![(1R,6S)-3-Methyl-3,7-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
| Product Number | 3H31-1-9K |
| CAS | 1932110-29-6 |
| MDL Number | MFCD22205859 |
| Molecular Formula | C7H14N2 |
| Molecular Weight | 126.203 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-9K
CAS: 1932110-29-6
Molecule Weight: 126.203
Formula: C7H14N2
![(1S,6R)-3-Methyl-3,7-diazabicyclo[4.2.0]octane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB6IAAAeiAHKhfu7AAAB5npUWHRtb2xTb3VyY2UAAHiclZTbbpwwEIZfZeTrxsbmsLBaiKJElSolveimau8qL3g3SGBHhj29fcdAGigtVQXSjO3/m/GMMZvbS13BSdmmNDolnHoElM5NUepDSr4+f7yJyW22yVGEQt2k5KVtX9eMnc9nmr+oWl6MprmpSb++vjTlRHP2qbEHJjyPs+9Pj9uOuSl100qdK6Sact10k48ml223i7+kYLW0p1KzXs5qe+qj/RCeez16aQryXss9rt0hCvuyUrA3tpYtnIRH8fU+wEFpZWWrCthdcdqnAdaebZ4eTH6slW7RdRHKXFbb1h5znKhNpfIjBkPn00NKak5A7pptq6wyKUGVwgiyNfWdtfIKznM6yUEKkD7IAGQIMgK5AhmDTLDZlXLZnq+vCrcMn+G+ewaL/REpWVEeRhGENBYieTMBDeJEgI9rYQicRvzdDJO9hMAVYwSU+zzGFT9CwzFGZ7xwPOrMIBlMz2FZ7Fdd2WZndDFyoSxSsnPNQMkXtW/EUDMBYwtl8btyAZx0DIgp4Dq0DPhTwPVzGQimQPhPIJwB0QRwyv64s289PYzmoaJpKHfmy7lXUyD+HfiP3PGsjHg5dzLLnSwD3Jsd3h8JNvpU2Nv9QXd2t9jo4jH83WQ/AcGiZ/Xv0aT2AAAk3UlEQVR4Xu3dB5hcVf34YRUpCgiKoD9EkSKGqtKlQ6QLohSlI0rvXQSkiDRFqQGk1xggtAiht9BJ6CU06SUJhFAjoZx/zuW/6+yd3c3ON5vdnZn3fZ77PLBzz2a25H4yc+895wsJAAK+UP4AAHSFgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAD8f5999lm69tpr05577pmWXHLJNMccc6TpppsuffWrX03f+c530iqrrJL233//NGLEiPLQVl/4whdat1pEx/Wm+nmmAFPQkCFD0kILLdTmQN7Ztthii6Xrr7++/GnCIYiO603180wBpoBPP/20eFVRDkRXt7LOHutMdFxvqp9nCjAF/OEPf2hz8J5xxhnTrrvumq6++ur0yiuvpPHjx6cPP/wwvfbaa+mWW25JRx11VFp88cU7PNhHQxAd15vq55kCdLN///vfbQ7cP//5z9Nbb71V3q1dDzzwQFp11VXLHw6HIDquN9XPMwXoRvmE+SKLLNJ60F5nnXWKj02uaAii43pT/TxTgG50ww03tB6w89tWY8eOLe8SEg1BdFxvqp9nCtCN9tprr9YD9m677VZ+OCwagui43lQ/zxSgGy211FKtB+xrrrmm/HBYNATRcb2pfp4pQDfKNwm2HLBfffXV8sNhlSGIbvWifp4pTCE33nhj6tevX1p22WXTqFGjyg/ToL7yla+0HrDzpbrdpRyDyFYv6ueZQjcbM2ZM2m677dIXv/jF1r+4M8wwQzrhhBPSxx9/XN6dBpOnKGn5uQtITP08U+gmEyZMSMcdd1z6+te/XvUXt2Wbf/75252mgsaR57Zq+XlPqbewahEd15vq55lCN8gT5eW3q8rBmGmmmdI000xT9fF8b8AzzzxT/jQ0gDxZYsvP2Un0mPp5pjAZnnrqqbT22mtXBSLPsnrIIYcUU1W8+OKL6de//nXVPjks++yzT3rnnXfKn5Y6Vk+X8T766KPFfF15CpVvfOMbxdtv+VVynobl7bffLu/eY6qfKTSQcePGFQeK9l5dbLLJJumll14qD0m33357WnTRRav2/9a3vpXOPPPMYvI96l9+i7LlZ/u1r32t2w7EnYWgM52NK/8uVm5zzz13ev3118tDekT1M4UGkA/yp59+epp11lmr/sLlabjvuOOO8pA28vgzzjgjzTbbbO2OHzZsWHkIdSZPW7Lwwgu3/lzXW2+9PjuVyRJLLJFOOumk9NBDD6X33nuvuFrwX//6V+t5nK222qo8pEdUP1Ooc7fddlv6yU9+UnXgz68gzjrrrJpeQeRXMHvvvXe7r2A23njj4m0v6tdVV13V5meaI9LVVyJ5MsXVVlut/OFOQ9CZyLh8CXreP/9DqTd0/ZlCH/fCCy+kjTbaqOpAnw/+++6772Sdw3j66aeLmVrLn7vyHAr1KZ/fqvyZ5rezdt999zR06NDi6qx8iW/e8nTut956azr66KOLVwQdHewrP1ctIuPyq5GW38Pe0PVnCn3UBx98kP70pz+1uTGsZVt33XW79Sqq6667rjh5Wf5zvve976WLLrqovDu9JB/811prrbTtttum//73v+WH28ivSPOrzPLPtKtbWWePdSYyLr+VmvfPV5T1hq4/U+iDLrjggjZTUrRsCyywQDHb6pSQbzLs6D6S5ZZbLg0fPrw8hB6Sr7bL4aj8mQwcOLC8W7uuuOKK4vem/DPtaMtXRLX3O1a5Ty1qGZfXLMlvv+UT6F/60peK/+4Nk36m0Afdd999aZlllqn6S50vcTzxxBN75E7yN998M22//fZpqqmmavMc8l/orbfeOr3xxhvlIUwh+VzVnnvumaaeeuo2P4svf/nLNQU9n0TPr17yW1g5ELPPPnuadtppi1e3+YR1//790wEHHFCc/+hILSGo1JVx5d/3HLwrr7yyvFuP6fiZQh+UL1fMV5zkg3T5QLHTTjt1eTW57vTII4+klVdeueovd34v/ZhjjkkfffRReQjdJL/99M9//rPdq+1yAO66667ykLpW/hrzuY983i+f/+sNAkJdyAfhI488slj4p/yXKP+r8LHHHisP6XGDBw8u3lIoP7955523195iaGT5hPaPf/zjqu/3t7/97eJqu+64JLevGj16dBHH3/72t8Vcbvnt1Pz2XU8TEPq8yy+/PM0zzzxVB4r8sfy+dV+ST9j+5S9/KSZlLD/fNdZYN40c+Vx5CDV6/vnn04Ybblj1/c1X2+23337p3XffLQ9paH/961+Lr/8Xv/hF+aEpTkDos/KrivzqonygyK9C8quRvvzWUL7kc8stt2wz0+/008+d5phjrXTYYZekd97p/Mogqr3//vvpoIMOajOLbsuWD57PPvtseUhTyOd/8vfgm9/8ZvmhKU5A6HPyeYwdd9yxOK9ReZDI5z3yS/bemrYh4t57701LL730xH8dz5JmmWXpNOecm6cFFzwsrbLKueniix9Pn37auG+zdKfzzz+/3avtFlxwweJmumaWL+Zo+YdVTxMQ+ox85VS+gipfSVU+UOQrru6///7ykLoxcOCVadFFt0rzzbdXWmyxUydupxXbRhtdku67r/umEm80+Wq7n/70p1W/D/l3JE/t0RNX2/V1+S3T/D1Zfvnlyw9NcQJCn5Cvp2/vGvz8r858r0cj+OCD/04M5O0TD4hntAakZdtrr+vSyy/H75RvNPktwHy1XeVbgHnLr0p33nnnXrnarrfk+bry3e85pvnO+BzNPKvCnXfembbZZpvW79Fll11WHjrFCQi9Kt8lnu8WL4cjX3ef7y7Pd5k3mldffTftu+8NVRHJYTnxxHsnfs0TykOaxkcfTUhHHnlUu1fb/exnP0uPP/54eUjDK38fylu+DymfE+wNAkKvyP+CyvNTtTdJYV6To7eua+9Jw4e/mjbe+NKqkKy++vnpqqueSg18FWq7brrpmbTccrulGWaYt83vQ74MujdvluttOZqHHnpoMctBvpkxvwrL9xj96Ec/SrvsskuxVkhvERB6VL7xK6+pkWfGLYcjz6CbZ9JtJvkk+uDBT6T+/c+tCsnmm1+WHn648e9mf/bZt9L22w8pvuZ+/fZLs83Wf+JBcsbiIHnUUUf16avtmp2A0GPyGhx5LY1yOPKaG3ntjlqmWW807777UTr22LvSUkudXhWSgw66OY0a9X55SN0bN258OvLIYWnJJf/3NS+66Clp7rm3TjvueKCpYOqAgDDF5VX/8toZ5XDkt6/yaoH5OnY+98ILb6dddrmmKiLLLXfmxMiOmPiv8U/KQ+rOJ598mv71r0fTyiufU/V1br31lemxx1yVVi8EhCkmr5GR18rI8/WU45HXJ++NqRfqxZ13vpR+9atBVQfYdda5KF1/ff3ezX7PPS+nDTao/rrWWuvCNHRo9027T88QEKaIPIV2XiOjHI5+/fqla6+9trw77fj440/TBRc8nFZa6eyqA+4221w1McBvlof0WS++OC7tsce1VV/HMsucmU47bXgaP979HPVIQOhWI0aMKK4WKYcjT/aW19Bw41ft3n57fDr88NvSEkv8s83BN/9//vjYsePLQ/qM99//KB1//D1p6aWrz+3sv/+N6fXX3ysPoY4ICN1i1KhR6Xe/+13VNOv5GvW8ZkaeboHJk19x5Fce5QPxiiueXbxSya9Y+op8ddmVV45Mq656XtXz3XTTwemBB+pnOho6JiBMlnyJZV7zIl9yWX7VkdfIePjhh8tDmEw33PBccS6kfGD+5S//le6448Xy7lXK4/JlxF1ROaYzDz74ehGJ8p+TY3LFFU+a/6uBNExA8r+A813N48f33ZfzjSavcfGDH/ygKhxzzTVXsTYGU06+GuuMM/LbhWdWHajzVVzPP/92eUir8v75wN6Vu98nFZD8dlR+W6r8+fPbV8cdd3fxdhaNpWECcuGFF7YewPK0xnmhmXXWWSftsMMOxWRj5557brrlllvSc889lyZMmPRfFjr2xBNPTDzorFoVjrwGxuGHH16siUHPyPeH5PtEFl+87UE7309y7bXtX9VUPsDnbcCASU9U2VlA7r33lbTsstUx2333ocUJdBpTQwakK1u+Ezrf1JbXEciTs+U7XvOkfXmVs7xgzSef1P/19t1t7NixxdQJ5XWn82RuW2yxRTHRG70j37G+xRaXtzl4b7vtkPJuhfJBPm/5aqhJ3azYWUAOOOCmNo/nS3Xvvvvl8m40mKYNSFe22WefPS255JLpV7/6Vdp1112L9/rz5anDhg0rItMsckwHDBiQZplllqrvUV7r4p577ikPoRfkubOGDHkqrbHG+cXd3fl8Q3sqD/Sbbfa/cxUHH3xLedc2OgvI7be/WEwGmdc5GTjw0eJmQRqfgEzmlqcbz+sV5CU299hjj3TsscemQYMGFesV5zuw691NN92UFlpooaqvO0/qdt5555V3pw/IJ6nzNCEdqQxBntCx5b/zZcEjR44p796qs4Bk7733UZowQTiaiYD0wDbnnHOmZZddtphldu+99y7uh7j00kuLf7n31bd98rmiX/7yl1VfS15O9IADDiiWF6U+lUNQeYNfntSwI+VxICB9YMv3Tnz/+99PK6ywQtpkk02Kac7zynyXX355sQpfTy7h+u6776b9998/TTvttFXPc4MNNmiqt+4aVTkE+YqtygkNhw1r/1Lg8jgQkDrZ8hoA+fLYlVZaKW2++ebFQf7kk08uLqV94IEH0ujRo8vfkpp89tln6Zxzzkn/93//V/Vn53UH8hVsNIb2QnDEEcNaP5ZPgLd3r0Z742huAtJAW37VMM888xSRycuBHnjggenUU09N//73v4sb+jpaBjSfr8kXC5Q/X74cOo93RVpjaS8Eb731YVp++bNaP37ppdUr/7U3juYmIE225Zlx55tvvrTKKqsU5zjmnnvuqnWn82W6u+++e3r77Y5vRqN+dRSCfGNiy8fbu7mwo3E0r4YJyBFHHFF1sLTVvq2xxhpp5MiR5W8vDaSjEOQZcddc