| Product Number | 3H31-1-9T |
| CAS | 67744-48-3 |
| MDL Number | MFCD19221307 |
| Molecular Formula | C7H16N2 |
| Molecular Weight | 128.219 |
| Units | Price (USD) | Availability |
|---|
![1,4-Diazabicyclo[3.2.1]octane dihydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACP9AAAj/QEmJVgrAAAB33pUWHRtb2xTb3VyY2UAAHichZTbbtswDEB/hdDzrJvvQZyiWDFgQLuHtQP2NiiykhqwpUJ2bn8/KunqGNk8WzApiocSKcnLu2PXwt74vnG2IoJyAsZqVzd2W5EfL1+igtytlhqd0NH2FXkdhrcFY4fDgepX06mjs1S7jlzGF8e+mfgcYur8lknOBfv59Ph8ZqLG9oOy2iDVN4v+bHx0Wg3nVfxjCtYpv28su7izzu8v0X5JHhqnx74mYy6fceweUdg0rYGN850aYC85xcY/wdZY49Vgalif0BzTBHNfLZ8enN51xg6ohgiNVu3z4HcaDZ1rjd5hMFS+PlSkEwiowXX33qsTBC2YlQAlQcWgElApqAxUDqoAVYISob6tCRO8nN4MrrKF0PD9Nn6xLLIiuEx8IKZ5giISNONxNkpO47LMAL1iWX50BRVcFCjyHKFLj8BpDPcuIkw34RKilKZFkBlNEx4HeyFCP6a8CH5YGCnz0Z5RUeY5Js4+Ml8t187WVyo0dUXWgpxL8t1sepz+XA8CztfG40ELAYLrNSCnQKjePBBPgVDreSCZAmFn5oH0Jof/ANkUCBs/D+RTIByTeaCYAu+Hao4ob8r0d4JdbSP7c9hRvbkI7OqWMPw3rH4DJB5GfFvwvUgAACwASURBVHhe7d0JdBX12cdxWUQjUAUrIiCvC3AU17KoCFI3cDugqAhirWsVRASrlrZW1Le0KIqKiMomIpuK1JVNXFgEBbSIASpElAQBkTUsgYTA8+Z/bfJm/nOT3PvMzZ25d76fnjmnDc//3mnuf+aXmWfuzCECAIDCIfYPAACIBQECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBJ4dMuIQxwKgcgRtW/N/DULI6yTwOt5Yk7tGXlrxklw/+3o5fcrpUn98fakxqoYcNfYoafZ6M7nuw+vkxRUvysY9G+2hLolYH6AyeJ2bXscb6byt+b8GIeR1EngZv3zbcuk6u6tUGVHF9TrRlsNGHyZ3zbtL1u1eZ79UCXsMEBRe56aX8WHY1vxfgxDyOgm044ctHybVR1V3jY9lMX8tTcqaZL9khF0LBIXXuakdH5Ztzf81CCGvk0Az/r4F97nGmYnad0Ff+SD7A/lh5w+yq2CX7CzYGfnLafzq8dJxWkepNrJahe9lvy4QFF7npmZ8mLY1/9cghLxOgnjHv7zyZdeYXvN7yfb87Xapy7fbv5WL37+43PeyXxsICq9zM97xYdvW/F+DEPI6CeIZbyalObdauv6pZU/ZZeU6cPCA/HXxX8t8r3jWB0gmr3MznvFh3Nb8X4MQ8joJ4hl/y6e3OGpNU0/rn0v/af8oIp71AZLJ69yMZ3wYtzX/1yCEvE6CWMev37NeDh11aEmdOceasyvHLvMs1vUBks3r3Ix1fFi3Nf/XIIS8ToJYx7/y7SuOui6zutglCRHr+gDJ5nVuxjo+rNua/2sQQl4nQazjf//p7x115stKlSHW9QGSzevcjHV8WLc1/9cghLxOgljHn/XWWY