| Product Number | 3H30-1-H1 |
| Synonyms | 1-Benzhydrylazetidin-3-amine; 1-(Diphenylmethyl)azetidin-3-amine |
| Purity | 97.0 % |
| CAS | 40432-52-8 |
| MDL Number | MFCD03093386 |
| Molecular Formula | C16H18N2 |
| Molecular Weight | 238.334 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-H1
CAS: 40432-52-8
Molecule Weight: 238.334
Formula: C16H18N2
PN: 3H32-1-B8
CAS: 69159-49-5
Molecule Weight: 252.361
Formula: C17H20N2
PN: 3H32-1-C3
CAS: 36476-88-7
Molecule Weight: 252.361
Formula: C17H20N2
![[1-(Diphenylmethyl)azetidin-3-yl]methanamine dihydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABrJAAAayQEUpdD5AAACfXpUWHRtb2xTb3VyY2UAAHicjZXbbqMwEIZfZcT1xnjMwRCFVFGrlVZq92LblfZu5RAnReJQAc3h7XcMOUFS2EA0Zvg/Y3vG49nDPkthq8sqKfLIQsYt0HlcrJJ8E1m/375PAuthPotJRMK8iqz3uv6Y2vZut2Pxu87UvshZXGRW+366r5KOZuewotzYgnO0/7w8vzbMJMmrWuWxJqpKplXjfC5iVTej+OITdqbKbZLbrdzOym3b21/Bzc3ZvlpZl7k80rsFobBOUg3rosxUDVvBGd38G2x0rktV6xUsD+R2mEtzn89enor4M9N5TU3TQxKr9LUuP2NyZEWq40/qjBo/niIrQwJUXWSLslQHMC3jVghKgHJAuaA8UD4oCSoAFYJCTn96jyRAUiBJkDRIIiQVkgxJJ0gnkGKRajOYt8OHphmlQPdPeGyuk7170cKKyKKJ0g8cJl0yE2TCdzwgr+TiZJChF+LpiTQcg+DqsUHOVjAvlOR3WOjw4GKPfmQud0IQTDrSB1pRSRM9mqOzlVhwuIzvaKgzHrQ28Iz1mBMa6zNXBiFMJPN8GV6eQ4ZcNjaQxiL1jU1DMAw6npOkj/x3FxRp+xzq+WxZ5KurJiSryFpSvIzkl15XNLkmASwoypUuaWeZDoz0GhBdwKTLMOB0AZNcw4DbBUwqDgNeFzCJOwz4N0MaAeTNF8JhIOgCzS4aJsIu0W66M7K4h5guO0yzSUeYXsDbTT3C9GLeFoERphf2tmiMMO6dNRhjvNuVHskv7IW/rWMjn+llQFv3RpheErR1coTpp0FTV4cZ0UuDUx0eZPpp4H/F2Fdlwz6dJtS8OWnsq2PIpsN3/g840y5x/LHpawAAOwNJREFUeF7t3QncXdO9/3FjzFRJ1RBx0Wu6VRqCiiGhXG1JUVxF8XdL8q+/S2soNb5IKC7SujXEEEMQtyRoSyTEUESRmpWKSImYCRIZrX+/R/bOOuvZ59lnr7P3OXv4vF+v/fJ4zjpn59lnrd/3nD2svZgBAMDDYu4vAABoBgECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAjQosWuWCxcgE5qd19sz1qAFCQZHEnaysx5M83lL15u9h67t1nvpvXMitesaJa9almz7sh1zb737mtGvDzCzJ4/231aTdJ1ofiSvOdJ2kqR+mJ71gKkIMngSNL2pr/fZNa4fo2650Qta96wpvn9a793n55oXSiHJO95krZF64vtWQuQgiSDo9m250w6J2y39PClzeCHB5sH33rQvP/5+7VPea/OeNX8zwv/YzYetXHD12t2XSiPJO95s22L2BfbsxYgBUkGRzNtx0wZE7bpeV1P8+R7T7pNQnMWzDEnTDwh8vWaWRfKJcl73kzbovbF9qwFSEGSwRHXdu6CuabXyF61xxe/YnEz7s1xbpNIZz91tvur2HWhfJK853Fti9wX27MWIAVJBkdc25tfvTl8fLc/7uY+nEjculA+Sd7zuLZF7ovtWQuQgiSDI67toRMODR/XWS2tiFsXyifJex7Xtsh9sT1rAVKQZHDEtbUPRL740Yvuw4nErQvlk+Q9j2tb5L7YnrUAKbAHR5IlyqojVg0fnzFnhvtwInHrQvm4fazZJUqR+2J71gKkwB2MzS5Rlhq+VPj4/C/muw8nErculI/bx5pdohS5L7ZnLUAKkgyOuLZF/tSHzkvynse1LXJfbM9agBQkGRxxbTcatVH4eNH2O6PzkrzncW2L3BfbsxYgBUkGR1zbn0z4Sfh40c58Qeclec/j2ha5L7ZnLUAKkgyOuLb2ufe7/3F39+FE4taF8knynse1LXJfbM9agBQkGRxxbd2rf++fdr/bJJLmK3LFrQvlk+Q9j2tb5L7YnrUAKUgyOJppO3rK6LCNZkCd9N4kt0lIg/ykx0+KfL1m1oVySfKeN9O2qH2xPWsBUpBkcDTb1p4BtcfwHuZnf/6ZeWj6Q+aD2R/UZkB97ZPXavdm2OzWzRq+XrPrQnkkec+bbVvEvtietQApSDI4krQd+feR5mvXf63uOVHLWjesZW577Tb36YnWhXJI8p4naVu0vtietQApSDI4krSVz+Z9Zi574TIzcOxA03tkb7P81cuHd4Hb5959zHUvX1ebRjtK0nWh+JK850naSpH6YnvWAgAoHQIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAqiT58rwiVOkraN2K+x3XZXmenTP3WbhNJYH4DiIUAKIkmRTtK2Efs1tJx55gS3SSiN9QEoHgKkIJIU6SRtG3EDZOutrzSTJ3/oNqtJY30AiocAKYgkRTpJ20bcANFy/PFj3WY1aawPQPEQIAWRpEgnaduI/RpbbbXo5+eff8dtmsr6ABQPAVIQSYp0kraN2K9x4onjwp8HDbrLbZrK+gAUDwFSEEmKdJK2jdivoWMfOgYS/P/EiW80bAugOgiQgkhSpJO0bcR9jZNPHh/+/yGH3G6++KJxWwDVQIAUhF2kkyy+3NeYMuWjum8h48ZNbtgWQDUQIAXhBkOzi6+o1zj11PvC3+2zzyizYMGXX0Oi2gIoPwKkIJIU6SRtG4l6jalTP677FjJ69EsN2wIoPwKkIJIU6SRtG2n0GqefPiH8/R573GjmzJnfsC2AciNACiJJkY5qqzOpLrvsCXPooaPNgAHX1ea32nvvW8zFFz9mPv74c+vZX4p6DXnjjRmmb9/h4WM33PBMw7YAyo0AKYgkRTqqrf07d/ne90aat9+unywx6jUCZ531QPiYwqi7tgDKiwApiCRFOqrtfvvdaq666qnaleQfffS5+fTTOea++14zu+9+Q62dTtO1Rb1GYNq0T8w22yz6FtJdWwDlRYAURJIinaStLgpUu513vrbu93Gvcc45D3YJj0ZtAZQTAVIQSYp0krazZs2rtdMxEVvca+j+INtu2/VbSBSd7nvbbS+a8eMn112ACKDYCJCCiCvStiRtn3nm7Vq7ww8fU/f7Zl5j6NCHmwqQMWNeCh/XQfxnn+06ISOA4iFACiKuSNuabatvBkcccUet3d13/73usWZe4513Pqt9c4lr+/DDU+tm9NXPp512f+35AIqLAKmw889/pFbQBw/+g/tQ6h5//M3agXw7bHbY4ZragX1dSwKgeAiQirr88idqRXzPPW8yH37Y9TqQLMyfv8CMGvW86d9/RF2Q6N+g4yMAioUAqaArrniyVrh15lWj29RmacaM2ebXv/5z3QWJWo488i7z8svvu80B5BQBUjFBeHznO1ebv/51uvtwWym8tPvMDhHNtTVkyEO1a1UA5BsBUiHBbiudfvvoo/U3heqkBx6YYgYOvLkuSPTtaOTIZ828eQvc5gByggCpiCA8dAX5gw++7j7ccXPnLjAjRvzV7LjjtXVBomnjH3nkH25zADlAgFSEXZQbLXnYbfT++zNrc23Z08ZrOeaYu2vTyQPIDwKkItywiFryECCBF154t3Zxo/3v07eniy56rDaPF4DOI0CQa7rAUbMF20Gy667Xmdtvfym8IyKAziBAkHuffz6vdgxHZ47ZQXLggb83Tz31ltscQJsQICiMt976tDbtvLvr7aSTxtWmmAfQXgQICmfSpOnmxz++rS5EttzybHPBBbeYmTNnuc0BZIQAQSHp+Mfo0S+Z7373erPFFsPM+usfaVZfvZ9Zb71NzQ033OA2B5ABAgSFpjOyzj//j6Z3733MiituYBZbbLHast1225nHH3/cbQ4gRQQISmHy5H+YvfbaNwwQLYsvvrg59NBDzVtvcaAdyAIBglK55557zMYbb1wXJCuttJIZOnSomTOH60eANBEgKJ158+aZSy65xKy66qp1QbL++uub22+/3W0OwBMBgtJ6//33zaBBg8ySSy5ZFyQDBgwwzz33nNscQEIECErv2WefNf37968LkaWWWsoMHjy4FjIA/BAgqIzbbrutthvLDhLt5ho2bFhttxeAZAgQVMrs2bPNkCFDzIorrlgXJJtssokZO3as2xxANwgQVNK0adPMT37yk9qpvnaQ7LnnnuaVV15xmwOIQICg0iZOnGi23XbbuhDp0aOHOeGEE8yMGTPc5gAsBAjwT9dff71Ze+2164JklVVWMcccc4zbFMBCBAiw0GeffWZOPfVUs+yyy9YFyXnnnec2BWAIEKCLKVOmmD59+oQBcsopp7hNABgCBIg0fPjwMED0M4CuCBAgAgECxCNAgAgECBCPAAEiECBAPAIEiECAAPEIECACAQLEI0CACAQIEI8AASIQIEA8AgSIQIAA8QgQIAIBAsQjQIAIBAgQjwABIhAgQDwCBIhAgADxCBAgAgECxCNAgAgECBCPAAEiECBAPAIEiECAAPEIECACAQLEI0CACAQIEI8AASIQIEA8AgSIQIAA8QgQIAIBAsQjQIAIBAgQjwABIhAgQDwCBIhAgADxCBAgAgECxCNAgAgECBCPAAEiECBAPAIEiECAAPEIECACAQLEI0CACAQIEI8AASIQIEA8AgSIQIAA8QgQIAIBAsQjQIAIBAgQjwABIhAgQDwCBIhAgADxCBAgAgECxCNAgAgECBCPAAEiECBAPAIEiECAAPEIECACAQLEI0CACAQIEI8AASIQIEA8AgSIQIAA8QgQIAIBAsQjQIAIBAgQjwABIhAgQDwCBIhAgADxCBAgAgECxCNAgAgECBCPAAEiECBAPAIEiECAAPEIECACAQLEI0CACAQIEI8AASIQIEA8AgSIQIAA8QgQIAIBAsQjQIAIBAgQjwABIhAgQDwCBIhAgADxCBAgAgECxCNAgAgECBCPAAEiECBAPAIEiECAAPEIECDCDjvsEAZIv3793IcBGAIE6OKcc84JwyNY9DsA9QgQwBIVHoQIEI0AARZyw+OCCy6oLYQIEI0AAUx0eAQIESAaAYLK6y48AoQI0BUBgkprJjwChAhQjwBBZSUJjwAhAixCgKCSfMIjQIgAXyJAUDmthEeAEAEIEFRMGuERIERQdQQIKiPN8AgQIqgyAgSVkEV4BAgRVBUBgtLLMjwChAiqiABBqbUjPAKECKqGAEFptTM8AoQIqoQAQSl1IjwChAiqggBB6XQyPAKECKqAAEGp5CE8AoQIyo4AQWnkKTwChAjKjABBKeQxPAKECMqKAEHh5Tk8AoQIyogAQaEVITwChAjKhgBBYRUpPAKECMqEAEEhFTE8AoQIyoIAQeEUOTwChAjKgABBoZQhPAKECIqOAEFhlCk8AoQIiowAQSGUMTwChAiKigBB7pU5PAKECIqIAEGuVSE8AoQIioYAQW5VKTwChAiKhABBLlUxPAKECIqCAEHuVDk8AoQIioAAQa4QHosQIsg7AgS5QXh0RYggzwgQ5ALh0RghgrwiQNBxhEc8QgR5RICgowiP5hEiyBsCBB1DeCRHiCBPCBB0BOHhjxBBXhAgaDvCo3WECPKAAEFbER7pIUTQaQQI2obwSB8hgk4iQNAWhEd2CBF0CgGCzBEe2SNE0AkECDJFeLQPIYJ2I0CQmQMPPJDwaDM3RPQeAFkhQJCZVVZZJSxk3/72t838+fPdJkiZtrG2dbDd9R4AWSFAkJlzzz3XLLHEEmExO/jggwmRDGnbahsH21vbXu8BkBUCBJkaM2aM6dGjByGSMTc8tM217YEsESDIHCGSLcIDnUKAoC0IkWwQHugkAgRtQ4iki/BApxEgaCtCJB2EB/KAAEHbESKtITyQFwQIOoIQ8UN4IE8IEHQMIZIM4YG8IUDQUYRIcwgP5BEBgo4jRLpHeCCvCBDkAiESjfBAnhEgyA1CpB7hgbwjQJArhMiXCA8UAQGC3Kl6iBAeKAoCBLnkhshhh/3ffxbWBW6z0iE8UCQECHIrCJFllvmaWW2175hjj73MLFjwhdusNBSQ/+f//D/CA4VBgCDX7rzzbrPmmjuZ3r0PMZttdqY57bT7Sxki+puOPfZKs/rqO5jllluL8EAhECDIvXvvfcpsscXZpk+fK2pL2UJEf4v+pn/7t3PMeusdbtZaa4C566573GZA7hAgKIQHHphitt12eOlCJAiP4O/acstz/xmYk9xmQC4RICiMsoWIGx762/Q3AkVBgKBQyhIihAfKgABB4RQ9RAgPlAUBgkIqaogQHigTAgSFVbQQITxQNgQICq0oIUJ4oIwIEBRe3kOE8EBZESAohbyGCOGBMiNAUBp5CxHCA2VHgKBU8hIihAeqgABB6XQ6RAgPVAUBglLqVIgQHqgSAgSl1e4QITxQNQQISq1dIUJ4oIoIEJSeGyJDhz7sNmmZXpPwQNUQIKgEO0QGDLjOfbhlek3CA1VDgKAyHnnkH2bQoLvMnXe+7D7UMr2mXlvrAKqCAEHlBbuetGy33VVm+vRP3SYhuy1QdQQIKs8OBS1nnjnBbRIiQIBFCBBUnhsgW299pZk8+UO3WQ0BAixCgKDy3ADRcvzxY91mNQQIsAgBgsqzQ2GrrRb9/Pzz77hNCRDAQoCg8uxQOPHEceHPOqvKRYAAixAgqDw7FHTsQ8dAgv+fOPGNhm2BqiNAUHluKJx88vjw/w855HbzhTXzidsWqDICBJXnhsKUKR/VfQsZN25yw7ZAlREgqLyoUDj11PvC3+2zz6hwAsaotkBVESCovKhQmDr147pvIaNHv9SwLVBVBAgqr1EonH76hPD3e+xxo5kzZ37DtkAVESCovEah8MYbM0zfvoumgb/hhmcatgWqiABB5XUXCmed9UD4WDBle6O2QNUQIKi87kJh2rRPzDbbLPoW0l1boGoIEFReXCicc86DXcKjUVugSggQVF5cKOj+IPYtcbtrC1QJAYLKayYU7Huex7UFqoIAQeU1EwrvvPNZ7W6FzbQFqoIAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBIgwd+4CM2zYxNqinwF0RYAAEe69d3J4waB+BtAVAQJE0B0IgwAJ7kYIoB4BAkQgQIB4BAgQgQAB4hEgQAQCBIhHgAARCBAgHgECRCBAgHgECBCBAAHiESBABAIEiEeAABEIECAeAQJEIECAeAQIEIEAAeIRIEAEAgSIR4AAEQgQIB4BAkQgQIB4BAgQgQAB4hEgQAQCBIhHgAARCBAgHgECRCBAgHgECBCBAAHiESBABAIEiEeAABEIECAeAQJEIECAeAQIEIEAAeIRIEAEAgSIR4AAEW6//TmzxRYX1xb9DKArAgSIcPPNE8y66x5UW/QzgK4IECDCiBG3mpVW