84LWx04++b42j3c0jubVMAHZaaedqg6Gtq5v+XLkq6++uvxtpQF1FoI8AWLLY/nmwjfe+N9suZ2NozkJSJNu+abAPFNuy//fcMMN5W8pDaqzEOST57/5zSWtj+dpUlp0No7mJCANuM0888xp4YUXTmuuuWbaZptt0qGHHlpcYXXzzTenp59+ulgpMMsnyVvGuMqqeUwqBHnVwJbH8xxbTz75+c2FkxpH8xGQOtvytOkLLLBAWm211dLWW29dLBl79tlnF68gnnzyyfTee11foEdAmlNXQrDzzle37tMyp1ZXxtFcBKQPbdNPP3364Q9/mPr3719chpvjcMYZZxRLwD722GNp3LjundVUQJpTV0LwzDNvtVkB8bbbXujSOJqLgPTQlqcAmXfeeYtFlnIcDjrooHTaaacVJ64feeSRYqbbniYgzamrITj00Ftb91t//UFdHkfzEJBu2KaZZprifop8A1+e1vyPf/xjMXvtkCFD0oMPPpjGjOl4grreJCDNqashGD36g3bX+JjUOJqHgExiy1cq5XmqVlxxxbTpppum/fbbL5100knpiiuuSMOHD09vvPFG+anUDQFpTrWE4JRT7q+KR1fG0RyaPiA5Dsstt1zaeOON0z777JOOP/74YjnWe++9N7322mvlP6ahCEhzqiUE+W70fFe6gNCehg7Id7/73bTMMsukjTbaKO25557p73//e7r44ovT3XffnV5+2WppAtKcag3B4MFPCAjtapiA/OMf/2g9GPbr16/8MO0QEGByNExAKidTXGSRRcoP0w4BASaHgDQxAQEmh4A0MQEBJoeANDEBASaHgDQxAQEmh4A0MQEBJoeANDEBASaHgDQxAQEmh4A0MQGh0osvjku/+MXAtPrq56fHHx9dfhiqCEgTExAqnXba8NapSv7859vKD0MVAWliAkKlE064tzUglWuhQ0cEpIkJCJUEhFoJSBMTECoJCLUSkCYmIFQSEGolIE1MQKgkINSqYQIyaNCVafrp5yq2pZZas/ww7RAQKgkItWqYgFx22W1p9tl/UWz9++9Wfph2CAiVBIRaNUxAhgx5OM0//4HFtt56J5Ufph0CQiUBoVYNE5ChQ59p/eX/zW8uKT9MOwSESgJCrQSkiQkIlQSEWglIExMQKgkItRKQJiYgVBIQaiUgTUxAqCQg1EpAmpiAUElAqJWANDEBoZKAUCsBaWICQiUBoVYC0sQEhEoCQq0EpIkJCJUEhFoJSBMTECoJCLUSkCYmIFQSEGolIE1MQKgkINRKQJqYgFBJQKiVgDQxAaGSgFArAWliAkIlAaFWAtLEBIRKAkKtBKSJCQiVBIRaCUgTExAqCQi1EpAmJiBUEhBqJSBNTECodMwxV6R5592p2Pba65zyw1BFQJqYgFDpsMNOTbPOukKx7bDD4eWHoYqANDEBodIf/3hImnrqmYttyy23LT8MVQSkiQkIlfbbb7/W34fNNtus/DBUEZAmJiBUEhBqJSBNTECoJCDUSkCamIBQSUCoVcMEZMSI11oDsttuQ8sP0w4BoZKAUKuGCUg2ePAT6Zhj7kxvvPFe+SHaISBUEhBq1VABoTYCQiUBoVYC0sQEhEoCQq0EpIkJCJUEhFoJSBMTECoJCLUSkCYmIFQSEGolIE1MQKgkINRKQJqYgFBJQKhVjwak5Ua/vNWiK+Mq98lbviekK7ryuRuVgFBJQKhVwwZk1VXPSx98MKG8W5VJfe533/0o7brr0HTssXelSy55vLjjfezY8eXd6pKAUElAqFXDBiRvAwbcX96tyqQ+91tvfVj1efO28srnpC23vDwdeuit6bzzHk633fZCev75t9Nnn5U/Q98lIFQSEGrV0AFZZpkz06hR75d3bWNSn7ujgHS0LbXU6WmjjS5J++xzfTrxxHvTNdc8k554YkyXXg31NAGhkoBQq4YMyGabDW7974MPvqW8axuT+ty1BqSzbfXVz0877XR1OvroO9KgQY+le+55OY0Z80H5j+wxAkIlAaFWDRmQ4cNfbf3vJZb4Zxo5ckx591aT+tzdGZCOtuWXPyttvvllac89z0nHHXdBuvzyq9Jjjz2WJkyYsq9aBIRKAkKtGjIg2R57XNv6/9tvP6S09/+Ux5X1REBatnnn3WniQX35Yk3q/Jf4S1/6UurXr19ad9110z777JPOPPPMia9a7kljx44tP80QAaGSgFCrhg1IPqG95JKnt35s2LAXSyM+Vx5X1psB6WybbbbZ0oorrph22GGH9I9//CNdc801E7/m58tPv1MCQiUBoVYNG5DsiCOGtX5sgw0GpU8/rb5Eqr1xlfpqQDravvrVr6Yf//jH6de//nU69NBD08UXX5weeuihNH589aXHAkIlAaFWvRaQ6NaR9vbJB/98fqHl45de+njFiM+1N65SvQWks23uuedOa6+9dtpjjz3SqaeemmaaaabWxwQEAaFWDR2Q7IwzRrR+vL2bCzsa16KRAtLZdtxxx5W/dJrIJ598klZfffXW34f83zApDR+Q8eM/TmuueUHrYyeffF+bxzsa16JZApK3DTfcsObzKNS//OpzkUUWafO7kC/egEnptYDUoivjOtvnyitHtj6Wby6sXDO9s3FZMwUkb9NNN1066KCD0vvvd34DJvXvP//5T1p//fWrfgfy9te//rW8O1RpioDkk+e/+c0lrY8fdNDNrY91Ni5rpIB84xvfSEsvvXT6/e9/n/72t7+lq666Kp1xxhlpwQUXrNp3jjnmSOeff37520EDeO+999IBBxyQpp122qqf+3rrrVfcgwRd0RQByfJd3y2PL774aenJJz+/uXBS4+oxIJUny0855ZQ0bNiwNGZMxzdTfvzxx+mkk04qAlP+XD/96U/Tffe1fduP+vTZZ5+lc889N80+++xVP+eFF1443Xzz//5hBV3RNAHJdt756tZ9tt3285sLJzWurwak8nLdQw45pPVy3Q8//LD8JXTZW2+9NfF7tHP68pe/3ObP+uIXv5i22mqr9Nprr5WHUCfyDahLLbVU1e/RLLPMkgYMGFCcRIdaNVVAnnnmrWJqk5b98gy6kxrX2wHJNwyusMIKk3XDYK0ef/zx9LOf/azqYDPjjDOmI444In300UflIfRRr776atpiiy2KfwRU/iynnnrqtOuuu3bbrAY0p6YKSJanX2/Zb/31B01yXE8EJL+llp/LdtudOvHVxIB09tnnd+uUJVFXXHHFxKjNWxWS/BbZZZddVt6dPuS///1vOvzww9MMM8xQ9fNbbbXV0hNPdG3BNehM0wVk9OgP0rLLnll1EO9oXHcGpGXSxAMPvGliJB5MN930n/Tcc2PTxx9/Wv5j+4z8auOoo45KX/va16oORKusskp69NFHy0PoZZdeemmaa665qn5eP/jBD9KQIR3PCwe1arqAZKeccn/Vwb2jcZGA5Gnbd9zxf9O23313707b3h3eeOON9Nvf/raY4LHyoJTPl+y4447pzTffLA+hhz388MNppZVWqgpHnnEgX5Y7pWd3pvk0ZUDy3ej5rvTygb89HQUkLxy14YYXt1k46vHHR1fd6d5o7r///omv4JatOkjlK7hOOOGE4oouela+wm677bZLU001VZufSY797373uzRq1KjyEOgWTRmQbPDgJ6qi0J5x48a3Ll177rkP1eXStVPChRdemL773e9WhWT++edP119/fXl3poD8iiJfWPH1r3+96uew/PLLpxEjRpSHQLfq0YDQWD744IN08MEHp6985StVB7B11lknPfPMM+UhdJOhQ4cW042Uv+/f+9730sCBA8u7wxQhIEy2F198sbgfpXwwm2aaaYqFsN55553yEIKeeuqptNZaa1V9r/N9Qfl+oMm5DwhqJSB0m9tvvz0tuuiiVQe3b33rW8Vqip9+2nevNuvrxo0bl/baa68iyuXv7yabbJJeeuml8hCY4gSEbpUjkefXyjdAlg90OS55WhW6Ln8/Tz/99DTrrLNWfT8XX3zxdMcdd5SHQI8REKaI/LbV3nvv3e6/mDfeeOPibS86d9ttt6Wf/OQnVd+/b3/72+mss84q5raC3iQgTFFPP/10+vnPf151