66rzZ/ZZckRKzrAySb17kZ6/iwbmv+r0EI2ZPA61KWRhMaOepiuVWCRqzrAySbPTe9LmUJ67bm/xqEkD0JvC5lyRiT4ajbW7jXLkmIWNcHSDZ7bnpdyhLWbc3/NQghexJ4Xcpy+OjDHXX7CvfZJQkR6/oAyWbPTa9LWcK6rfm/BiHkdRLEOr7hhIaOup/yfrJLEiLW9QGSzevcjHV8WLc1/9cghLxOgljH2429f2/+t12SELGuD5BsXudmrOPDuq35vwYh5HUSxDr+5k9udtSZZxJUhljXB0g2r3Mz1vFh3db8X4MQ8joJYh1vf7np2g+vtUsSItb1AZLN69yMdXxYtzX/1yCEvE6CWMeb2yuUfiaB+e/lPaxGK9b1AZLN69yMdXxYtzX/1yCEvE6CeMbb35Dt9lE3uyRmg5YOsn8UEc/6AMnkdW7GMz6M25r/axBCXidBPOPNLabN85dL1z/zzTN2WbkOFv3nb0v+VuZ7xbM+QDJ5nZvxjA/jtub/GoSQ10kQ73jT0LPH9FnQR3bk77BLXbJys+TSDy4t973s1waCwuvcjHd82LY1/9cghLxOAs14M4ntcXVerSP9FvaTadnTJHtXtuzevzvyqM2V21dGnsl81YyrXM91jsZ+XSAovM5NzfgwbWv+r0EIeZ0E2vFDM4e6Jmmsi9kAJn832X7JCLsWCAqvc1M7Pizbmv9rEEJeJ4GX8ZlbM+X62ddLlRFVXK8TbTG3aOg5v2fkKpOy2GOAoPA6N72MD8O25v8ahJDXSeB1vLEmd40MXzE8cr168zeby7GvHRt5otpRY4+Spq83les+vC5yPndT3iZ7qEsi1geoDF7nptfxRjpva/6vAQAgJREgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgESYFlZWXLCCSfIcccdJy+88IKsX7/eLgEA3xAgAbVixQo59NBD5ZBDDnEsJlBuvPFGGTZsmCxdulQOHDhgDwWApCBAAmjq1KlSu3ZtV3hEW2rVqiWXXnqpDBgwQGbMmCG5ubn2ywFApSBAAsQcTTz88MNSpUoVV1DEs5x11lnSs2dPee211+S7776z3wYAEoIACYjt27fLFVdc4QqD0os5fRXrkUnppV69etKlSxcZMmSILFy4UPbt22e/PQDEjQAJgMzMTGnSpIlrx3/KKac4jkbOO++8yFGK6X2YHojphZhQscdVtBx++OHStm1befDBB+Wdd96RzZs326sEABUiQHz25ptvRvoY9k7++uuvl127dsnpp59e8jPTVDc/s5mrs6ZMmSL9+vWT1q1bR22+V7Q0bdpUbrnlFhkxYoR888039lsAgAsB4pPCwkL585//7NqRV6tWTQYNGlRSd++99zr+febMmaVeJbq8vDyZO3du5HU6deokderUcb1PRcuRRx4pV155pfz973+Xjz/+WHbv3m2/DYCQI0B8sHXrVunYsaNrp123bl1XQLz11luOGhM6GitXrpTRo0fLHXfcIaeeeqrrvStaTLC1aNFC+vbtV7RO04qOen623wJAyBAgSbZs2TI56aSTXDvoM888U9asWWOXy88//+zqgyTCtm3b5L333osEUvv27eWII45wrVO0pXr1mkVHJ2dIw4bXFI17XPr3nyWTJmUWBdTmoqOq4HwnpWXLEa7lpZeW2GVlsseWJ57aaLyOB/xCgCTR5MmTpWbNmq6dcrdu3co9RRRLH8SrgoICWbx4sTz77LNy3XXXSYMGDVzraZYaNY4uOlJqLccf373oSOavjh1fu3Zj5O6735fhwxfL/PnZsnNnvv02SWPvlM3Stu2YokDeY5dGZY8tTzy10XgdD/iFAEkC0+8wVzzZO2NzWmjw4MF2uYumD5IIP/zwg0ycODHy/meffbZUrVpVMjIayK9/fYGccMItctpp/+va+dlL165vysCBc4uOdlbJ2rXb7beoNPZ6FC+PPz7HLo3KHleeeGqj8Toe8AsBUsm2bNkS+aa4HR5HH320zJ492y6PKlF9EK/Mkc8nn3wmTz89Xm69dai0afOca+dX0XLxxePkj3+cJePGfS1Ll26U/PxC+20Swn7f4qV165GyevVWu9zFHleeeGqj8Toe8AsBUonM9zWifU/D/DVv/rqPVWX1QRJh1aotMmXKCnnkkU/k6qsnu3aGFS3nnTeqKIzeliFDFhaF0w+ydWue/RYq9vuUXnr3nmaXu9hjyhNPbTRexwN+IUAqyYQJE6I2pnv06CF79sR2Hr60ZPRBEsEEgAmCZ575PBIMbdqMdu0gK1o6d54cCSQTTCagDh6036Vi9mvay8KF6+whDnZ9eeKpjcbreMAvBEiC7d+/X+6//35XcFSvXj1yKxEtv/ogXplTVF9/vTFyyuqBB2bJJZeMc+0wK1ratx9b9P9/mowY8aV88cW6ogAusN/GxX6Nu+563/G/u3WbIgcOlJ1M9vjyxFMbjdfxgF8IkAQyp5ouuugiV3gcc8wxkS/jeRGUPkgiZGfvkPffXyX/+Mc8ueGGKa4daEWL6WPceONb8tRTC2T9+p32y0fYY5Yv3+T62bvvfmsPK2HXliee2mi8jgf8QoAkyFdffSWNGzd2hYf58l12drZdHrcg90G82rUrXz77LDty+a+5DNhcDmzvVMtazOmuaEcSdp3x0EMfOn52+eXjZe/e/dbIX0QbX5Z4aqPxOh7wCwGSAOPGjZOMjAxXeNx8882R24okSqr0QbwygfCf/2yWyZMz5S9/+UiuvHKiaydbvJijkbw8dwjYdYY58jnnnFGOn48a9ZU18hfRxpclntpovI4H/EKAeGD6HX369HEFh+l3DB061C73LFX7IInw00+75MMP18jTTy+Qm26aWhIEzz77uV0aUdZO2Zw2K/3zCy54JeqVX2WNjyae2mi8jgf8QoAobdq0SX7729+6wsM8e2POnNi+rBavdOqDeGWOOqLt+IuVtVPesmWP6xSZCRVbWeOjsWu9LkCqIEAUzC0/GjVq5AoPcyv1nJwcuzxh0rkPkmjl7ZRNr6X0v5nTYGvWbHPUlDfeZtd6XYBUQYDE6ZVXXok8kMkOj1tvvVX27t1rlydcWPogXpW3U969O991OXHfvjMcNeWNt9m1XhcgVRAgMTI3G7znnntcwWF24sOHD7fLK02Y+yDxqGinPHHiN66axYvXl/y7/W/liac2Gq/jAb8QIDHYuHGjtGvXzhUe9evXl3nz3OfPKxN9kNhUtFMuKDggnTpNctT06DG15FvvFY0vLZ7aaLyOB/xCgFTgiy++kIYNG7rC49xzz5Uff/zRLq909EFiE8tOedq01a468zPD/nl54qmNxut4wC8ESDlGjRolhx12mCs8zFP99u3bZ5cnDX2QisWyUzZHG+Yb7aXrzHdOzO1XYhlfLJ7aaLyOB/xCgERh+h133323Kzhq1KghL7/8sl2edPRBKhbrTnnBghxX7dixS10/K088tdF4HQ/4hQCxbNiwQc4//3xXeBx33HFFO5sFdrkv6INULJ6dcs+ezhstmps3xjM+ntpovI4H/EKAlGICwgSFHR4mUEywBAV9kIrFs1NeseJnadXKWW8v5YmnNhqv4wG/ECD/ZU5NmVNUdniYU1n5+fl2ue/og5Qv3p1y//6zXWNiHR9PbTRexwN+CX2AmHC48847XcFhmuemiR5U9EHKF