2qi26GcAXREgQIThw4ebxRZbrLboZwBdESBABAIEiEeAABEIECAeAQJEIECAeAQIEIEAAeIRIEAEAgSIR4AAEQgQIB4BAkQgQIB4BAgQgQAB4hEgQAQCBIhHgAARCBAgHgECRCBAgHgECBCBAAHiESBABAIEiEeAABEIECAeAQJEIECAeAQIEIEAAeIRIEAEAgSIR4AAEQgQIB4BAkQgQIB4BEhKPvzwQ7PffvuZk08+2X0IBXT55ZeHAaKfUXwamxqjGqtIBwHSoi+++MKMGDHCrLzyymHB2XLLLc3jjz/uNkVB/OlPfzKrrrpq+H7qZ/0OxaSxqDEZvJ8aqxqzGrtoDQHSgkcffdT07ds37Jj2svjii5tDDz3UvPXWW+7TkFN/+9vfzB577NHlvQwWPaY2KAaNPY1BjUX3vdSisasxDH8EiIc333zTHHzwwV065nbbbWc22GCDut+ttNJKZujQoWb27NnuyyAnPvroI3PccceZpZdeuu6922STTWqL/Tu1UVs9B/mksaYxp7Fnv3camxqj9u80hjWWNaaRHAGSwOeff27OPvtss8IKK9R1ws0228yMHz++1mbevHlm2LBhdbtAtKy//vrm9ttvd14RnTR//nxzxRVXmNVXX73uverVq5cZOXJk2E4/63d2Gz1Hz9VrID80xjTW7PdKY1FjUmNTNFY1Zu02GtMa2xrjaB4B0qRbb73VrLfeenWd7qtf/aq59NJLw45pe//9982gQYPMkksuWfecAQMGmGeffdZtjjZ74IEHzLe+9a2692a55ZYzZ5xxhpk5c6bbvPY7PaY29nP0GnotdJbGlMaW/d5o7GkMaiy6NGY1djWG7edojGusozkESIy//vWvZqeddqrrZEsttZQ5+uijzQcffOA270Idu3///l2eP3jw4MiOjWxNmTLF/OhHP6p7P7T8x3/8h5k6darbvAu1UVv3+XpNvTbaS2NIY0ljyn4/NOaa+aCmMayx7D5fY15jH90jQBp47733zE9/+tMu3yB23XVX88ILL7jNY912222xX62Rnc8++8yceuqpZtlll617D7797W+bhx56yG0eS8/Rc+3X0mtrHVoXstXdrmKNtaQ0pjW27dfS2FcNUC1ANALEMXfuXPPf//3f5itf+UpdZ9pwww3NHXfc4TZPRAf3hgwZYlZcccW619aB2rFjx7rNkZIbbrjBrL322nXb/Gtf+5q56qqrzIIFC9zmTdNz9Rp6Lfu1tS6tE9nQWHFPbtCY0thq9WQVjXGNdfu1VQtUE1QbUI8Asehc/4022qiu8+ic8V//+tdmzpw5bnNvjU4v/MEPfmBeeeUVtzk86fz/bbfdtm4b9+jRwxx//PFmxowZbnNvei29pl7bXpfWzfVA6dHY0Bixt3EWp8trrGvM29d2aVFt4HqgegSIiT7/f4klljCHH364efvtt93mqWlXgauaTgV0uwpc1XQqoDX2VQNUC+z1cj3QIpUOkEbn/2+//fbmySefdJtn5vrrr89kF0vVBLsI3fP/272LMGoXi/5NaexiqZLudhFqzLSLaoFqgv1v4HqgL1UyQJo9/7+d0j7IWzV5O0kh7YO8VZPHkxS4HqirygXIhAkTEp3/326tnmZaNXk/TbrV00yrJu+nSXd3PZBqS9VUJkCKVpiTXuhWNUUrzHkPuk7rrjDn8ULNvAddu5Q+QIq8ayiPu9o6rei7hvK2qy0PirxrKI+72tqp1AFSloPTeTnY32llOTidl4P9nVaWg9N5OdjfCaUMkLKeHtup0407raynx3bqdONOK+vpsZ063biTShUgVRmQ7brgsdMaDUhNyV2mAam/xZ1mvAwfeFxVuUCvrB94opQiQKo4RUiWU650Wne7BMo8RUhWU67kQRWnCIna5ZrWlCt5UfgAqfpBybQnfey0qh+ULPJJH1GqPklh0U/6iFPYAOG0yHqtTjvfaZwWWa9op527mCa9XtFOO29W4QKEGzV1L+mNrzqtaOf/t1vRrgfiRk3dS3rjq7wrTICoY15yySWRXwXbcatYrf/FF1+s7cu94IILzJFHHlk7ULbzzjubfv361QZIsOj/9Xs9rq/qaj9mzJja1/l27O9t5ta7eRB1/n/Pnj0Lcf5/OwXXA2nb2Nsqb9cDdfpWsRpbGmMaaxpzGnvNjFGNZbXX2NYYb8cHrUa33lWNa8f601KIAIk6GKVz6IcOHZrZWUezZs0y9913X21/tM5Vd6/B8F30FVan9f3yl78099xzT6b79d98801z8MEHdzkrbeDAgebVV191m7fNE088UYrz/9utu+uBtE07RX1Jfcr+N6nPqe+pD2ZFY0djSGNJY8rdPeS7aPtqm2rsqwaoFmRBtUs1rMjXA+U6QNp9Opw+JY0aNaq2TvcgZtyisyv0ycbtDHGLOusuu+xirr32WvPJJ5+4/6RUPProo6Zv3751611mmWXMSSedlNk6o5T1/P92y8v1QOo76kPqS/a/RX1NfS4LWqfGisaMG6Rxi8amxqh7tmbcolqgmqDakMU3qSJffpDLAPn444/bev7/X/7yF3PEEUeYVVZZpUvnCRadq77//vub0047zdx00021q2h1oLPRrhb9Xo+r3c0331zbZ33AAQeYTTfdtMtrB4v2batNFufEf/HFF2bEiBFmzTXXrFvn17/+9dqA1ONZ0Set8847r/Tn/7dbo+uBtK2z+mYu6ivqM+o79rrVt9THsuhL+ls1NtxjZfaisaU2Gmsac0nGqMa0xrbGuLtN7UU1QrVCNSNt3V0PpJqYR7kKkHaf/6+vp/ok43YSLeuss06to9x4441m2rRp7lNb8s4779Q+zejA2QYbbNBl3Vp04FSdulHn9/Xpp5+ak08+ucunxq222so88sgjbvOWaX901Pn/F110UVuOB5WdtqG2ZdT1QNr2aVMfUV+x16W+pD6lvpUm9X2NAfckgmDR2NEY0ljSmEqTxrzGvmqAaoG7bi2qHaohaSvS9UC5CZB2nv+vN92d6kSLvtoedthhtcez+BTVyGOPPVY75dENTi060JZFx5k8ebLZe++9u6zvoIMOMm+88YbbPLFG5//rgGUVzv9vN21TbVv37MS0rgdSn1DfcPuL+pD6UpqCD5LuQWYtGiMaKxoz7aJaoJqg2hC1+0u1JO0gKcr1QB0PEJ3Trq+d7puy33771b5epkmfKqKuNdCntSuvvDKzg2XN0tkXo0ePNttss02Xf2OfPn0y2a+sjv/Nb36zbl06c+ass87y2h7dnf//9NNPu82RMm3jNK8HUh9QX3DP6FOfSbtoivq4+rrb/zUmNDY6fYaStodqhfutWotqS9p7K1QDVQvddalm5uF6oI4FiM5hP/3007vs09xiiy1SP/9fX4U1ZYK7D16DIIvdRGnQzWl23333un9vcAJB2l/X9ff/7ne/M6uttlrd+nr37m1uueUWt3kkzv/PlzSuB9J7rz5gv4b6iPpK2mNGfTrqQLLGQB5v1BTsXnM/fKnGqNakvX1UE1Ub7XWpdqqGdvJ6oI4ESKPz/5XsaW94fSLQ+d72unSvgauvvrqtu6l86euquw94jTXWqJ2+mLYPP/zQHHPMMV3Obtlxxx3NpEmT3OahTp//j2i+1wPpvdZ7bj9HfUJ9Q30kberL6tP2+tTn87SrphHVENUS9549qjlpfxtRbVSNzNP1QG0NkHaf/69zqe3jCjrVUfuJfb7Kd5I6jj452hdR6pPaL37xi0wOROtiqt12263ufdK+9f/8z/807777btiuU+f/I5lmrwfSe6v32D2Oor6gPpE29V31YfvfpT6uvp72B8msqaaottinqKv2ZHE9R56uB2pLgEyfPr3t5/+feeaZdetTSj/88MNus0LR1/zvf//7ddtQZ8Sk/UkncNddd5lvfOMbdevTaYyaTfSEE07ocpp1luf/o3VR1wPpPdR7qffUPY1d7736QBbUZ92zudS30949226qMfbeFdUg1aIsdHc9kGpuO2QeIPo04X7yyfL8f31y0RQGbscs4jwzjWi6A/s0XHXY559/3m2WCl1PcP7553cpLvaS5fn/SFej64HsRe+13vOsriVRX7WLrPqy+nRZqNa4H/RUk7L6VhV1PZBqrmpv1jIPkM033zz8o3QlaJbn/2ufr31qqtJYF1WVsbBpP7V9mqOuA8jyYKM+GeqcePvDgM7uOeWUU1I//x/Z03um987eXaX3Vu9xlt8C1Efta1bUh7s7vlZUqjmqPfZeENWmrI4JBtcD2TNhqPZmLfMA0ZWdwR+U5UExvTH29O76aq6rUctM01ZsvfXW4d+sT3JZ30xK+3mD9f32t791H0bB6D0M3k+9t1lS37S/OavvtnPqlU5QDbJ39apGZRUiohobrEu1N2uZB4gOygV/UFbTreur4Q9/+MNwPbrYZ9y4cW6zUtIFR/bXZV14lMX5+QHdkjRYVztmQUa29B4G76fe26yoT9oXxanPpn2BcF6pFtkXIKpWZbU7SzU2WI9qb9ZKESD2MQ99hctivqw8U2e0rxJWZ504caLbLBUESLm0I0DUF+0Cqr6aVQHNK9Uke/eSalYWCJCEdIZD8Pr6qnjvvfe6TSpBF4fttdde4bbQRWNZnHpJgJRL1gGiPmhfXKo+2uyFjGWj2mTvzsri7CwCJAGdYx0cpNJ/y37MI472rdp3O9N9BdI+wE2AlEuWAaK+Z9/HR30zy/3/RaAaZdestK8TIUCapPPI7YsEdcYDvhy09plvmjMnTQRIuWQZIPYcd+qTaX+YKSrVqmC7qIaleR0XAdIE7T+1pyfRAbkynqrrSzehsa/bGDZsmNvEGwFSLlkFiPpc8Lrqi3m/MVI7qVbZJ76olqV1TIgAaYImKwteUxcklekiwbSoMATXbGi/axpTegsBUi5ZBIj6WrCvX32QftKVapZ9MaVqWhoIkBj6uheczaB9iEWfniRLmmco2PY77LBDKt/SCJBySTtA1MfU14LXVB9ENNWu4HiIaloau7IIkBj2/TyOOuoo92FYdMDSvm+BZvJsFQFSLmkHiPpY8Hrqe1U/aB5HNSzYXqptrSJAuqGLkYLX0pTGRZtVtxN0EVOwzTTTaavTVBAg5ZJmgKhv2TNGV+Vi3laohtnTs7d6ETAB0g37hvOagx/NOeSQQ8Ltduyxx7oPJ0KAlEuaAaK+FbyW+hyao1oWbDfVuFYQIA3cf//94evoLmBp7M+vCk3tvPzyy9e2nf7bylTPBEi5pBUgafaxqlEts+9sqFrniwBpYJdddglfR7eSRDI///