| Product Number | 3H32-1-61 |
| CAS | 59039-67-7 |
| MDL Number | MFCD09055248 |
| Molecular Formula | C11H22N2 |
| Molecular Weight | 182.311 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H32-1-62
CAS: 245070-83-1
Molecule Weight: 168.284
Formula: C10H20N2
![9-Methyl-3,9-diazabicyclo[4.2.1]nonane](data:image/png;base64,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)
PN: 3H32-1-0V
CAS: 102547-84-2
Molecule Weight: 140.23
Formula: C8H16N2
![Octahydro-1H-pyrrolo[1,2-a][1,4]diazepine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACOFAAAjhQEmsiR5AAAB8HpUWHRtb2xTb3VyY2UAAHichZRtb9sgEMe/yonXC2AMjh3FqapVlSq1e7G20t5NxCapJRsq7Dx9+x1x2trK5slIHMf9DvhzeHlzbGrYG99WzuYkopyAsYUrK7vNyevL/SwlN6tlgUEYaNucvHXd+4Kxw+FAizfT6KOztHAN6ecXx7YaxRxi6vyWCc4j9uvp8fnMzCrbdtoWBqm2WrRn56MrdHfexT+WYI32+8qyPpw1ft9n+y14aJwe25J8neU7zt0iCpuqNrBxvtEd7AWn2Pg32BprvO5MCesTumMq8eyr5dOdK3aNsR2aIUNV6Pq587sCHY2rTbHDZGg83OWkiRDQnWtuvdcnCFZw6wi0AB2DlqAV6AT0HHQKOgMdBX1rExZ4Ob0b3CX034+vHkUROeE0TbmCiM5TNYeYCsUlSCqVlKBoplQKCU2E5B+jy9wlsucInDDVLKKpEBHMOFXzRACOuerHPIuy0MtYJvAZhzl4loReKYHxgqqs9/MkDSqxz1Ovlmtny4EJVZmTdUTOcvw0m1ZcFCHgfGk8FllIEEKHgBgDQb9pIB4DQe1pQI6BcDfTgBoD4SangWQMhHufBuZjIFTJNJCOgVBT00B2pdJ/gFCgQ+JSs5PI9WX/HWGDUmEfjwnNq4fGBq+Q4b9n9QexcGN4YJR0vAAAMdlJREFUeF7t3Qm8TeX+x/F7L9KVlCEJiSaiEkLHkKEUGSIRt1ndElejBpXCFXWL1F+JUlxlqEMSkmtMSCUkiQyRORkz0/P3W/fa7fXsvc/Z53emNXzer9d63ZvzW+ew9znP96y1nuf3/MkAAKDwJ/sPAABIBgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAggE/dddddpkiRIqZ+/fpm5MiR5qeffrJLgGxFgAA+s3//ftOsWTPzpz/9KeYoWbKkufHGG83LL79svvzyS3PkyBH7dCDLECCAj8hVRpUqVWKCI9FRoEABU69ePdOtWzczYcIEs2PHDvtTAmoECOAT06ZNM8WKFYsJiYweFStWdG5/DR061Cxfvtz+MkDSCBDAB1588UWTN29eVxD85S9/MT179nRuVQ0YMMC5dVWqVKmYwEjvKFy4sGnRooV5/vnnzezZs51bZEAyCBDAw/bt22fatWsXM+iffvrpZtKkSXa5Q25zyUP1Ll26OLe7JGjs89M68uXLZ2rUqGEefPBBk5qaajZt2mR/CcBBgAAetWbNGlO5cuWYAb5SpUpm5cqVdnlCe/fudW5/9erVyzRu3NicdtppMZ8zvaNs2bLmb3/7mxk4cKBZtGiR+f333+0vgxAiQAAP+vTTT50puvZA3rp1aycQMmvJkiVm0KBB5tZbbzXnn39+zNdJ7zj11FNNo0aNzLPPPmumTJlidu/ebX8JhAABAniMPIvIkyePa8CW/+7Tp49dmmW