+9OOScnV84913mjxVjHx1MbjdfxgF9CHSDmMlxzOa4dHuayXXP5bpDRBymfZqc8aNB817hYxsdTG43X8YBfQhsg8+fPj3wR0A4P84VB88XBoKMPUj7NTtncnNG+0WIs4+OpjcbreMAvoQwQc+sR0zeww8PcqsRcwpsq6IOUTbtTfvnlJa6xFY2PpzYar+MBv4QqQMzNDm+77TZXcJibI5qbJKYa+iAA/BSaAFm3bl3kdut2eJjbspvbs6ci+iAA/BSKADEPeDIPerLDwzwQyjwYKlXRBwHgp7QPEPNoWfOIWTs8zKNozSNpUx19EAB+SdsAycvLk9///veu4MjIyJBx48bZ5SmLPggAv6RlgGRnZ0uLFi1c4dG4cWP56quv7PKURh8EgF/SLkA++eQTOeaYY1zhcdFFF0V6BumGPggAv6RVgDzzzDNR+x33339/WvQ7ykIfBIAf0iJA9uzZIzfddJMrOI444giZMGGCXZ526IMA8EPKB8gPP/wgZ599tis8TjjhBFm6dKldnpbogyTH3LlrZciQhbJs2U/2PwGhlNIBMnv2bDn66KNd4XHJJZfIli1b7PK0RR+k8i1durHkViNt246RH3/MtUuA0EnZABk8eLBUq1bNFR4PPvigFBYW2uVpjz5I5Xr77f847lc1cOBcuwQInZQLkN27d0v37t1dwVGzZk2ZPHmyXR4a9EEq1+bNe6RNm9ElAXLeeaNk06bddhkQKikVIGvWrJEzzzzTFR4nnXSSLFu2zC4PFfogle+JJ5zPC3nqqQV2CRAqKRMgs2bNkrp167rCo2PHjrJ161a7PHTog1S+DRt2OZ5aaHoh5hkiQFilRIAMGjQoar/D/JUdxn5HWeiDVL7HHvvUcRTy/POL7BIgNAIdIGYH2LVrV1dw1KpVS9588027PPTog1S+7Owd0rr1yJIAad9+rOTm7rPLgFAIbIBkZWU5/qIuXpo0aSKZmZl2OYQ+SLL85S8fOY5CRo5Mr/urAbEKZIBMnz5djjrqKFd4XH755bJ9+3a7HP9FHyQ5Vq/eKq1a/X+AXHTRq7JnT+o8ChlIlEAFyMGDB2XgwIFStWpVR3CYneLDDz8sBw4csIfAQh8kOe6/f6bjKGTcuK/tEiDtBSZAdu7cKddee63rqKN27doydepUuxxloA+SHJmZmxwB0rHjeMnP54IOhEsgAmT+/PnSoEEDV3g0a9ZMVqxYYZejHPRBkqdXrw8cIfLGG8vtEiCt+R4g69atc52yMstVV10lO3bssMtRAfogyfPll+sdAXLVVRNl/35OsyI8fA+QF154wREcZuc3YMAA+h0e0AdJnttvf9cRIu+++61dAqQt3wNkxowZjgC5+eab7RLEiT5I8ixYkOMIkC5dXi/64+egXQakJd8DxNySvfTOznzrHN7QB0mum26a6giRmTOz7BIgLREgaYg+SHJ9/PH3jgDp1m2KHOQgBCFAgKQp+iDJY8Kia9c3HSEyZ84PdhmQdgiQNEUfJLmmTVvtCJCbb/6XXQKkHQIkTdEHSa7CwgPSufNkR4h8/vk6uwxIKwRImqIPknxTp650BMgf/vCeXQKkFQIkjdEHSa6CggNyxRUTHCGydOlGuwxIGwRIGqMPknyTJmU6AqRPn+l2CZA2CJA0Rh8k+fbu3S8dOrzmCJGVKzfbZUBaIEDSGH0Qf4wdu9QRIA8+OMsuAdICAZLm6IMk3+7d+ZGHTBUHiHkE7po12+wyIOURIGmOPog/XnppieMo5G9/+9guAVIeAZLm6IP4Y8eOvXLBBa+UBMg554ySnJxcuwxIaQRImqMP4p/nnvvccRTy97/PtUuAlEaAhAB9EH9s3