EMzv2ecT8N6zr/bCCy+kjTbaqOp7lmOcVw189913y0OgVwgIPeK6664rLvEtHxTzVUMXXXRRefemlK9qy2uxtHdV27rrruuqNvocAaHH5JsMjz/++HbvW1huueXS8OHDy0OaxgUXXFCswVL+viywwALphhtuKO8OfYKA0OPytCd5duHytPH5zumtt966mDalWeS1VpZZZpmqcOQ7+0888UR39tOnCQi95pFHHkkrr7xy1cEzT9x49NFHN/S08a+//nqxxkp7c4vttNNOxdos0NcJCL1u8ODBxRTx5ZDkqeSvvPLK8u51LUfxyCOPLNZWKX+9/fv3t5wsdUVA6BPy+hV/+ctf2j2wrrrqqsUiV/Xu8ssvT/PMM0/V15c/ltdegXojIPQpedncLbfcsmoFvfzWzi677NLri2xF5DVT8quLcjhyLPNaK438Vh2NTUDok+6999609NJLVx108xreJ598cl2s4Z3PY+S1Utq7WCCvrZLPg0A9ExD6tPPOOy995zvfqQrJQgstlG688cby7n1CvnIqr42Sr6QqP+98xVVeUwUagYDQ573//vvpwAMPTNNNN13VAXm99dZLzz77bHlIr8lroeR7N8rPM6+dku/1gEYiINSN559/Pm2wwQZVB+dpp502/eEPf+jVKT7yXeL5bvHyc8t3lf/pT38q7jKHRiMg1J1bb701/ehHP6o6WOdJBs8+++wenWQwTxq57777tjtpZF4jJc9rBY1KQKhL+ST6aaedlr75zW9WHbiXWGKJdOedd5aHdKs8zXpe4ySvdVL+8/MMunltFGh0AkJde/vtt9Mee+yRpp566qoD+aabbppefvnl8pDJltc0WWyxxar+vLwGSl67w8JZNAsBoSGMHDkyrbnmmlUH9emnnz4ddthhafz48eUhNcur/uW1TMp/Rn77Kq8WmFcNhGYiIDSUa665Jv3whz+sOsjPOeecadCgQeXduySvWZLXG89rmJQ/79prr12seQLNSEBoOBMmTEh///vf08wzz1x1wF9hhRXSgw8+WB7SoYEDBxZrlpQ/T79+/dK1115b3h2aioDQsMaMGZO23XbbNNVUU7U5+Of///3vf59Gjx5dHtJqxIgRxRol5XDktUyOO+4406xDEhCawEMPPZRWXHHFqhjMNNNM6W9/+1vxiqXFqFGjijVJytOs5+hsv/32xVomwOcEhKZx8cUXp+9///tVIZlvvvmK2XCPOeaYYi2S8uN5zZK8dgnQloDQVPLVWH/+85+Lq7PKoShveY2SvFYJ0D4BoSm98sorabPNNquaNj5vM8wwQ7E2SV6jBOiYgNDU7rrrrmKiw5Z45MtyX3311fJuQDsEhKaX584aMGBAGjp0aPkhoBMCAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhPw/kfATvO56c3oAAAAASUVORK5CYII=)
PN: 3H31-1-9L
CAS: 1932519-57-7
Molecule Weight: 126.203
Formula: C7H14N2
![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
PN: 3H32-1-3T
CAS: 883515-98-8
Molecule Weight: 225.38
Formula: C13H27N3
![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
PN: 3H32-1-77
CAS: 551923-14-9
Molecule Weight: 182.311
Formula: C11H22N2
![[(3S)-1-Methylpiperidin-3-yl]methanamine dihydrochloride](data:image/png;base64,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)
PN: 3H30-5-39
CAS: 1400744-19-5
Molecule Weight: 201.14
Formula: C7H18Cl2N2
TSCA: Not listed on TSCA inventory