2bt1qPvzwQ/PII4+YlJQUkz9//pjQSOv485//bKpUqWYeeqinSU2dYdav325/CU+pVm2w6+jde7Zdkqboc9OSbF0imT0/uxEggEf89ttvpk2bNjGDszzklt/yc9LBgwfN3LlznYf3LVu2NGeccUbM38s+8uY91Zx+ehVTunRrU6HC48evUP5tunb91Lz33rfm22+3msOHj9lfJtfYAVKjxptm3bpddllCyQ7sydYlktnzsxsBAnjAqlWrzCWXXBIzKMufyce8QJ67DBs2zNx7771x/6758xc3RYteYc455xZTseKzMYN0Sspb5q67PjKvvPKFmTVrrdm164D9JXKM/XeTo1u3aXZZQskO7MnWJZLZ87MbAQLksk8++cS5yrAH5LZt2zpXJV61a9cuM3nyZPP000+bhg0bmuLFKxy/UqlvypW7+3jA9IkZoOMdrVqNNj16zDTjxi0/HpS/2l8i29h/Dzkuv3ywWbEiuVtv0eelJdm6RDJ7fnYjQIBc9Nxzz8V93vHCCy/YpZ539OhRs3TpKjN8+Ezz+OOTTNOm78UM0ukd9eu/Yx544BMzdOg35quvNpr9+7OnFUv013z00amR/9+ly2S7NK7o89OSbF0imT0/uxEgQC6QmVQ33HBDzFVH0aJFzdSpU+1y39q69bfj/57V5qWX5ppbbhnrPGuIHhTTO6T+5pvHOufL59myJfMz0ET011i7dqepXn1I5L+/+WazXR4j+vy0JFuXSGbPz24ECJDD5FmCrOWww0PWfMjajyA7cOCI+frrjc4VhlxpyBVH9CCZzHHdde85zytGjVpqli//xRw7lvE1KfbA3LPnrMh/y3Oa9NjnJ5JsXSKZPT+7ESBADpo4cWLchXzt27d3Vp2H0erVO5xnIDKI33DDGNegmcxRp85Qc++9H5vXXvvSfP75uuNXd4fsLxHDHpg3b97rPOQ/8WfyedJin59IsnWJZPb87EaAADlAVm7LSnC7rYj0t3rppZfs8lCT2VkyS0tma8nVQK1aQ10DaTKHPMtIK0jiDcxym+zEn7Vvn2rSWmwf7/x4kq1LJLPnZzcCBMhme/bsMddff33MVYd01p0+fbpdDousH1m6dKuznkTWlVxzzQjXwJrokPpE4g3MO3YcMHXrvh35808/TTx9Ot758SRbl0hmz89uBAiQjaRd+kUXXRQTHtLkkB0E9TZs2G0mTVppnn9+jnO1IFNwowdbOT7+eIV9WkSigfn117+K/LlMMT56NP7ix0Tn25KtSySz52c3AgTIJh999JEpVKhQTHjccssttEzPYvv2HTbz5/9sBg/+2pmW+/bbi9J8uJ5oYJbbXg0aDIt8TJ7NxJPofFt0XWYPLyJAgCwmzzukyWC85x2ybwdyX1oD8/DhiyMfa9LkXXPo0FG7JM3zo9khkJnDiwgQIAtJV9p4+5UXL17czJw50y5HLklrYD548Ihp3PiP5ywjRiyxS9I8P5odApk5vIgAAbLIsmXLTPny5WPCo1q1amb9+vV2OXJRegPz2LHfRz5+1VXDnVtk0dI7/4Rk6xLJ7PnZjQABssC4ceOcPTLs8Lj99tvNgQO51zQQ8aU3MMvD85YtR0Vq5NlKtPTOPyHZukQye352I0CATDh27JjTTFD2w4gODtkW9v/+7//scnhEMgPzlCk/Rmpkeu/OnX/8IpDM+SLZukQye352I0AApZ07d5omTZrEXHWceeaZ5rPPPrPL4SHJDMyykFCmCJ+o69dvXuRjyZwvkq1LJLPnZzcCBFBYunRp3K1ga9SoYTZs2GCXw2OSHZg/+2xdpE5anUhzSJHs+cnWJZLZ87MbAQJk0AcffGAKFiwYEx4dOnRwdvKD92VkYO7Q4aNI7T//+d+tb5M9P9m6RDJ7fnYjQLLBddddZ04//XTn9sb8+fPtD8On5HlHt27d4j7vGDRokF0OD8vIwLxw4aZIrbR9l61vkz0/2bpEMnt+diNAslinTp1ifjM9++yzzQMPPGBmz57tLDKD/+zYscNce+21Me/tWWedZT7//HO7HB6X0YFZmjOeqH/iif8kfX6ydYlk9vzsRoBkoUWLFjm/jdqDTPRRokQJ07FjR6eJ3pEj2bPbGrLWkiVLzLnnnhvzXqakpJiNGzfa5fCBjA7MP/zwS6Tflt13Ky3J1iWS2fOzGwGSRWTv6goVKsQMMmkdsvuc3DeXfaUPHTpkf0p4wOjRo80pp5wS8979/e9/5z3zMc3AbF95JHN+snWJZPb87EaAZBEJgugBRm5bvfnmm6ZNmzamQIECMQOQfUjTvVtvvdV8+OGHNNrzANnf+9FHH415n0466SQzZMgQuxw+oxmY5dlH9Na3yZyfbF0imT0/uxEgWUB+S40eZPLkyWPmzJkT+bgEwtixY50urPFWK9uH/Mbbtm1bM2rUKOfKBjlr+/bt5uqrr455X0qWLMmkiIDQDswyC4sA+QMBkklr166N2aK0R48edlmETPOcNGmSufPOO02RIkViBin7OPnkk53NiIYPH2527dplfzpkMXmOVbZs2Zj3oXbt2mbz5s12ORBqBEgmyENweZAaPdDUrVvXuf2RDDl/2rRp5p577nFWL9uDln3I7ROZCfTWW2+ZX375xf50yKT33nsv7u1GmfRw+LC7mR4AAiRTnnzySddAU7hwYXXXVVljMGvWLHP//feb0qVLxwxi9iG3yRo2bGhef/11s2nTJvvTIQMk8B9++OGY1zh//vxm6NChdjmA/yFAlGbMmBGzYZB0ZM0q8+bNcx7ilitXLmZgsw9Z2CZXPv379zfr1q2zPxXSIFdyEsT2ayohvmDBArscQBQCREEGnVKlSrkGHLnNkV0WLlzodHyNt9dEvEP6MfXt29esWrXK/lSIIq9rmTJlYl6/K6+80mzZssUuB2AhQBSaN2/uGnAqVaqUY1NvZdOinj17mksvvTRm4It3VK5c2amX8/CHf//73+avf/1rzOv1j3/8gwWeQJIIkAx69dVXXQOODELSmTU3yBVGnz59nCsOeyCMd8gVjFzJfPPNN/anCg0JB3nOZL82Mttt2LBhdjmANBAgGbB48WJnoIkeeOQhthfIsw95BlKnTp2YZn/xDnm28thjjznPWsJi69atpl69ejGvhSz6/Ppr945zANJHgCRp37595qKLLnINPC1btrTLPEFmZb322mumQYMGzmwte8C0DxlA5bfyIDd7/Oqrr5x/p/1vr1+/vtm2bZtdDiAJBEiS7r77btfAI7N0fv31V7vMc2RwlHUjsn5E1pHYA6h9SLPHe++911mfEpRnAe+8807MlaMc0iE5KP9G5K79+8P5fUSAJOH99993DTzyW738tu43sgWrrGhv0aJF3AHVPqTZo6yYl5XzfmwcKOHQuXPnmH+XPLcaMWKEXQ6ovPLKF06H3hYtRpnNm/faHw40AiQdP/30k7M5VPQA9Mwzz9hlviM9tqTXlvTcitdt1j6k2aP08pK1Ljk14ywzZBqurI2x/x3nnHNOqCcRIGvt3n3Q1d69W7dpdkmgESBpkN9ga9Wq5RqApCdSsq1K/EICQYJBugFLUNiDrn1I4EiX4ZEjR3qy2eMXX3wRs05HjquuuooWMMhSx479bq6+engkQE7sWBgWBEgaZMpr9AAkrUqCvtJbblWdaPYot7DsQdg+5FaY3BKTW2Nyiyy3yfMeaUFi/z0feeSRwAU/vGHo0G9cXXN79pxllwQWAZLAzJkzY2Ywpaam2mWBdqLZozxUl4fr9qBsH/KQ/pprrnEG8Zye2STNDuXvaf+dpDmiXCkB2WXv3kOmXr13IgFSs+aboXkWQoDEIftB2A0NpWNumMn0Xpk4IDOX4k2HtQ8JX5lGLNOJs3vbV5m2bN9qlEPWusjaHSC7vfbal66rkBde+NwuCSQCJA7ZfyN6IKpYsaIvHhznJNlYSRYixtsr3D5kYaMscOzXr58zKSEryUJI2ejJ/pqNGjXyxTRrBMPOnQeOf48PjQRIrVpDj/8ius8uCxwCxDJw4EDXQCT3+L/99lu7DFFkVlP37t2T3hO+evXqTguWH3/80