rxH2rQZXaoX8oJs3MhRCNIHARIC9EH88+STn8nZZz8nzZs/Kk2a9JFHH33NLgFSFgESAvRB/LN+/XY55ZT7pHHjHlK//hXSoEF72bSJ74UgPRAgIUAfxF/9+g2RunXPkVq1mkqNGkcT4EgbBEhI0AfxT1bW95KRcUzR7/6XEK9du7Zs28b3QpD6CJCQoA/ir+7duzt+/4899phdAqQcAiQk6IP4a9myZY7TiHXr1pWdO3faZUBKIUBCgj6I/zp37uyY64MHD7ZLgJRCgIQIfRB/LVq0yDHX69evL3l5eXYZkDIIkBChD+K/Dh06OD6DYcOG2SVAyiBAQoQ+iP/mzJnj+AwaN24sBQUFdhmQEgiQEKEPEgzt2rVzzPnRo0fbJUBKIEBChj6I/6ZPn+6Y802bNpXCwkK7DAg8AiRk6IMEQ8uWLR2fw6RJk+wSIPAIkJChDxIMU6dOdXwO5sjw4MGDdhkQaARIyNAHCQYTFs2bN3fM/bffftsuAwKNAAkh+iDBMH78eMfcb926tV0CBBoBEkL0QYLBNM5PPvlkx2cxa9YsuwwILAIkhOiDBMfIkSMdn0X79u3tEiCwCJAQog8SHPn5+dKoUSPHNjBv3jy7DAgkAiSk6IMEx9ChQx3bwGWXXWaXAIFEgIQUfZDg2LNnj9SrV8/xeSxZssQuAwKHAAkp+iDBYuZ96c+jS5cudgkQOARISNEHCZbc3FypU6dOyedRtWpVyczMtMuAQCFAQow+SLAMGDDAsS306NHDLgEChQAJMfogwbJ161apVatWyedRrVo1ycrKssuAwCBAQow+SPA89NBDjs/kjjvusEuAwCBAQszug7Rq1couQZJt3LhRMjIySj6T6tWrS05Ojl0GBAIBEnKlb6VhwmTbtm12CZKsd+/ejm2CCxwQVARIyJVupJuFO8L6z3wTvfRnUrNmTbsECAQCJOROPPHEkt+9OQIxl5PCX3feeadjm7jwwgvtEiAQCJAQ++mnnxw9kDZt2tglSLJ169ZJjRo1Sj4T8983bNhglwGBQICE2BtvvOH43T/88MN2CZLsvvvuc3wm99xzj10CBAYBEmK9evVy/O7NZwH/bNq0SY444oiSz8N8uXPt2rV2GRAYBEiInXrqqSW/d3OqxNzUD/7p37+/Y1u47bbb7BIgUAiQkLL7H23btrVLkETm8ulf/epXJZ+H+Rb6qlWr7DIgUAiQkKL/ESyPP/644/Po1q2bXQIEDgESUvQ/gsPcxLJu3boln4U5Mly2bJldBgQOARJS9D+CY/DgwY5toHPnznYJEEgESAjR/wiOvLw8qV+/vmMbWLRokV0GBBIBEkL0P4Jj2LBhjs/i0ksvtUuAwCJAQoj+RzAUFBRI48aNHZ/Fp59+apcBgUWAhBD9j2AYM2aMY+5zKhGphgAJGfofwVBYWChNmzZ1zP3p06fbZUCgESAhQ/8jGCZNmuT4HFq0aGGXAIFHgIQM/Q//HTx4UM444wzH52AeLwykGgIkZOh/+O+dd95xzPnmzZtHQgVINQRIiND/CIbWrVs75vz48ePtEiAlECAhQv/Df7NmzXJ8BuaZ9Pv377fLgJRAgIQI/Q//tW/f3vEZjBw50i4BUgYBEiL0P/w1b948x1xv1KiR5Ofn22VAyiBAQoL+h/8uv/xyx1x/7rnn7BIgpRAgIUH/w19Llixx/P7r1avHESBSHgESEvQ//NWlSxfmOdIOARIS9D/8s3z5cqlatWrJ779OnTqSm5trlwEphwAJAfof/urRo4djjg8YMMAuAVISARIC9D/8k5WVJdWrVy/53deqVUu2bNlilwEpiQAJAfof/rnzzjsdv/sHH3zQLgFSFgESAvQ//JGTkxP5fRf/7g8//HDZuHGjXQakLAIkzdH/8E+fPn0cc7t37952CZDSCJA0R//DHya4MzIySn7vhx56qKxdu9YuA1IaAZLm6H/4o3///o7f+2233WaXACmPAElz9D+Sb9u2bVK7du2S33u1atVk1apVdhmQ8giQNEb/wx+PPfaYY053797dLgHSAgGSxuh/JN/OnTulbt26Jb9zE+DLli2zy4C0QICksb59H5bDDz9WDj30KKlW7XD6H0nw5JNPOuZz586d7RIgbRAgaez8839X9NdwaznyyDPl6KNPkz178uwSJFBeXp7Ur1/fMZ8XLVpklwFpgwBJU5s358oJJ9wsjRp1lQYNOkmnTv3sEiTYsGHDHHO5Q4cOdgmQVgiQNDVz5go59dSHpVmzB6RJk97y9NNv2yVIoIKCAmncuLFjLs+ZM8cuA9IKAZKmBg2aLy1bjpDf/OZ5OfPMwbJw4fd2CRJo9OjRjnncrl07uwRIOwRImrr++jciAWKW884bJXv37rdLkCCFhYXStGlTxzyePn26XQakHQIkDW3dmietWv0SHma5/fZ37RIk0MSJEx1zuGXLlnYJkJYIkDT04YdrSsLDLMOHL7ZLkCAHDx6U008/3TGHp06dapcBacn3APnggw8cG98NN9xglyBOxf2P4mXRoh/tEiTI22+/7Zi/zZs3j4QKEAa+B8jw4cMdG6BZ+vXrJ/v3c85ei/5H8rRq1coxdydMmGCXAGnL9wDZtGmT45GfxcuFF14oP//8s12OCtD/SJ6ZM2c65uzJJ58caagDYeF7gBjmXkEnnniiK0SOP/54+fLLL+1ylIP+R/K0b9/eMV9HjhxplwBpLRABYuzdu1duueUWV4iYx4C++uqrdjnKQP8jOebNm+eYp40aNZL8/Hy7DEhrgQmQYs8//3zk6W12kNx77730RWJA/yM5LrvsMsf8HDp0qF0CpL3ABYgxd+5cOfbYY10hYk4ZmGdcIDr6H8mxZMkSx7ysV69e5EaKQNgEMkCMdevWSevWrV0hYk4VcIfT6Oh/JMc111zjmJN8dwlhFdgAMfbt2xd5lrQdIocddpiMGTPGLg89+h+VLzMzU6pWrVoyF+vUqSO5ubl2GRAKgQ6QYi+++GLUvkivXr0id0HFL+h/VL4ePXo45uCAAQPsEiA0UiJAjPnz57se1mMW85zvjRs32uWhQ/+j8mVlZUm1atVK5l6tWrWKfu9b7TIgNFImQIz169cX/WV9nitEGjRoIJ9//rldHir0PyrfHXfc4Zh3Dz30kF0ChEpKBYhhrrW/8847XSFSo0aNUH+Ri/5H5crJyYnMseL5lpGRwZEvQi/lAqTYiBEjHBt08XLXXXeF8gtd9D8qV58+fRzzrHfv3nYJEDopGyDGwoULI6ev7BBp06ZN5HRXWND/qFzmu0fmiKN4fpkLOrKzs+0yIHRSOkCMDRs2yPnnn+8KkeOOO04+++wzuzwt0f+oXH/6058cc+v222+3S4BQSvkAMcylvD179nSFiPlL8aWXXrLL0w79j8pjrrKqXbt2yZwyV2GtXr3aLgNCKS0CpNjo0aMjXzK0g8T8xWi+lJiu6H9UnkcffdQxl7p3726XAKGVVgFifPHFF9KwYUNXiJxzzjny44/p95c5/Y/Ks3PnTqlbt27JHKpSpYp88803dhkQWmkXIIZpel5wwQWuEDE3aDS34U4n9D8qz5NPPumYP1dffbVdAoRaWgaIYW79bi61tEPE9EWGDRtml6cs+h+Vw9xd174j9OLFhDNQWtoGSLGxY8dGHkplB8mtt94aeYhVqqP/UTnMc2lKz5eOHTvaJUDopX2