nPw+2nm9H4IkDKJa0AUZ8KXkd9DcmopgXbT7XOFwESQfPIBK+hA3NpnTNdJe4nRN9ZUAmQckkjQNSX+PbRGtU0+4QX3/n8CJAIukdB8BrDhw93H0aT7E+JvlfuEyDlkkaA2FdWt/LttupU24LtqJrngwBx6DTA4KpqnSs9c+ZMtwmapPtfBxcXbrzxxu7DTSFAyiWNAFFf0vPVt+x7rCMZ1bbgGjfVPJ9ToAkQx6hRo8LnH3bYYe7DSGinnXYKt6fP/csJkHJpNUDUh4Lnq2+hNapxwfZU7UuKAHH84Ac/CJ/f6jnSMObaa68Nt6fPPQkIkHJpNUDse/Gob6E19rVuqn1JESCWWbNmhXcxW2eddcyCBQvcJkhId4ELbu6jmUCTng5NgJRLKwGivhPMiK0+VZU7DGZJNU61TttUtU81MAkCxGKnse9BJXS15557htv16aefdh/uFgFSLq0EiPpO8Fz1KaTDPmko6V4XAsRy6qmnhs+98cYb3Yfh6Te/+U24XS+88EL34W4RIOXSSoCo7wTPVZ9COlTrgu2qGpgEAWLZfvvtw+emMVMlvqTptoPt+u///u/uw90iQMqllQBR3wmem9btAvDljOPBdlUNTIIAWWju3LnhPQU22mgj92G0aO21165tW+27TnIchAApF98AUZ8JjqWpLyFdqnnatqqBqoXNIkAWeumll8LnpX1bVtQfB3n99dfdhxsiQMrFN0DUZ4LncfwjffbtgFULm0WALHTHHXeEzzv99NPdh9GiE088Mdy+99xzj/twQwRIufgGiPpM8Dz1JaRLNS/YvqqFzSJAFjr//PPD53EAPX3XXHNNuH0vvvhi9+GGCJBy8Q0Q9ZngeepLSJd9IF21sFkEyEL285544gn3YbToscceC7fvoEGD3IcbIkDKxTdA1GeC56kvIV2qeT5BQIAstNdee4XPY3bP9Nlneuy9997uww0RIOXiGyDqM8HzOEMyfap5wfZVLWwWAbLQgAEDwudxhWv6Pvnkk3D7Jrn/AAFSLr4BYt+fR30J6VLNC7avamGzCJCFtt5669pzllxyyUSnmaI52qZLLLFEbRv37dvXfbghAqRcfANEfUbPUR9ifKZP21S1T9tYtbBZBMhCwRTRmtYY2Vh55ZVr23iTTTZxH2qIACkX3wBRn9Fz1IeQjeA2FkluvUCALNS7d+/ac77+9a+7DyEl2rbaxtrWzSJAysU3QBif2fMZnwTIQnwDyR7fQOAbIHwDyR7fQIx/gHAMJFscA4H4BgjHQLLFMZCFfAOkf//+4fM4Cyt9nIUF8Q0QzsLKln0WlmphswiQhezrQN5++233YbSI60AgvgHCdSDZUs0Lti/XgXgEiH1TlSeffNJ9GC2yr0Q/6qij3IcbIkDKxTdA1GeC53ElevpU84Ltm+RmegTIQvZcWCNHjnQfRovse6MzF1Z1+QaIPRcW90JPn2pesH2ZC8sjQMaMGRM+74wzznAfRotOOumkcPvefffd7sMNESDl4hsg6jPB89SXkC7VvGD7qhY2iwBZ6MUXXwyfd+CBB7oPo0UDBw4Mt++UKVPchxsiQMrFN0DUZ4LnqS8hXap5wfZVLWwWAbLQnDlzzFJLLVV73qabbuo+jBatu+66tW27wgormAULFrgPN0SAlItvgKjPqO/oeepLSJdqnrataqBqYbMIEMu2225be97iiy9u3nnnHfdheHrllVfC9+S73/2u+3C3CJBy8Q0QUd8Jnqs+hXSo1qnmabuqBiZBgFh++ctfhs8dNWqU+zA8XXbZZeF2Pe+889yHu0WAlEsrAaK+EzxXfQrpUK0LtqtqYBIEiGXs2LHhcwcPHuw+DE/77rtvuF2T3qyLACmXVgLEvumR+hTSoVoXbFfVwCQIEMunn35qll566dpzN9hgA/dheJg9e7ZZddVVa9v0q1/9aqLjH0KAlEsrAaK+oz6k56pPqW+hdap12qaqfaqBSRAgjl133TV8Phcste5///d/w+158MEHuw/HIkDKpZUAEfWh4PnqW2iNfYGval9SBIjDvuDt6KOPdh9GQt///vfD7Tl+/Hj34VgESLm0GiDqQ8Hz1bfQGtW4YHv6XKBJgDhmzJhhlltuudrze/bsaebNm+c2QZN0n+Xg1OhevXol3n0lBEi5tBog6kPqS3q++pb6GPyotqnGaVuq5qn2JUWARNh///0pWikYMmRIuB1/9atfuQ83hQApl1YDRNSXgtdQH4Mf+71QzfNBgESwp01Iel40vqTpoVdfffXaNtR9Bl599VW3SVMIkHJJI0DUl4J7V6iPcfsFP8F1b1qSTC9kI0Ai6OYq3/rWt8LXmTBhgtsEMS688MJw+x100EHuw00jQMoljQAR9angddTXkIxqWrD9VOt8b9JFgDRw0003ha+z++67uw+jG7NmzQrvr6w7yCWZW8dFgJRLWgGiPhXc4VJ9TX0OzVNNC94H1TpfBEgD8+fPN+uvv37tdXSZ/4MPPug2QQPnnHNO+B7st99+7sOJECDlklaAiPpW8Frqc2iOalkwdYlqnGqdLwKkG1dddVX4Wvqa18qGrorJkyeHZ7HpLJnnnnvObZIIAVIuaQaI+lZwlp/6nPoeuqcaZu+eV41rBQHSDZ0y2KdPn/D1Lr