f5UGTJ48OC4a1sef/xxnncgx/XrN891FTJgQPB3ryRAokhQ2OsjJFCQvO+//95p3ihNHO2BPd4hTSGl/rvvvrM/VULyoN9e2CmHzA4bM2aMXQ7kiG3b9pmUlLciAVK37tvONN8gI0D+R25Rya2q6AFJZhdBT5o9Slv5mjVrxgz28Y4LL7zQmfkmbdYTkecpV1xxRcy55513HleKyHV9+sxxXYW88cZXdkmgECD/Iw/JowckWUcgD9ORNWT688svv+ws7ku22aNsqDV37tzI55gzZ07c2WCNGzc2O3bsiPpqQO7YuHGPMwvrRIA0aDDM/Pab/7o4JIsAOU6m50YPSDKDSKbxInvIrCnpYiw7AebNmzcmEOxDZsRdfvnlMdOqJYhkW2HZDhjwimeemem6CnnnnUV2SWCEPkDkN2NZIBg9MMltFOQMWRku+47LVUS8B+KJjoIFC4ZuXQ78Ye3anc6K9BMB0qjRv82BA8FsthjqAJGZOjK9NHpgkvUEdGjNHbt27XJ2CpRp1PF2CzxxXHDBBRl66A7ktMcf/4/rKmTUqNzZdC67hTpApCli9MAkTROzep0CdKTH1ujRo81NN93kemaSL18+J2gAL1uxYruryWKTJu+aw4eDd6s1tAEiq6rte+rSth3eE72R1/nnn29/GPCkBx/8xHUVMm7ccrvE90IZILJC2W7HIesK4E3R06sJEPjFkiVbXAFy/fWjnO69QRLKAGnVqpUrPOQ3XNmyFt5EgMCvOnb82BUikyattEt8LXQBItNHo8NDVp7TcM/bCBD41ZdfbnQFSJs275vfA3QREqoAkZk79uyeV1991S6DxxAg8LM77xzvCpHp09fYJb4VmgA5cOCAufjii13h0bx5c7sMHkSAwM/mzFnnCpCbbx5rl/hWaALkvvvuc4WHtABne1N/IEDgZ3LLqn37VFeIzJ273i7zpVAEiOz3HR0ef/nLX45fRk63y+BRBAj87j//We0KkA4dPrJLfCnwAbJ+/XpTpEgRV4BI/yT4BwECv5Ppu61bj3GFyMKFm+wy3wl0gEirkiuvvNIVHtIKnFYl/kKAIAgmTlzhCpBOnSbZJb4T6ADp0aOHKzxOO+00s2ZNcGZAhAUBgiA4evSYad58pCtEvvtuq13mK4ENENk7wm5VIr2V4D8ECIIiNXWZK0AeemiKXeIrgQwQ2VyoTJkyrvDo0KGDXQafIEAQFIcOHXUaK54IEGm4uHLlr3aZbwQyQFq3bu0Kj/LlyzvdXeFPBAiC5L33vnVdhXTrNs0u8Y3ABcgbb7zhCo/8+fObRYuCuyNYGBAgCJL9+4+Yq68eHhUiA83atf7cPjtQAbJs2TJToEABV4AMGDDALoPPECAImqFDvzFVqrxqKlXqYS644H7TtesQu8QXAhMg0qrkkksucYVH06ZNze9B6lwWUgQIgmbPngOmatXHTJkyN5sSJZocP+qY9es32mWeF5gA6dy5sys8zjrrLLNt2za7DD5EgCCI+vYdZooUqWkKFrzAnHRSUdOpU2e7xPMCESDjx493hYe0Kpk2zb8PpuBGgCCItm/fYQoXLhX53patJTZt8tfqdN8HyM8//2yKFi3qCpAnnnjCLoOPESAIqocfftg1dnXt2tUu8TRfB8ixY8dMvXr1XG9AzZo1zeHDh+1S+BgBgqDauHGjc+Vx4vu7YMGCx69M/DMjy9cB0qtXL1d4FCpUyKxevdoug88RIAiyjh07usax7t272yWe5dsAmTt3rsmbN6/rhR85cqRdhgAgQBBka9euNfny5Yt8jxcuXNjs3r3bLvMkXwbIzp07zTnnnOMKjzvuuMMuQ0AQIAi622+/3TWe9e3b1y7xJF8GSJs2bVwv9oUXXmj27t1rlyEgCBAE3Q8//ODMHj3xfV68eHGzb98+u8xzfBcgQ4YMcYWHtCpZuHChXYYAIUAQBm3btnWNbX7oouGrAPn+++9jWpX069fPLkPAECAIg8WLF5s///nPke/10qVLm0OHDtllnuKbADl48KCpXLmyKzyaNGlCq5IQIEAQFs2aNXONcYMHD7ZLPMU3AdKlSxfXC1uiRAmzdau/d/NCcggQhMX8+fNd49y5557r6S24fREgEyZMcF3aycOmqVOn2mUIKAIEYXLVVVe5QmTEiBF2iWd4PkA2bNhgihUr5npBH3vsMbsMAUaAIExmzJjhGu/k+9+rt+o9HSDSqqRBgwauF7N69eq0KgmZyy6rY/LnP8M5KlasYX8YCJyUlBTXuJeammqXeIKnA6R3796uF1FalaxatcouQ8DVrn3r8avQus5RvXo7+8NA4EycONE19lWtWtUu8QTPBsi8efNiWpV4+V4gss811zxjypW72znq13/S/jAQSFWqVHGNf5MnT7ZLcp0nA2TXrl2mbNmyrhfvtttus8sQEi1bvm0uvfRF52jW7E37w0AgffDBB64xsHbt2nZJrvNkgNx0002uF+6CCy4we/bsscsQEm3avG+qVRvsHC1bjrI/DASSPAOuUKGCayycOXOmXZarPBcgb731lusFO+mkk8xXX31llyFECBCE1fDhw13j4dVXX22X5CpPBcjy5cvNKaec4nrBXnzxRbsMIUOAIKxkEWG5cuVcY+IXX3xhl+UazwSItCq57LLLXC/Utdde69n5z8g5BAjC7I033nCNiy1atLBLco1nAuSBBx5wvUhnnnmm2bJli12GECJAEGbyy3WpUqUiY6N05ViyZIldlis8ESAy59luVTJlyhS7DCFFgCDsXn75Zdcv2DLRyAtyPUCkRbvs6RH94nTt2tUuQ4gRIAg72VzqjDPOcF2FLFiwwC7LcbkeINWqVXOFx8UXX+z5HvjIWQQIYEz37t1dY6W0dcptBAg8jwABCJC4uIWF9BAgCDtuYaWBh+hICwGCsOMhejqYxotECBCEGdN4k8BCQiRCgCDMWEiYJFqZIB4CBGFFK5MMopkibAQIwopmigq0c0c0AgRhRDt3JTaUQjQCBGHEhlKZwJa2OIEAQRixpW0m9e7d2/UCFipUyKxatcouQ8ARIAgbWRsXPfZVrVrVLvEETweI3ANs0KCB64WU5fuHDx+2SxFgBAjCJiUlxTXupaam2iWe4OkAERs2bDDFihVzvZiPPfaYXYYAI0AQJjNmzHCNdxUrVvTsejjPB4iYMGFCTKuTqVOn2mUIKAIEYXLVVVe5AsTLz359ESCiS5curhe1RIkSZuvWrXYZAogAQVjMnz/fNc6de+65zmJCr/JNgEirk8qVK7te3CZNmnj20g5ZhwBBWDRr1sw1xg0ePNgu8RTfBIiQ1u8FChRwvcD9+vWzyxAwBAjCYPHixa5b9aVLl/b83ki+ChAxZMgQV4DIXiILFy60yxAgBAjCoG3btq6xbcCAAXaJ5/guQESbNm1cL/SFF15o9u7da5chIAgQBN0PP/zgTA46MaYVL17c2UTK63wZIDt37jTnnHOOK0TuuOMOuwwBQYAg6G6//XbXeNa3b1+7xJN8GSBi7ty5Ma1ORo4caZchAG666YNIgNxwwxj7w4CvrV271uTLly8yjhUuXNjs3r3bLvMk3waI6NWrlytApNXJ6tWr7TL43AsvfB4JkOee+8z+MOBrHTt2dI1j3bt3t0s8y9cBIq1O6tWr53rxa9asSauTgDly5JgZP365GTv2++Pv7TH7w4Bvbdy40Zx88smR8atgwYJm+/btdpln+TpAxM8//2yKFi3qCpEnnnjCLgMAz3n44YddY1fXrl3tEk/zfYCI8ePHu94Emc0wbdo0uwwAPOOXX35xbeEtVyKbNm2yyzwtEAEiOnfu7AqRs846y2zbts0uAwBPeOqpp1xjVqdOnewSzwtMgBw4cMBccsklrjekadOmtDoB4Dmy6+rpp58eGatkFtZPP/1kl3leYAJELFu2LKbViR9WcwIIl+eee841Tt155512iS8EKkDEG2+84XpjpNXJokWL7DIAyBW//fabOeOMMyJjVJ48ecyKFSvsMl8IXICI1q1bu0KkfPnyzpsGALmtf//+rvGpXbt2dolvBDJAduzYYcqUKeN6kzp06GCXwSNOLBI8cfTuPdsuSVP0uYCXybYUpUqVioxL0n13yZIldplvBDJAxJw5c5xLw+gQGT16tF0GD7ADpEaNN826dbvssoQIEPjFoEGDXGNSixYt7BJfCWyAiB49erjerNNOO82sWbPGLkMuswNEjm7dkl/HQ4DAD2RnwXLlyrnGpAULFthlvhLoADl69Ki58sorXW/YFVdc4ektIsPIDg85Lr98sFmxIrmWDgQI/GD48OGusahRo0Z2ie8EOkDE+vXrTZEiRVxv3JNPPmmXIRdFB8Cjj06N/P8uXSbbpXERIPA66dtXoUIF1zg0a9Ysu8x3Ah8gYty4ca43TlqdTJ8+3S5DLokOgLVrd5rq1YdE/vubbzbb5TEIEHjd+++/7xqDateubZf4UigCRNx3332uN7BkyZJOLxrkPjsAevacFfnvu+76yKqOZZ8PeIl0w7jssstc48/kycldXXtdaAJEWp1cfPHFrjexefPmdhlygR0AmzfvNSkpb0X+7PPP11lnuNnnA14yceJE17hTtWpVu8S3QhMg4rvvvjN//etfXW/mq6++apchh8ULgJdemhv5s/btU01aLc3inQ94RUpKimvMGTt2rF3iW6EKEPH666+73kxpobx48WK7DDkoXgDs2HHA1K37duTPP/10VdQZbvHOB7xAnrVGjzcVK1YMVIPX0AWIaNWqletNveiii8y+ffvsMuSQRAHw+utfRf68VavR5ujR+LsRJjofyG0NGzZ0jTUjRoywS3wtlAHy66+/mrPPPtv1xt599912GXJIogDYu/eQadBgWORj48Ytd338hETnA7lp3rx5rjHmvPPOc9amBUkoA0TMnj07ptWJTLVDzksrAIYPXxz5WJMm75pDh2J/ANM6H8gtzZo1c40vQ4YMsUt8L7QBIp555hnXGywbvPhxUxe/SysADh48Yho3HhH5+IgRsY3n0jofyA2yhYQ0SjwxtpQuXfr4Lz+H7DLfC3WAyOVknTp1XCFSq1YtWp3ksPQCYOzY7yMfv+qq4WbfvsOuj6d3PpDT2rRp4xpXXnnlFbskEEIdIGLdunWmcOHCrjf76aeftsuQjdILAHl43rLlqEjN4MFfuz6e3vlATlq+fLnT7eLEeFK8ePHATtIJfYCI1NRUV4DIs5GZM2faZcgmyQTAlCk/Rmpkeu/OnQciH0vmfCCn3Hbbba7xpG/fvnZJYBAg/3PPPfe43nTZ9GX79uS6wSJzkgkAmTovCwpP1PXrNy/ysWTOB3KCbBeRL1++yDgidzd2795tlwUGAfI/+/fvdxb5RIeI3zd7yW0//7zbvPPOItOjx0wzfXrifViSDYDPPlsXqZNWJ1u3/neb4mTPB7Jbx44dXWOITNQJMgIkyrfffuusTI/+Bhg4cKBdhjSsWbPTDBmy0HW1IId02JWPxZORAOjQ4aNI7T//+d+tbzNyPpBdNm7caPLnzx8ZOwoWLOisOQsyAsQigREdIBIoEixI7IcffjGDBn1lWrce4xrM7ePrrzfapzoyEgALF26K1Eooyda3GTkfyC4PPfSQa+zo2rWrXRI4BEgc119/vesbQW5tyS0u/OHbb7eaV175wrRo8cfsqESH7C747LMzzbFj8XsAZTQAZKOpE/VPPPGfDJ8PZDXZGuKUU06JjBnStHXz5vT3svE7AiQOeXguC3+iQ0QesoeZPMSW3/6lS+51170XExL2IVcH9977sXn//WVm27a0pzBmNADkikdCSepP/G9Gzgey2lNPPeUaLzp37myXBBIBkoBM47Vbnch03zCR9RcLFmwwzz33mbnmmj9Wgyc6rrjizeM/OJPM+PHLnW66ydIEgH3lkdHzgayya9cuc9ppp0XGCZmFJevLwoAASYMsKIwOEJmSF/RvjMOHjzkbOMmugA0bDo8ZoO1DZkM99NAUM3HiCrNnzyH70yVFEwDy7CN669uMng9kld69e7vGiQ4dOtglgUWApEFamkhrk+hvDtnLOGgdNaXf1IwZa0337jPMlVe+EzMo20edOkPN44//x1nct39/5tu+aANAZmHZf7dE5Pbbxx+vcDr8Alnlt99+M8WKFYuMD3LXYuXKlXZZYBEg6ZDmitJkMTpEgjC3WwZ+2aRJbgVJINgDsX1IsEjASNBI4PjJtGmrI/+OZs3ec56hAFmhX79+rrGhXbt2dkmgESBJkDbv0d8k8luGtIP3G7nFJLea5JZT9J7jiQ65hSW3suSWltza8qsXX/xje1w5atUaaiZNCs9vicgeBw8eNCVLloyMC9J9N2xT/gmQJMmGU9EhIrO0/LBISB5my0Ptf/xjkvOQ2w4J+5CH5fLQXB6eJ9oB0G+WLt0aNzBlRllQ/o3IeYMGDXKNCTL9P2wIkCRJN03Z+jb6G6Zly5Z2mSds2fKLGT58irntNplOGxsS9iHTcuW3dHlOEKDtml2WLdsWd/rxPfd8nKEZY4CQ56PlypVzjQdffvmlXRZ4BEgGLF68OKbVyeuvv26X5QqZHda/f39Tt+6VplCh8qZEicbmvPM6mcqV+8UMmnI0bz7SWQi4ZMkW+1MF1q+/7jd///uEmNdCguX773kuguQNGzbMNQ40atTILgkFAiSDXn31Vdc3jqw4Xbp0qV2WI1atWmX69OljatSoYf2dSppixeqasmVvN5Uq9YoMlDfcMOZ44H0V6ofIcsvKfiYih9zikllaQHqOHTtmKlSo4PqZmzVrll0WCgSIQvPmzV3fPJUqVcqxVifLli0zPXv2NJdeeqnr7xB95Mt3milcuKopXfpGc/31LzvNDVev3mF/qlCTh+jyMN0Okhde+JznIkjTmDFjXD9vsqtpWBEgCtL3RvYLif4mkjbO2WXhwoXOosby5cvHhEW8o2bNFNOv32Czdu0m+1MhyvLlv5imTWOfi8htLrndBdh+//13c9lll7l+3j755BO7LDQIEKUZM2a4tq2UY9y4cXaZ2rx588yjjz4a86Au3iHTB+vWres8Awn6SvmsJjsbduz4cUyINGnyrvnuu612OULu448/dv3sVatWzS4JFQIkE5588knXN5O0Olm/fr1dlhS5ryr3Ue+///6YRo7xDlmL0rBhQ+ch/qZNXGlkhnQJ7t9/fkyIyHORjz76wS5HiF1xxRWun8OxY8faJaFCgGSCTOVLSUlxfUPJlUCyrU7k/GnTpjmdfs8888yYkLCPk046yVx77bXmrbfecm6jIWt98smPpnbt2OciffrMOf5e8Vwk7ORnNfrnUZ59yi2tMCNAMmnt2rWuTpxy9OjRwy6LkNWrkyZNMnfeeacpUqRITEjYh0wblgVKw4cPd7p+InutWLHdmeJsh4jshLh9e9pt6RFsDRo0cP1svvvuu3ZJ6BAgWWD06NGubyy5vTRnzpzIx2WGllzq3nLLLebUU0+NCQn7kI1p2rZta0aNGuU0a0PO2rXrgLnvvokxIdK48QhnIy2EjzyTjP4ZPe+885K+0xBkBEgWkRbO0d9gZ599tnnzzTdNmzZtTIECBWJCwj4KFSpkbr31VvPhhx/m2JRgJCbPRWShpR0i0g5m3LjldjkCrmnTpq6fV/nZBgGSZeRKwV5clN5RtGhRJ3gmT55sDh2izbgXScfieN2Ke/ee7esGk0jeN99848x0PPFzK78c8vP6XwRIFlq0aJGzG5kdFNFHiRIlnDUj06dPdx6iw/tWrvw17t7vd945Pt3teuF/N954o+tn+JVXXrFLQosAyWKdOnWKCQ35jeWBBx5wWsCHfdaGX+3efdDpaGyHyLXXjjCLF2+2yxEQy5cvd633ktmS3GL+AwGSDa677jpnE6omTZqY+fPn2x+GT8lzkYEDF5jLL3eHSM2ab5rU1GV2OQLgtttuc/0y+Pzzz9sloUaAABkkOxzWrft2zNWIbL516BAzc4JizZo1Jm/evJHwkIXCe/bssctCjQABFFat+tW0bBn7XOS22z40W7cyyATBvffe67r6ePbZZ+2S0CNAACXZIrhLl8muAKlcub+pVesZs2DB93Y5fGTDhg0mf/78kfCQ9Vt+2IE0pxEgQCbIcxHZY0Wei1SpMtBUqPC4KVOmvTnrrPpm0KBhdjl84qGHHnJdfUhjU8QiQIAsMGPGWlO9em9nE6/ixRuaggUvMHnynGxuv/12c+AAW+b6hcy6GjBggOvZh2wat3kzM+3iIUCALPLjj5tM7dp3m0KFKpl8+QpFBiBp+a3t0ozsI9NxP/vsM2dmVYsWLRL2puvcubN9Kv6HAAGy0J49v5mWLdvHDELFixc3M2fOtMuRg2TbA+lJJ7enZBto6W5tv0/xDtk6GvERIEAWk8WiMmPH3nBMbovI7RFkP3kPpDPEwIEDzc0335zUxmz2Ie/fHXfcYX9qRCFAgGzy0UcfOU0y7YFJujKzmjlryfqMTz/91AnuRo0aJdX12j6kw640NJVN2pYsWWJ/CcRBgADZSB7KXnTRRTGDVZUqVcxPP/1klyNJq1evNiNGjHBaB1WuXNnV7DCZQ6boyu6CDz/8sLMV9ZYtW+wvgSQQIEA2k9+OZVMwexArVqyY01QTaZPOt1988YXp37+/adWqldOQ1H4t0zvktW7ZsqX517/+ZT7//HNmxmURAgTIAXJPvlevXnGfi7z00kt2eaht377djB8/3jz22GOmTp06zjRaOxDSOy6++GJnq+hhw4aZFStW2F8CWYQAAXLQxIkTY7ZAlqN9+/Zm375wtob/7rvvzJAhQ5xtnsuXLx/z2qR3yA6est3sU0895WwXzdbPOYcAAXLYypUrTaVKlWIGQrmXLw38gkxCUqYzP/fcc84uf9K12n4d0jtke4SbbrrJ2Zdj4cKFbC2biwgQIBfs3bvX3HDDDTGDo+xSOXXqVLvct37++WczZswYZz8cWVAZvcI7mUPqq1at6pwvn4cFmd5CgAC5SH4Tz5Mnj2vQlP9+4YUX7FLPkysB2f5VrgzkCqFMmTIxgZDeIVckcmXSu3dvM2PGDGeraHgXAQLksk8++cTZa8IeTNu2bevpAVSeNUyePNk8/fTTpmFD6f9VMObfkN5x4YUXOov15BnI0qVL7S8BjyNAAA+QdhmXXHJJzAArf+aVVhry7EZmNck+GfH+rukdJ598sjOrSjrbyiwrmW0FfyNAAI+Qq402bdrEDLxydTJlyhS7PFsdPHjQzJ0717z44ovO+okzzjgj5u+V3iH7h8u6DVm/IVs7y3oOBAsBAniMdIeN91ykT58+dmmW2bp1q/nwww/NI488YlJSUlybKSVzyEpwmUV23333OSvEZaU4go8AATxI+jrFay/eunVrZwZXZkmvp0GDBjm9n84///yYr5PeIb2mpOeU9J6Sq6Pdu3fbXwIhQIAAHiVrQuS3envwljUk8jwiWRI406ZNc1bCN27cOO5CxvSOsmXLmr/97W9Od1vpcisr6wECBPAwWXjXrl27mAFdprvKqut4pEnjyJEjTZcuXZymjXb7lPSOfPnyOftlPPjggyY1NdXZRwOIhwABfEAeZtuL8CQYevbsab788ktnn5Ebb7zRlCpVKiYQ0jvkIb3syCfPXmbPnk2reSSNAAF8Qm5DSVdZOwAyelSsWNHcddddZujQoU67eUCLAAF8RG5PyW0pOxQSHQUKFDD16tUz3bp1MxMmTDA7duywPyWgRoAAPiO3mJo1axYTFnKULFnSuZX18ssvO7e2jhw5Yp8OZBkCBPApuQ0lU33r16/vPDRnh0PkNAIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQOX/AXx1sx7KX1bBAAAAAElFTkSuQmCC)
PN: 3H32-1-9Y
CAS: 109324-83-6
Molecule Weight: 140.23
Formula: C8H16N2
PN: 3H31-1-F8
CAS: 881041-21-0
Molecule Weight: 196.338
Formula: C12H24N2
PN: 3H32-1-58
CAS: 686298-05-5
Molecule Weight: 197.326
Formula: C11H23N3
TSCA: Not listed on TSCA inventory