AGOb5DebxuKV3CNWqZUj79tfK+vWp+9x1+h+Vw1zVZ8+XOXPm2GVA6IUiQIxNmzbJhRdeGNkZVKlSXWrWPEF+/esL5De/uVsWLVpjl6cE+h+Vw1zNVzo82rVrZ5cAkBAFiGH6Ivfdd59kZDSQunXPlUaNrpdmze6XFi2ek0mTMu3ywKP/kXiFhYXSpEkTR4DMmDHDLgMgIQuQYq+//oGcdNL1RTuK3nLGGU+U7IAfeeQT2bcvdXoI9D8Sb+LEiY7waNmypV0C4L9CGSDG8uXZ0qHDUMdf8Gbp0WOqbNiwyy4PHPofiXfw4EE5/fTTHQHyr3/9yy4D8F+hDRBj+/a90rPn+64QueSScbJ4cbBvxkj/I/FMWJQOj9NOOy0SKgCiC3WAGAcOHJRnnvncFSLnnDNKxo9fZpcHBv2PxGvVqpUjQCZMmGCXACgl9AFSbMaMLGnbdowrSP76148D2Vug/5FYM2fOdISHaaSbhjqAshEgpaxatUU6dZrkCpEbb3xL1q/faZf7hv5H4tm3vhk1apRdAsBCgFh27Ngr99wzzRUiF188Tr74Yp1d7gv6H4k1d+5cR3iYLxGG8amWQLwIkChMX2To0C9cIdK69UgZN+5ruzzp6H8klrlNSekAMbcxAVAxAqQcs2Z9J+3aufsif/7zbMnL86/nQP8jccwNEkuHh7mBormRIoCKESAVWL16q1x99WRXiHTrNkXWrcu1yytdQcEB+h8JdM011zgC5IknnrBLAJSBAIlBbu4+ufded1/kootelYULk98X+d3vppasw1tvrbD/GTFatmxZ5CFRxeFRp06dyEOkAMSGAImR6Yu88MIix1//ZjF9kVdeWWqXVyrT6H/ttWXy0UepeRNIv+Tm5kYu1x0wYIB06NAh8myY0kcf5vG1AGJHgMTJ7LQvuOAV19HIQw99KHv2FNjl8NF3330n48ePl169eslZZ53lONqwl+rVq8vWrVvtlwBQDgJE4bvvtkqXLq+7QqRr1zclO3uHXY4kMJfdfv755zJkyJCiz6aL62mCFS2XXHKJ/ZIAKkCAKO3cmS/33TfDFSIXXjhWPvss2y5Hgm3ZskXeeeedoiO/hyLP64j21MmKFvN9jxYtWkjPnj0jD5ECEB8CxAPTF3nxxSVR+yKjR38l3IcvcTIzM2XkyJGRRxE3a9bMFQYVLabfYe511a9fP5kyZYr8+CPfnQG8IkAS4JNPfojaF3nggVn0RRR2795d9Dv9RAYOHChXXXWVHHXUUa5AqGgxV1R16tRJ/vnPf0YeR7tnzx77bQB4RIAkyPffb5drr/3/L/gVL+ZLf2vXbrfLUUpOTo688cYb0rdv38gpJdPQtgOhouWUU06R22+/PfI42hUruLQZSAYCJIF2786Xfv3cfZHf/nZspPGOX077rVy5UcaO/Uj+8If/lWbNznOFQUVLRkaGtG/fXvr37y/vvvuubNu2zX4bAElAgCSY6XuMGPFlpA9SOkSGDFlol7qCxiwvvbTELiuTPTaIdu3Kj1xUYG74ePfd70duDXPWWc9EHidcv/4VUrt2M6lSpfwjjuOOO06uu+46efbZZ2XRokU0vIGAIEAqydy5a4v+Sh5bsnN/991v7RJXAJjFPJPk559jO19vjw0Ccxnz+++vkn/8Y57ccMMU1zqapUWL4UVHHg9Iw4bXyJFHninVq9csCYuqVavK2WefLb179448n/z777+33wJAQBAglcg8Q8RcjTVzZpb9TxH2jrV4efzxOXZpVPa4ZMvPL5Svv94YuUPxH/84K/IoYHudylpOPfVhOf747vI//3ORXHVVV3nsscfkww8/5FYiQAohQHxk71SLF3P