| Product Number | 4H03-3-01 |
| Synonyms | 1-Benzhydryl-3-(trifluoromethyl)azetidin-3-ol |
| Purity | 96 % |
| CAS | 848192-92-7 |
| MDL Number | MFCD18839240 |
| Molecular Formula | C17H16F3NO |
| Molecular Weight | 307.316 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H03-3-01
CAS: 848192-92-7
Molecule Weight: 307.316
Formula: C17H16F3NO
![1,1,1-Trifluoro-3-[(1-phenylethyl)amino]propan-2-ol](data:image/png;base64,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)
PN: 4602-3-00
CAS: 478050-21-4
Molecule Weight: 233.234
Formula: C11H14F3NO
PN: 4H56-1-0AA
CAS: 151097-26-6
Molecule Weight: 268.36
Formula: C17H20N2O
PN: 4H01-1-U2
CAS: 18621-17-5
Molecule Weight: 239.318
Formula: C16H17NO
PN: 4H56-5-M9
CAS: 90604-02-7
Molecule Weight: 275.78
Formula: C16H18ClNO
![1,1,1,3,3,3-Hexafluoro-2-[(benzylamino)methyl]-2-propanol](data:image/png;base64,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)
PN: 4656-3-6Y
CAS: 1980053-77-7
Molecule Weight: 287.205
Formula: C11H11F6NO
![3-[Benzyl(methyl)amino]-1,1,1-trifluoropropan-2-ol](data:image/png;base64,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)
PN: 4632-3-00
CAS: 477847-00-0
Molecule Weight: 233.234
Formula: C11H14F3NO
![2-(Difluoromethyl)-4-[(1S)-1-phenylethyl]morpholine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABqDAAAagwGw8F58AAACUnpUWHRtb2xTb3VyY2UAAHichZVZb5tAEID/ymif6z0AA7aMI8tRpEpJK9WJ2rdqDWsHybAR4Ovfd5YjAeOCOWZ3Zr7ZY5bx4uGSHOCksjzWaUAE5QRUGuooTvcBeXt9mvjkYbkI0Qkd0zwg70XxMWfsfD7T8F0l8qJTGuqEVPb5JY87Pmeb6mzPLM4F+/PyvCmZSZzmhUxDhVQez/NS+axDWZSz+M8QLJHZKU5Z5c6S7FRF+2txc3N6ySPytZY12laIwi4+KNjpLJEFnCxO8ebfYK9SlclCRbC9otqmDq59uXh51OExUWmBTRMhDuVhU2THEBWJPqjwiMGw8f0xIIlAQBY6WWWZvIJpGbUUIC2QNkgH5BSkC9ID6YOcgRQcH7QLdBDoIdBFoI9AJ+Hh3h+UGfz1+qFwBbCGH2DeP8v3Gp7wWn9duH1WQCzqup4DOH+O4WsxpbbteI2olbVnLQTabK8RuCn4u+Fc9PQd8NFmiUZUSgJXHLumJpx6npEWtYWRNuW+kQ51LSMx3qzdb+yN3qUzu2Wvwwo6dbiZdhm07nWHxAywzxQsF1udRq0mxFFAtoKUufmldjlO2eQGNTqLVIYnnlSem0JlSi9/L1irV3XaoaxeKLsTqgfYXcAcimHA6QLmCA0D0y5gDtww4HYBczyHAa8LmMM8DPi9RY8As94Is2FA8C5RflojiOgjYgTpp9uoBpGbhFcf+iezusvc5LwqDCPMTdqrQjLC3GS+KjwjzE3ym0I1yPh39uAuw1rfK2vKKzZ7pZe16jLDf6PlP5n780ti5siPAAA5fUlEQVR4Xu3dCbxU8//H8bQK0So/VCprEn6JpEJZ85fK+hPJlhb8EMkev5R9/aUo7fKjXSElKSFapZRSSto3lUrr59/n1IxzvvfO3DvfO2fuzDmv5+NxHnLPd+bMnLn3+55zvlsBAQDAQgHzBwAA5AYBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECIBTGjx8vZcuWdbYvvvjC3A0LBAiAQFuxYoXccsstctBBB0mBAgWcTf/dsmVLWblypVkcCSBAAATSjh07pEuXLlKiRIlocJib7uvatatTFokjQAAEzrBhw6RKlSqesChXrpx0797d2fQ2lntf1apVZfjw4ebTIAcECIDA+PHHH6VBgwaecChSpIjcf//9snHjxmg5/bf+TPe5yzZs2NB5DuQOAQIg461bt07atGkjhQsX9gTC5ZdfLvPnzzeLR+m+yy67zPMYfY62bds6z4n4CBAAGWvXrl3y+uuvS6lSpTwhcNJJJ8knn3xiFo/p448/dh7jfo7SpUvLG2+84RwD2SNAAGSksWPHyimnnOKp9EuWLCmvvPKK7Ny50yyeI33Myy+/7DyH+zmrVavmHAtZESAAMsqCBQvkyiuv9FTyhQoVklatWsnatWvN4glbs2aN3Hnnnc5zuo+hx1y4cKFZPNQIEAAZYdOmTfLQQw9J0aJFPRX7+eefL7NmzTKL59nMmTOd53YfS4+tr0FfCwgQAGluz5490qtXLylfvrynMj/uuOPkww8/NIsnnR5Dj+U+tr6Wd99913ltYUaAAEhbX331lfzzn//0VN6HHnqo/Oc//5Ht27ebxX2jx3rmmWecY7tfS82aNZ3XGFYECIC0s3TpUrnhhhs8lbVOP3LTTTfJ77//bhZPGT22vgb3tCi6/etf/5LffvvNLB54BAiAtLF161Z56qmnpHjx4p4K+uyzz5ZvvvnGLJ5v9LXoa3K/xkMOOUQ6deok27ZtM4sHFgECIC0MGjRIKlSo4KmU//GPf0jfvn1l7969ZvF8p69JX5u+RvdrrlixovNewoAAAZCvpk2bJuedd56nEi5WrJg8+uijsmXLFrN42tm8ebM88sgjzmt2v4e6des67y3ICBAA+WLVqlVy2223ScGCBT0Vb9OmTWXRokVm8bSnr1lfu/u96HvT96jvNYgIEAAppVOnP//883L44Yd7KtvTTjstEAs96cJV1atX97w3fa8vvPBC4KaNJ0AApMzIkSPl+OOP91SuZcqUkbfeekt2795tFs9Y+l66devmvDf3ez3hhBPko48+MotnLAIEgO/mzp0rF110kacy1anU7733XtmwYYNZPDD0vd1zzz1ZZgm++OKL5aeffjKLZxwCBIBv1q9fL3fffXeWCvSSSy4JRAWaW/peNTTc50DPiYZLJgcoAQIg6XQK9Fi3cEaNGmUWDw29faXnwH1O9BzpucrEW3gECICk+vzzz7M0Ih9xxBHy4osvWk2zHjTakK4N6mYnAj1n2gCfSQgQAEnxyy+/SJMmTTyVonZjvf3222X16tVm8aTTq5558+Y53/J1XY/WrVtLs2bN5IILLnA2bbzXSRH1v5GfabdbLffSSy85Dfx6qylVIafnRM+N2Y1Zz2GmdGMmQADkiQ6k69ixY5aBdPXq1ZPp06ebxZNGpwzRq50nnnjCOZY5zbvtpo375557rvOePv30U98HM+o50kGH7teg51IHJ+q5TWcECAArOpVHnz595KijjvJUfjqVx/vvv28WTwqdFfeDDz6Qxo0bZwmsnDadgl2vQMxp4XPatLFbG8B12hI/K3Q9Z3ru3MfWaVL0HKfjVC6KAAGQsK+//lpq1arlqez8nExQv6XfeuutWdoN3Ju2IbRo0UK6dOkigwcPdhaEymkEuN5G0sWotHzXrl2lZcuWcsYZZ2R57sh28MEHyzXXXCOfffaZ+VRJoedOz6GeS/dx9Vyn02SSEQQIgFxbtmyZNG/ePEvFeuONN/oynfmECRPk0ksvzXI83fRqQrsIDxkyRNatW2c+NE82btwoI0aMkPvvv19OPvnkLMfWTYNGrxr86D2l51KniDePqVPJ62eQLggQADmKtaDSWWedJZMnTzaL55le4Wg7hFmBapdXbfRO9SJOM2bMcJayNWcL1q1y5crSv39/8yFJoedWF61yH08/A/0sUrmgViwECIC4tM2hUqVKnkpM2z169+6d9Hvza9ascW4jmQs26VWAtgWkqodUPDqORRvtzSCpU6eOL7Pv6rK5unyu2XajV2D62eQnAgRAtvRbd/369T2VlvZ06tChg2zatMksnmc9evSQUqVKeY6ny9kOHTo06UGVDN9++61cddVVnterXXLvvPNOX86PPqeee7O3mX5G2t6THwgQAB56FXDHHXdIoUKFPBWV9nxauHChWTzPtL3BnAa9bNmy0qtXr7QMDtOkSZOyNLzrbS0NGD/oZ6Cfhft4+llpcOlnl0oECACH3h7SAXU6atxdOVWrVk3GjRtnFk+KKVOmOLdiIsfSb/DaxpFp80NpQ3r37t2ldOnS0fei3X+fffZZ5xaUH/Qz0c/G/VmVLFnSGUSZqlt9BAgA5x672UVWK8M333zTGeHthwEDBjiD9iLH03v8Y8eONYtllOXLl0vDhg0957FRo0a+DUbUz+aNN97wBJdu+llqG5XfCBAAnnEH+s25Xbt2zky6ftErHXdDeYMGDWTlypVmsYykVxzPPfecJxy1J5Wf708/q7Zt23pmPdbeWn4jQABEG691dPecOXPM3UmjbRoPPvig59ty+/btfbvNk5904F+5cuWi71Nv1elcXX768ccfoyP09arEbwQIgOgqgUcffbS5K6nc4aFXIDpDb5Bpg7d7BUa9TbdgwQKzWFLp9Cd6LJ023m8ECICUBIjetopUpHqrxa/Bd+lGe0bVrl07+t51TI0fo/YjCBAAKeV3gGiDeaTNQ/8blvCI0EkY3XOHnXTSSb51uSVAAKSUnwGiXXXdg9+CftsqFp2v69RTT42eB52qxY/utgQIgJTyK0B0kKB7nIc2mIeZdvOtUqVK9Hzce++9ZpE8I0AApJRfAaIrAkYqS+2qG8TeVomaPXu2p9t0suezIkAApJQfAaJzW0UqSe19tGLFCrNIaPXr1y96bkqUKOEsB5wsBAiAlEp2gOhCTZGxJTo9iV8LMGWyVq1aRUNEVzxMFgIEQEolO0B0SvZI5dimTRtzN2T/GitVq1aNnqf33nvPLGKFAAGQUskMEF0MKtJlV2fV9XNKlEync39FAkRv8yVjEkkCBEBKJTNA3CsJ6pTsiE+XA46crwceeMDcnTACBEBKJStAdA3zSGWoEwhmwnoe+W3VqlVy2GGHOedMe2dp+1FeECAAUipZAXLJJZdEA0RXEkTuPPzww9Hzpmuv5wUBAiClkhEguh54pBLUNcwZ85F7Oq2JTr+u506vRtauXWsWyTUCBEBKJSNAbr311miA9OnTx9yNHOgo/cj569q1q7k71wgQACmV1wDRLqmRFQ3LlCkjO3bsMIsgB8uWLYuuQ69XcLYIEAApldcA+fDDD6Pfnhn3Yc/dhvTtt9+au3OFAAGQUnkNkMaNG0crvsmTJ5u7kUuDBg2KnsfWrVubu3OFAAGQUnkJkG3btkWXUa1cuTJdd/NAz+URRxzhnEtdDtfmXBIgAFIqLwEyfvz46Lfmu+++29yNBF133XXR8zlr1ixzd44IEAAplZcAeeKJJ6IV3pAhQ8zdSNDbb78dPZ8vv/yyuTtHBAiAlMpLgNSrV895rM5/5dcyrWGiU7tHAqRRo0bm7hwRIABSyjZAdEnWSPtH9erVzd2wFFnFUdcKSbQdhAABkFK2ATJ//vzot+VbbrnF3A1L11xzTfS8Ll261NwdFwECIKVsA+Sjjz6KVnSdO3c2d8PS448/Hj2viS7GRYAASCnbANFG3khFp4MJkRwDBgyIntc33njD3B0XAQIgpWwD5K677opWdDNnzjR3w9LUqVOj57Vdu3bm7rgIEAApZRsgTZs2jVZ069atM3fDkvZmi5zXq6++2twdFwECIKVsA+Siiy6KVnRMoJg8Ojll5Lzq/FiJIEAApJRtgNSuXdt5XNGiRc1dyKMiRYo451aXCE4EAQIgpWwDRMd+6ON0CnckV+nSpZ1zm+j4GgIEQErZBkiVKlWcxx177LHmLuSRnlM9t3qOE0GAAEgp2wA59dRTuQLxCVcgADKCbYDQBuIf2kAAZATbAKEXlj/ohQUgY9gGSJMmTaIVHeNAkodxIAAyhm2AuEei2yx+hOxNmzYtel7btm1r7o6LAAGQUrYB8tJLL0UrusGDB5u7YWngwIHR8/r666+bu+MiQACklG2AjBw5MlrRPfvss+ZuWHKv8jhmzBhzd1wECICUsg2QefPmRSu6li1bmrthyb0u+pIlS8zdcREgAFLKNkC051Wku+kZZ5xh7oalqlWrOuf00EMPlT179pi74yJAAKSUbYAoHaegjy1YsKBs2LDB3I0E6RVH5Orj0ksvNXfniAABkFJ5CZBHHnkkWuFpmwjypnfv3tHz+fzzz5u7c0SAAEipvASINvJGKrwHHnjA3I0E3XTTTdHzqQtLJYoAAZBSeQmQzZs3S+HChZ3Hn3LKKeZuJGDnzp1Srlw551yWLFky4fYPRYAASKm8BIjS6TYi35pnzJhh7kYuubtF33LLLebuXCFAAKRUXgOkT58+0YrvoYceMncjl3Taksh5HD9+vLk7VwgQACmV1wDZtGmTHHzwwc5zVKhQQfbu3WsWQQ7Wr18vxYoVc85hxYoVrW5fKQIEQErlNUDUNddcE/32PHr0aHM3cqA9riLnT3u22SJAAKRUMgLks88+i1aA9erVM3cjjm3btkn58uWdc6cDMxcvXmwWyTUCBEBKJSNA1JlnnhkNkW+++cbcjRh0wsTIebNtPI8gQACkVLIC5P33349WhFdddZW5G9n466+/ouuf62j++fPnm0USQoAASKlkBcju3bulSpUqznMddNBBMmnSJLMIDM8880w0dHUSxbwiQACkVLICRPXv3z9aIeoEixoqyN6iRYukePHizrnSHlg///yzWSRhBAiAlEpmgGgX3jp16kRD5K233jKL4IBGjRpFz9Njjz1m7rZCgCCmyC+bbjlJpGwitm7dKj169JCmTZvKcccdJ4cddpgzBkD7rutAqL59+zr3dZE5khkgSpdk1fv5+pylS5eW5cuXm0VC77333ov+fVauXNnpiZUMBAhiSiQUEimbW4MGDYp2N4y36S/xkCFDzIcjTSU7QNSdd94Z/X1o2LCh9cC4INJbVSVKlIien2SOmyFAEJO7ks5JImVzo3PnztHn077qbdq0kYkTJ8q6deucK45ffvlFunXrJieffHJSjwv/+REgOjpdv1lHfhe6du1qFgml7du3y+mnnx49L61btzaL5AkBgpgSCYVEyuZkxIgR0efS2UL1FkUsukqdzoeUjOMiNfwIEPXtt99GZ+rVLx2MDRG5/fbbo39L2slAAyWZCBDElEgoJFI2Hp1iWuc30ufRrpnjxo0zi2TrP//5j/kjpCm/AkS5r1z1y4deqYbV008/HT0XegsrGb2uTAQIYkokFBIpG497cJhO243g8TNAtO3D3dtIj7V27VqzWOBpx5PIOShUqJAMHTrULJIUBAhiSiQUEikbj06tEHke7WGF4PEzQNSWLVukZs2a0d+jc845x/lZWPzvf/9zQiPy/rt3724WSRoCBDElEgqJlI3H3Sj+008/mbsRAH4HiFq5cqXT7Tvyu3T22Wc7HTCCTq883OHRqVMns0hSESCIyR0KiWx5UapUqejzaM8aBE9k+pGjjjrK3JVU8+bN83QDP/XUU2XFihVmscBwt3nods8995hFkk4/Qz2WfinwW95qFqScGQy53fIi0otGN6alCB4d26OdI/Tz1f/269fP1wWhtOFYB51Gfqc0vGbPnm0Wy2jas8rd20o3v6889DPTW8yRAZw6wNdveatZkHKJhEIiZeNJxRXInDlz5MsvvzR/DB9pV+y6det6fk8im7ZRaBdcv/z2229y0kknRY93yCGHOMEVBBqQ7nEeevvKzzYPpZ+V3hJ0f4Y6A4Df8lazIOXcvyA5SaRsPO4/dL/aQHSksl7p6LoI8NeqVavktttui35TjWzuLwq66dXIzTffLL///rv5FEmxevVqOffccz3HbNWqVdLHRaSSTk/iHmGu//