30UrcJHN/73vfC7fXzn//cfTgxAqRc0gwQUR8LXk99D91TDQu2l2qbz6n1NgIkxqOPPhp+3dP0CczS25h91fk666xjPvnkE7dJYgRIuaQdIOpj6mvBa3J1emOqXcG0Qqppqm2tIkCacOihh4avqatffc9YKLOpU6eG8xRp+f3vf+828UKAlEvaASLqa8Frqg+qL6KeapY9K4RqWhoIkCYouddYY43wdS+55BK3SaXNnTu37pzyNGdKJUDKJYsAEXvGZ/VF9UksopoVbB/VsrT2pBAgTbrnnnvC0waXWWYZM2nSJLdJZR133HHhNtdZHR9//LHbxBsBUi5ZBYj6XHDWpBb1SXxJtUo1S9tFNUy1LC0ESALHH398XaFMK8WL7JprrgmPEamTPvnkk26TlhAg5ZJVgIj6XlAo1SfVN6tONcoOVtWwNBEgCehewVtttVX4+vq5ytMo3HnnneFplFqyOEuNACmXLANE7LOM1DfVR6tKtcmtV0nud94MAiShN99806y77rrhOnRgqorXhzz88MPh9R5a/uu//sttkgoCpFyyDhBRXwzWoT6qvlo1qkn2QXPVLNWutBEgHp5//nnzla98JVzPj3/840pN+64B6f79WZ2ZRoCUSzsCRH1RfTJYj/pqlUJEtcj9+1WzskCAeNJkZMH+Vi177bWX+fzzz91mpaNdAvY3D82pk+UZLwRIubQjQER90p7vSX22CruzVINUi4K/WzUqy8lgSxcgAwcODP+g0aNHuw+n6o477jDLLrtsuL4BAwYkvqdwkeigpH3MQwM062NA9i1MR44c6T6MgtF7GLyfPrc4TkJ90w4R9d0yH1hX7VENCv5e1SbVqCypxgbrU+3NWuYBYs/zonsG/OxnPzMffPCB2yw19913n1lxxRXDdW6++ebmlVdecZsVmj7N2VNGaNFX5Cy/eTzzzDOmf//+detkwrzisyfa1KL3WO91VtRH7d05WtSXs+y7naCao9oT/I2qSapNWVFNVW0N7suiRbU3a5kHyJgxY+p2LWnR1am//e1vMztOMXHixLqrsFdZZZXMv/20i67qtS8S1KKDlFkd83jvvffMoEGD6jqmFk3Z/eGHH7rNUTB6D4Op/oNF77Xec733WVBftQ+sa1GfLssV66o1qjl2vVNNyoJqqGqpXe+0qOaq9mYt8wCR2bNnm7PPPrvum4GWzTbbzIwbN85tngrdn2CTTTYJ16Xz0H/xi18U+riI5hWyO4o6SRan6oo6pq6WDebqCZYNNtigNGGMRfSe6r2132u99+oDWX3QU9+1P1yqbxd57izVFtWY4DosLapBrdx/pzuqnaqh9numGqtaq5rbDm0JkIBOWzvkkEPqNrAW7av7+9//7jZvmfZBHnDAAXXr2nDDDTMLray89tprdbPqatHFSGlfJBjQlbEbb7xx3fpWWmklM3To0NTPW0d+6L3Ve6z32n7v1RfSvFrapj5sX1inRX1dfb5IVFNUW+y/Q7Uni2OwqpX2sWUtqqmqrVmcGtydtgZI4LHHHjPbbLNN3Qbo0aOHOemkk1KZMdY1bNiw2uvb69PGfvvtt92muaJPNPo0YZ9lpWWfffZJdXqSwMsvv1x3rnrQMQ877DDz1ltvuc1RUnqv9Z67H/TUN9RH0qa+rD5tr0t9Xn0/73sMVENUS+x/u2qNak7aVBtVI91aplqqmtoJHQkQ0X7Q6667zqy11lp1G0P7Y3VmRtr79PU1sl+/fl06qQ7g5S1IdLaK7ittTxipRdNkpzWrrk0DWF+93Y653Xbbmb/85S9uc1SE3nv1AbtPqI+or2TxAUZ9254KXovGgMZC1mcXJqWaodrhfrhTjUl7l5VqoWqie6xKtVM1NO1amUTHAiSgr3innHJKlwPtusz/z3/+s9u8JdrQV155ZZf9+uoEmuyt03dQmz59uhkyZIhZffXV6/59Ot1RnTXtb2e6ec3w4cNNz54969anQXzjjTe6zVFR6gtuYVefUd9p9QZILvVx9XX79HQtGhMaGxojnaQaoVrhBodqimpL2sVcNdCe/kSLaqVqZha7x5LqeIAEtM/T/RqrRaf8/eMf/3Cbt0QTmh177LF114wEy0477WSuvfZaM3PmTPdpmdDBLh041O4Bd9Bopk7dZ7rV29BG0X2Yt9xyy7r1aXucdtppufu0h85Tn1DfcMeM+pD6UtrU59X3gxm3g0VjRGNFY6ZdB4pVC1QTVBvceqHtoVqS9kSuqnnu6c5aVCPzdHwoNwESuP/++803v/nNuo22/PLLmzPPPNPMmjXLbd4SfQ2N+jShZYUVVjB77rmn+c1vfpP6V1KdI37ZZZeZH/3oR3Wn+wWLTqM86KCDUl+vvP7662b//ffvsk79To8B3Wl3/9EY0FhwTyPXorGjMaSxlPa1Xlqvxr5qgGqBu+5gr0Xau79V41TrVPPs9akmqjbmTe4CRDTxmDqFuytHE5DdfPPNbvOWqROcd955Xc48spe11167NiXBCSecUNsfqfO6p0yZ0vAgn36vxx9//PHap5cTTzyxduaEPfGju/Tq1cv86le/Mq+++qr7ci3Tp6jTTz+9S1huscUWmXyCRLmpz6jv2H1JfUt9LItv7xoTGhsaI+64CRaNLY0xjTWNOY29ZsaoxrLGtMa2xrjGuvvawaIaoVqRdnCIaptbH1QDVQvzOkFsLgMkoIucdMHR0ksvXbdRd9hhB/PUU0+5zVOh+xL/9Kc/7XJcIG7Rp5T11lsv8tNKd4smVtNZHDoNMO39p4FG+7C1zzbtfdioDvUd9SF3rGR5DE1jRGNFY8aeQLSZxXeM6u9TTUjjnuVRVMtU0+x1quap9uX9Yt1cB0jgpZdeqptDR4v2jR5xxBGp73u0Pf300+aCCy6orTtpp2u06FParrvuas4999zaWS5ZhYbo9b/zne/UrV8dUwcpsziLBtWkvqQ+5X7QU9/L8iw+jR29vsaSxpT77dp30VjXmNfYVw3IimqXaph7nEfrVs0rgkIESOCuu+4y3/jGN+o2tvaD6o1ux1w62sf7pz/9yVx88cVm8ODBtQNaO++8c+3gmj7ZBMuOO+5Y+70e15QQav/HP/6xbQe/dKaKzuN3O6Yu0MriPH5A1LfcC17VB9UX23X2lMaYxprGnMZeMEY1Ju0xqjEbjFGNZbXX2M7iOI5LtUo1yz3+qdqmGlckhQoQKdPGT5uuJNansagrie+++263OZAJ9TX3eKL6pPpm1Wcy6PSH4LQVLkAC+vqn+e7dT9m77bZbJmcv5V3UXEbaR6xPVkXsmCg29Tn1Pfc4RVXnUlNNUm2yt4Vql2pYlrvhs1bYAAlMmjQp8gDUMccck/sDUGnQnc122WWXur9fpzweddRRmc2mCjRLfVB90T0NV302q7vy5YlqkGqRe3xINUu1q+gKHyCBW265xfTu3bvuTVpttdXM7373u9yeAteKYP5/9+JD7dfN8n4OgA/1SfVNu6+q72Z9f6BOUc1R7VENsv9m1SjVqrIoTYCILsI566yzCnMRjo9G8///y7/8SybzZAFpUh9VX7X7btb3B2q3RhdDqzalfTF0p5UqQAJvvPFGw2kAOj3fVSt0/vumm25a9zdp/n/dVa5d0zoArVJfVZ917w+kvl20Wy3YVFsaTcekmlRGpQyQwCOPPJLriciapfn/dYWs/XcE8/9PmzbNbQ4Ugvpu1P2B1NezuD9QVrqbEFY1qMxKHSDSaCrkNddc04wYMSLTC/laNWPGjNq0DO40652c/x9IW6P7A6nvawzklWqHaohqif1vz+qWFHlU+gAJNLoZS9++fXNXjDVFxNVXX93lfiB5mP8fyEKj+wNpDGgs5G3KHdUM1Q439LK6KV5eVSZAApqULS+3g4yi+f/79OlT9+/TV2NNJFek3W6AD/Vx9XV3d5DGRNr3B/LR3W25s5gENe8qFyCB8ePHd7khvebA6dRtNDX//4EHHlj379Gy7777tm0KFCAv1OfV993xoDGS9v2BmhHcXtqdE081RLWkqiobIKLTBi+99NIup8Rqrpxbb73VbZ6JRvP/b7755qU59RjwpTGgsWCPjazuD9SIaoFqgv1vUM1Q7SjLqce+Kh0gAV3IdPTRR3e5KE8TrmU5G2cR5/8H2q3d9wcKaOy7dyFUjVCtKOPFjz4IEIumVtC00HaH0RQMRx55ZKrTgmj+/379+tWtJ5j//6OPPnKbA/gnjY2o+wNpLKV5fyCNdY15d/oV1YYqTL+SBAESYcyYMWbDDTes6zyaFO6iiy5qaWLCMsz/D3RaVvcH0tjWGHcngFQtUE1AVwRIA5p2WreuXHnlles600YbbVS7b0ASeq3zzz+/yxT0//qv/2r+8Ic/uM0BNEFjR2PIHlMaYxprSaeN15jW2LZfS2NfNSDpa1UJARJD9z4+/PDDu3xr2GOPPczf/vY3t3kXd955Z+T8/xdeeGFL32YAfPmtQWPJ/XCmMaexF0djWGPZfq7GusZ8Fvc9LxsCpElPPPGE2X777es6mvbFHnfccZHHLaLm/9c+Vc3//+6777rNAbRAY0pjyz1u0ej+QBqzGrvu8RSNcY11NIcASWjkyJGmV69edZ2uZ8+e5oorrqidLdJo/n/dUrMM8/8DeaYxprFmjz37/kAaoxqrGrN2G41pjW0kQ4B4mDlzpjnjjDPMcsstV9cJ11lnnS5fpcs2/z9QBFH3B9LY1Bi1f6cxrLGsMY3kCJAWTJ061RxwwAF1HTJYdMWq5v/vxFXtAL68elxj0L16PFg0djWG4Y8AScFDDz1U92nnhz/8YWnn/weKRmNRYzIYnxqrGrNoHQGSEs0Wqq/CWV4ZC8CfxqbGaN5m9i0yAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF7+P15TLgPgWUMfAAAAAElFTkSuQmCC)
PN: 3H30-5-4F
CAS: 221095-77-8
Molecule Weight: 325.28
Formula: C17H22Cl2N2
PN: 3H32-H-0E
CAS: 125735-40-2
Molecule Weight: 349.215
Formula: C16H16IN
PN: 3H37-1-W3
CAS: 36476-86-5
Molecule Weight: 248.329
Formula: C17H16N2
PN: 3932-1-02
CAS: 40569-55-9
Molecule Weight: 235.33
Formula: C17H17N
Melting Point: 63 ℃
TSCA: Not listed on TSCA inventory