6y9zEsSL2uMpmHmRlrjgzjwC+9da3pU2b0a51qGjp3HmyPPLIJ/L661/KypU5PHMcSGEEiI/snWvppXfvaXa5iz0m0cwTGqdMWRHZ4Ue7I3FFi7nVvAka0/8xwWMCCED6IEB8ZO9w7aWiO/3a9V6Y76uYB1ONHPlV5M7Dpfs3sS7mqY3mVJY5pbV06cbIKS4A6YsA8ZG9A77rrvcd/9s8c8Rc9loWe3w8TH9mxowsefLJzyLPfLevGotlMff+Gjhwrrz33iq+6wKEEAHiI3uHvHz5JtfPol29VcyuLc/KlZtl4sRvIncNvvzy8a6xFS3m8ltzGa65HHf+/OzIvcAAhBsB4iN7J22YHXzpn5mdfVmPrI02Ppr775/pqq1oueKKCZFH906alBkJn8LCA/bLAgg5AsRH9k7bMN+jOOecUY6fjxr1lTXyF9HG28ypKrvOXszpq5tumipPPbUg8hz4n37aZb8MALgQID6yd+TFzJfwSv/c3Kgx2hVMZY0vzTSy7VNW5tYq5lb05jsqixevl7y86Ec4AFAeAsRHZQXAli17Ij2H0v9mQsVW1nibOQoZM+bfMnXqSsnKqvj7JQAQCwLER+UFgGlWl/43c5ppzRrnTQPLGw8AlY0A8VF5AWDu7GvfGqRv3xmOmvLGA0BlI0B8VFEAmMtu7RrTsyhm/xsAJBMB4qOKAqCg4IB06jTJUdOjx9SSR+VWNB4AKhMB4qNYAmDatNWuOvMzw/45ACQTAeKjWALAHG2YW42UrrvyyomRy3NjGQ8AlYUA8VGsAbBgQY6rduzYpa6fAUAyESA+iicAevZ03mgx2t1yASCZCBAfxRMAK1b8LK1aOevtBQCSiQDxUbwB0L//bNeYeMYDQCIRID6KNwBycnLl3HOdN1qMZzwAJBIB4iNNAAwaNN81Lp7xAJAoBIiPNAFg7spr32gxnvEAkCgEiI+0AfDyy0tcY+MZDwCJQIAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACg8n8T0RaZMdOXFgAAAABJRU5ErkJggg==)
PN: 3H31-5-2J
CAS: 5492-61-5
Molecule Weight: 185.09
Formula: C6H14Cl2N2
![1,4-Diazabicyclo[3.2.1]octane](data:image/png;base64,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)
PN: 3H31-1-8G
CAS: 5167-08-8
Molecule Weight: 112.176
Formula: C6H12N2
PN: 3H32-1-67
CAS: 59039-61-1
Molecule Weight: 142.246
Formula: C8H18N2
PN: 3H32-1-M6
CAS: 53617-36-0
Molecule Weight: 183.299
Formula: C10H21N3
PN: 3H31-5-0T
CAS: 1217074-64-0
Molecule Weight: 278.65
Formula: C9H22Cl3N3
PN: 3H32-1-62
CAS: 245070-83-1
Molecule Weight: 168.284
Formula: C10H20N2
![1-[3-(Pyrrolidin-1-yl)propyl]homopiperazine](data:image/png;base64,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)
PN: 3H32-1-V0
CAS: 199475-39-3
Molecule Weight: 211.353
Formula: C12H25N3
TSCA: Not listed on TSCA inventory