6kID0Q6dHpJPikdx///3FyJEjq+c6adKkfIQOMWHCzdVxs8suZxWzZztpZh0ISD91akQ6LR6lQw89tHq+q6++ejFr1qx8hGEund9qu+0mVcfMr3/t4mF1ISABnRaRTo1HkoKRwlE+7xQUOsuhh15VHSuf/OT5r+13r+YjdCgBCeqUiHRyPErppavyuaeXtNJLW3SGyZMfq46RdEt/pj4EZDH0FpEnnxw+p6OuQzyS9HzTL9HLryH9cp3hL/2kkX7iKI+P9JMI9SIgi6l7RN71ru8XO+98ePHYY0/lY21Xl3iU0tt409t5y68lvc2X4S39rqOMR/odiGt91I+ADIAUkc03/0HxL/9yQLHaau8vNttsx+If//hHPtY2dYtHKX2gsPx60gcN0wcOGZ7Su6zSu63KgKR3YVE/AjJAfvObm4s11/xgseyyY7q+waXrew9FROoajySd0iSd2qT8utIpTxiefvjDG6p47LbbOV2fA6F+BGQA/frXl/Y4HXm7I1LneJSOOuqo6mtLJ11MJ19keEmfME+fNC8Dkj6BTj0JyAA777zzhiQiTYhHkk7vnk7zXn6N6fTvDC/pHFdlPNK5r9I5sKgnARkE7Y5IU+JRSheaKr/OtJ3vvPPOfIQhks6uW8YjnXU3nX2X+hKQQdKuiDQtHqV0ydvy602XwmXopet6pOt7lAFJ1/2g3gRkEA12RJoaj2Ty5MnFiBEjqq/7oosuykdoszPO+FPxr/96fFc80hUH05UHqTcBGWSDFZEmx6N04IEHVl/7euutV8ybNy8foU2eempm8c537tv1VvaNN/5/xaRJ3rbbBALSBgMdEfF43ZNPPlmsuOKK1TY45phj8hHa5L/+6+Bi+eXXK1Zddftiu+2+8FrMvW23CQSkTQYqIuLR03HHHVdthxVWWKF4/PHH8xEG2W233Va9nDhy5MrFJZc4S0BTCEgbLW5ExOON5s+f37Udy+2x//775yMMsp122qna/jvvvHN+NzUmIG0WjYh4LNyll15abZP0L+Gbb/b6e7uk/bnc9ksttVRxxx135CPUmIAMgf5GRDz6Nnbs2GrbbLfddsWrPr026F544YVinXXWqbb7F77whXyEmhOQIdJqRMSjNffcc0+P7XnOOefkIwywo48+utreK6+8cvH000/nI9ScgAyhviIiHv0zfvz4ajuNGTOmmDNn+F3gqy7Sfrr88stX2/vEE0/MR2gAARliC4uIePTfzJkzi1VXXbXaXkcccUQ+wgD51Kc+VW3njTfeuHjpJW/bbSIBGQZ6i0i66p549N+ECROqbbbssssWDz30UD7CYrrhhht6XNzriiuuyEdoCAEZJvKIiEdM+slts802q7bdPvvsk4+wGNKbE7beeutq+370ox/NR2gQARlGUkTSWyHFY/FcffXVPbbhtddem48QdOaZZ1bbdeTIkcWUKVPyERpEQIaZE044oTpAt9lmG/EI2nvvvavtuPnmm9uOA2D27NnFmmuuWW3XQw45JB+hYQRkGLrqqquKH/7wh/lf0w/Tpk0rRo0aVX2zO+200/IR+umb3/xmtT1Hjx5dPPfcc/kIDSMg1Nbhhx/uG94AmTp1qiDzBgJCbeUvuXz961/PR2iRlwTpjYBQa/kvff/+97/nI/Sh+5sS0tt3vSmBkoBQa/nbTnffffd8hEXI3xa977775iM0mIBQezfeeKMPvgWdcsop1XbzwUxyAkIjfPrTn66+EW600UZOvdECp4ahLwJCIzj5X/85OSV9ERAao/vpx1daaaXi1ltvLR588EG3Xm5XXnllj1Pr/OIXv8g3JwgIzZEugLTuuutW3xTdWrttv/32LtBFrwSERpk0adIbvkG6LfrmEsEsjIDQOJtsskmPd2W59X5L2+hDH/pQvvmgIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQ8v8BP8qMVRi900IAAAAASUVORK5CYII=)
PN: 3H31-5-9J
CAS: 1334499-85-2
Molecule Weight: 199.12
Formula: C7H16Cl2N2
PN: 3H31-5-33
CAS: 38646-68-3
Molecule Weight: 149.66
Formula: C7H16ClN
PN: P911-A-66
CAS: 7149-42-0
Molecule Weight: 128.219
Formula: C7H16N2
![4-[(Dimethylamino)methyl]piperidine](data:image/png;base64,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)
PN: 3H31-1-W6
CAS: 138022-00-1
Molecule Weight: 142.246
Formula: C8H18N2
PN: 3H30-5-76
CAS: 1187582-53-1
Molecule Weight: 201.14
Formula: C7H18Cl2N2
Melting Point: 24 ℃
Boiling Point: 92 ℃
Density: 0.95
TSCA: Listed on TSCA inventory
EINECS: 230-446-3