art5XSz0Y/o8gVZGSrVauW/PDDD2bxpMtbzYKUc/+S5CRW2R9//NFZMvOss85yvqXoLKB6v1RHli9dutRTVrVo0SL6PH70who+fLjnteofRLLmBcLfdICnLpt6+OGHe873aaedJuPHj3fK6PTr//znPz379VaIjunxY34zHWN07733eo5XtWpVGTt2rFk0remsuu6uyrrpIMEFCxaYRZNCQ1Y/k0MPPdRzTP3svvrqK7O4b3KuhZBW3L8sOYlV1v1zczviiCNk+vTpnvLucSCXXnqpZ19eaaWkFYb5OvQPIbswg52RI0dGe1pFtjJlyjgz5ZrtWjpuo1evXnLkkUd6yuu0JIMHD/aUTRbt5ur+5q7bjTfe6FwtpTMNZV3PIzIle2TT6Un8upLSz8Ddm003/az0M0v1fGM510JIK+5fmpzEKqvfOPWXXuex0nvR+ouuVyUXXXSRU9Zcz9ocif7FF1949seiI5Bz8txzz3lep3vTUcu5PRayN3fuXLn44os951WnFNFv/Rs2bDCLe/zxxx/y4IMPStGiRT2Pv+CCC2TWrFlm8TzTEerma9Wrn4cffljWrFljFs9X+jejt1sjKwlGNg3ZZE6M6Kbn/Pzzz/ccTz8bnTbIr7bJnORcCyGtuH95cpJIWbVs2TKnrH6bMrlvM2k3zBkzZphFojRw9I8+p+Nq903zW6e5abvIK6+8Yj4UOdBw0C6j7h50uulMAom2Y+ltmP/7v//zPI82DGt7hR8jyrUdwZzxWW/VtG/f3rf2mNxav369cxvQfH1akT/++OO+3HrVc6zn2j2WRLcrr7zSt1tkuRX/Lxxpx/0LlJNEyiod6KVltYtldtxzGukfTLt27Zx75vpHpbeiFi9e7Aya0r79uTluy5YtPa8x3ta8eXNf/jiDRm9H6YzIenvKff50UNmoUaPM4gn57LPP5JRTTvE8b8mSJeXVV191vjQkkwagBob2znIfTxv+NQS167Fft4hM+t70FqCudaPthebr0WVo/ZjTSo+rX570HLuPqZ+BfhbpIP5fONKO+xcpJ7ktq5WO/gFEvmXqbaVY9NuheW88u01HNMfrffL9999n6QWU06aNkr/++qv5VDjg888/l+rVq3vOmbZpvfjii869+mTYtWuXc+vG7LGlPfU+/fRTs3ieaU8tvUVjNhZH3tv1118vb7/9dtInaFyyZIn07t1bbrrpJudWqnlsvQ2oU/zMnz/ffGhSfPLJJ57ej7rpOddzr59BuohfsyDtuH+hcpKbsu4yxxxzTK660f75559Ov/arrrpKKlWq5HxLjKxI2KxZM6c/f7wKy1zyNJGtbNmyuZ4NOCy08mzSpInnPGk460A2rYD9oFOQaK898xaZ9kTy49u43sbR9UTc0+qYmzYsX3PNNfLoo486Vyg6zkXb+OLR/VpOO4roLahrr702204dkU3bAvX59WrbDxpIl19+ueeYeo71XKfjtC+xaxaEgvmL2qBBA18HkKmBAwdm+cNMZNPXqd+qw27z5s3SsWPHLLdVtBOE2ZPOLzqC/MILL/QcX7+dP/DAA04jvB/091N7OemXCfN3I96mVxIaMtldUcTb9EpHrza0q7NfI/Q3btwo999/v3Pu3MfWv0ft4JKuCBA4l8TaZfa///2vMy5EG+v8+pavVy9mzxXb7YYbbnDWZw8brcT69OkTnfMosukVoH6Tzg96uzIyn1Zk04r6nXfe8bVrqfZMeumll5xv7dpjy/wdsdn0dpm2s+itXL3V6ldoKL19rLfgzFDTczls2DCzeNohQOCh97H1F1gHGfrhiSeeyPIHm5dNp4zw63ZCOvr666+dUcbuc6C3EHWepfzuZKAdKZ599tksFbm2XaVqmhq9JTVmzBjnVqx28tAvGdrtWLcTTzzRuQLR/0Z+pvu1nJbX331t+0gVPSfuKU90016JXbp0iXsLOJ0QIPDQb/T6i5xdV9680j9Oc8BVMja9asq0kcuJ0i7W2hPNfO862C6n+/yppt2z9ZaPOb2Gti/QCUKcc6Dnwn1u9FzpOcu0mYkJEHho90D9hdbG8WQz/2iSueltt3i9xzKVdlXVQZ9mLyRdnGny5Mlm8bTy3XffSe3atT2vWztb6FWo3soMG33P2lCv58B9TnQ+MD1XmYgACSGtfPS+qzaAakOn/mJrzxkdIBXpc64DAZNJR72blb4fm/bJD0rl9MEHHzhB7n5/OoBNu5f62a6QbP3793d6+Lnfh7aDDRgwwCwaWPpezXOg/5/p54AACSGz0jU37fmR7MZpbVMxj+PXplO1JHtcQCrNnDlT6tev73lPOnCzQ4cO+TZlRV7F+/atDdVBpVcW5ozDQboKI0BCSKd51sFZOmGhDk7SroO6DKb24dcutn58u9V7u9o4aPbU8WvT9+XHwDY/6XxPd9xxR5YpKxo3biwLFy40i2ckvf+vYzXc70/v/+usBJl2/z+esLQDESBIOR0xrb1fzPELyd60ItbQSnc6ZYV2RdXxBu7XX61aNd+6U+e3IPRAyo72RNP3YM7xlsqeaKlEgCDf6MhanUfJnH4j2ZvOYbRlyxbz8GlBZ27VbqXu16u9yt588820mrLCD5ExEOaAwEwZA2HS12xeYadiLEx+IkCQFnR0sU69YfY2StamEzzm98ylbvPmzZPLLrvM8xp1hL2OSdDJKcMkU0dhR2hnFH2t7tfu92j8dEGAIK3olYJ+KzUHyyVj0x5mH3/8sXnIlNLK8r777stSWeqSvroufJjFmgeqbdu2aTkPVLz5wPyaZDHdECBIWzpNha5pYc78mpdNJxnUpUD9nJ4iO3q7Rqe6N2/X6MR9I0aMMIuHWqyZaN944420uK0Xb0Zife1hQoAg7elgOu0dZq7GlpetadOmzmSEqTBhwgSpUaOG5/jayKqzy2Zyg7Gf4q2FkZ+zDsRaE0Vfa7LXRMkEBAgyirZj6HgIc0U4m017Ofkx9XiEztGlDfjuY+oVkHZZ1cW7kDOdxv3OO+/M0rU51avxpXpVxkxBgCAj6bc97fWi95vNyiWRTbvO5nWlPpO24zz22GNZuinrGihTp041iyMX8ms9cH3uVK4Ln2kIEGQ8nWhQZ6PV6czNgMjNplcF+vi8tovo43UxLV2N0f38Om2H3oJD3n344YfOjLru86tXo++++25Su8rqc/Xq1SvL6pt67MGDB5vFQ4sAQWDoH72OPtfbRuY3xtxsOuLb9tvslClT5JxzzvE8n848/OSTTyZ9Wpiw0zYx7QhhdvnWmRW++uors3jCJk2a5DyX+7l1ino9ZqrWYc8UBAgCSZdy1VULzd48OW26ZKqO0cit5cuXS4sWLbJMWaFrdadybYkw+v333501y81zr7Mc6AJpidLH6GPdz6XPffPNNzvHQlYECAJPv1FqJZDbtUgOP/zwHLvW6pQVnTt3zrJ40plnnunMPIzU+eabb+Tss8/2fA66yNZTTz2Vq6s/LaNlzd8PfU6/l3fOdAQIQkMH8emyvTovkRka5qbfPPX2U3b31YcMGSKVK1f2lNcpK3r27JltefhP25/69u3rTArq/ly0XWzQoEFm8aj33ntPKlSo4HmMtmHpc+W1TSwMCBCE0rRp06R169bO1YYZHu5Nu25GpqPQWYy19417v7a1tG/fPvBTVmQK7QH3yCOPZOkBV7duXeczj9B/n3feeZ4y+phHH300bedNS0cECEJNb1/oAk3axdYMj8imE+Rpw7zZXfiKK67wdRwJ7C1atMgZLOr+vLS33b/+9S+nnUP/7d7XrFkz5zFIDAECHDB37lxnUj9zuhFz04b2MWPGmA9HGho/fryzwJj5GUY23ffFF1+YD0MuESCAQacX0eVkL774Yk8PH22Yfe2119JiPibkns5D9tZbb3nW6NB/d+/e3dkHewQIEIeuyxGpdF544QVzNzKITjmio9m1HSvM048kEwECxKFXIpEA6datm7kbCDUCBIiDAAFiI0CAOAgQIDYCBIiDAAFiI0CAOAgQIDYCBIiDAAFiI0CAOAgQIDYCBIiDAAFiI0CAOAgQIDYCBIiDAAFiI0CAOAgQIDYCBIiDAAFiI0CAOAgQIDYCBIiDAAFiI0CAOAgQIDYCBIiDAAFiI0CAOAgQIDYCBIiDAAFiI0CAOAgQIDYCBIiDAAFiI0CAOAgQIDYCBIiDAAFiI0CAOAgQIDYCBIhj2LCxUrLkmc7Wq9cH5m4g1AgQII7Ro6dKlSqtnG3AgAnmbiDUCBAgjrFjF0nNmm8724cfzjV3A6FGgABxECBAbAQIEAcBAsRGgABxECBAbAQIEAcBAsRGgABxECBAbAQIEAcBAsRGgABxECBAbAQIEAcBAsRGgABxECBAbAQIEAcBAsRGgABxECBAbAQIEAcBAsRGgABxECBAbAQIEAcBAsRGgABxECBAbAQIEAcBAsRGgABxECBAbAQIEAcBAsRGgABxECBAbAQIEAcBAsRGgABxECBAbAQIEMfy5ZulXr3ecu65vWT+/LXmbiDUCBAgB5s2/SUbNmw3fwyEHgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIMABkQGDuum4j5Urt5hFotxlgbAiQIAD3KGgW6dOE8wiUQQIQIAAUWaA1Kr1jixatMEs5iBAAAIEiDIDRLcHH/zMLOYgQAACBIhyh8JZZ/397zlzVptFCRBACBAgyh0KHTqMi/67detRZlECBBACBIhyh4K2fWgbSOT/p0xZFrMsEFYECHCAGQqPPPJ59P9vvnmY7N0buywQRgQIcIAZCr/+utFzFTJu3KKYZYEwIkCAA7ILhccfHx/9WbNmH8iePfsvQ7IrC4QNAQIckF0oLF36h+cqZPjweTHLAmFDgAAHxAqFJ5+cEP355ZcPlB07dscsC4QJAQIcECsUli3bJGef3TO6b8CAH2KWBcKEAAEOiBcKTz/9ZXRfgwb94pYFwoIAAQ6IFwrLl2+Wc875+yokXlkgLAgQhIpO0b5gwXrzx46cQqFz54lZwiNW2cWLNzq3voAgI0AQCps375CXX/4mehXx5Ze/mkVyDAUNn9q1s16FmGbOXOn03NLtmWcmyvr128wiQCAQIAg0HbcxdOhP0rCht90i0h3XLV4oRHTp8lWOAaLh5N5//vl9pH//H2TXrj1mUSCjESAIrGnTlssNNwz2VOb16vWWfv1mRQcEusULhYjVq/90VivMqezgwXPlwgv7eso1bfo/mTRpqVkUyFgECAJHG7wfemisp/LW20m6wuC6dVvN4r7ZtOkvef75yZ4uwLq1a/ex00YCZDoCBIGxdetO6dbt+yxXCLfeOkLmzl1jFk8Zndm3TZvRntekbTEvvvi1EzJApiJAkPF0ltyPP14gl102wFNJ66jxTz5ZaBbPNxMnLpEmTd73vEYdU6K3u7K7pQakOwIEGe3HH1dLy5bDPZVynTrvSo8eU2X79l1m8Xy3c+cepw2mfv0+ntd8/fWDZerU5WZxIK0RIMhIa9Zsdeaoci89q1vHjuNkxYotZvG0o117dXS7e6JG3bTt5vffGT+CzECAIKPoRIbvvjvD6U3lrnhvvHGoTJ++wiye9n76aa3cdttIz3vRNhxty9E2HSCdESDIGOPHL5YrrxzkqWwvuqifM6Yj09sQPv10oTRq9J7nvWmbzqhRP3tWQgTSCQGCtKdTj7RqNcpTueqI8Fdf/Va2bNlhFs9Y2mbz9tvTnDYc93tt0WK4zJ692iwO5DsCBGlr48btzshvs53g3//+1FnoKah0yhT3euy6aVvPE0984QxkBNIFAYK0s3v3Hhk4cHqWkdxXX/2BfPPNMrN4YM2YsVKaNx/qOQd1674rvXpNlx070q+HGcKHAEFaGTfuy32VZCs58cT20UpTg2TQoB+dYAkbbdsZMWKeXHxxf0+QNGz4nIwaNdksDqQUAYK08PPPP8sVV1whBQsWkZIlT5eKFZtLjRpdnFtYeisr7P78c4e8/voUp+2nRo3npVKlFlKqVE1p0OASmTVrllkcSAkCBPnqjz/+kPbt20vRokWlQIECznbwweWladP7Zd48BtaZtO2nVaueUr78xVK8+NHO+SpUqNC+n7WStWvXmsUBXxEgyBd79uyRnj17Srly5aLBoVvlypVlyJAhZnEYxo//Wk45pZrn3JUsWVJeeeUV2bmT8SNIDQIEKTdx4kQ588wzPZXfYYcdJp07d5a//mJywdzatWuXvP7661KqVCnPuTzppJPkk08+MYsDSUeAIGWWLFki1113naeyO+igg6RFixayfDm3q2ytW7dO2rRpI4ULF/ac28svv1zmz59vFgeShgCB77Zu1XmrnpTixYt7KrjatWvLlClTzOKwNHv2bGnQoIHnHBcpUkQeeOAB2biR9UeQfAQIfDVw4EA59thjPZXa0UcfLf3795e9zNHhi2HDhkmVKlU851zbmt555x2n7QlIFgIEvvj++++lTp06nkqsWLFi8thjj8mWLek/W26m27Fjh3Tp0kVKlCjh+QzOOOMM+fLLL83igBUCBEm1cuVKadmypRQsWNBTcV199dWyePFiszh8tmLFCrnllluctib353HttdfKr7/+ahYHEkKAICn0G2/Xrl2zfOOtUaOGTJgwwSyOFPvuu+/k3HPP9Xw2Bx98sDz++OPy55/MrwU7BAjybPjw4VK1alVP5VS2bFnp0aOH7N692yyOfDRgwAA55phjPJ+V/r/+HEgUAQJrkyZNytJYq71+7rvvPnr9pDG94tArD70CcX92FSpUkJEjR5rFgZgIEFgrU6aMpwK67LLLZN68eWYxpCltA9G2EPdnqF2tgdwiQGBNb1NppaMN5h9//LG5GxlCe2VpDzkCBIkiQGDt9NNPdyqdI444wtyFDHP88cc7n6WO0QFyiwCBNQIkOAgQ2CBAYI0ACQ4CBDYIEFgjQIKDAIENAgTWCJDgIEBggwCBNQIkOAgQ2CBAYI0ACQ4CBDYIEFgjQIKDAIENAgTWCJDgIEBggwCBNQIkOAgQ2CBAYI0ACQ4CBDYIEFgjQIKDAIENAgTWCJDgIEBggwCBNQIkOAgQ2CBAYI0ACQ4CBDYIEFgjQIKDAIENAgTWCJDgIEBggwCBNQIkOAgQ2CBAYI0ACQ4CBDYIEFgjQIKDAIENAgTWCJDgIEBggwCBNQIkOAgQ2CBAYI0ACQ4CBDYIEFgjQIKDAIENAgTWCJDgIEBggwCBNQIkOAgQ2CBAYI0ACQ4CBDYIEFgjQIKDAIENAgTWCJDgIEBggwCBNQIkOAgQ2CBAYI0ACQ4CBDYIEFgjQIKDAIENAgTWCJDgIEBggwCBNQIkOAgQ2CBAYI0ACQ4CBDYIEFgjQIKDAIENAgTWCJDgIEBggwCBNQIkOAgQ2CBAYI0ACQ4CBDYIEFgjQIKDAIENAgTWCJDgIEBggwCBNQIkOAgQ2CBAYI0ACQ4CBDYIEFgjQIKDAIENAgTWCJDgIEBggwCBNQIkOAgQ2CBAYI0ACQ4CBDYIEFgjQIKDAIENAgTWCJDgIEBggwCBNQIkOAgQ2CBAYI0ACQ4CBDYIEFgjQIKDAIENAgTWCJDgIEBggwCBNQIkOAgQ2CBAYI0ACQ4CBDZ8D5C3WxXI9YbMQoAEBwECG77X2mZIxNuQWQiQ4CBAYMP3WpuACC4CJDgIENjwvVYnQIKLAAkOAgQ2fK/VCZDgIkCCgwCBDd9rdQIkuAiQ4CBAYMP3Wp0ACS4CJDgIENjwvVYnQIKLAAkOAgQ2fK/V3QESb0PmIUCCgwCBDd9rbjMoYm3ILFOmTJEiRYo4lc5BBx0kY8aMMYsgQ3z11VdSrFgx57MsXry4uRuIyfeam5AIluXLl0uLFi2c0NAKx71dccUV8vPPP5sPQZpaunSp3HDDDZ7PkABBInyv1QmQYPjrr7+kc+fOcthhh3kqnKJFi2b5//bt28sff/xhPgXSxNatW+Wpp55ywsL92entq2HDhpnFgZh8r9UJkMw3ZMgQqVy5sqeyKVeunPTs2VP27NmT7f4jjzwyuh/pY9CgQVKhQgXPZ/WPf/xD+vbtK3v37jWLA3H5XqsTIJnrhx9+kAsvvDBXVxixrlDOPPNMmThxoqcsUm/atGly3nnneT4bbfd49NFHZcuWLWZxIFd8r9UJkMyzbt06ad26tRQqVMhT4eSmjSNWG8n1118vS5YsMYvDZ6tWrZLbbrtNChYs6Pk8mjVrJosWLTKLAwnxvVbPS4BsXDVfPn3zCpk68gnZuX2zuRtJtmvXLnnttdekVKlSnsrm5JNPTriXlfbSOuecczzPo/fcn3zySecePPy1Y8cOef755+Xwww/3fAannXaafPHFF2ZxwEritXqC8hIgkwbeFX3sgAePkp+/7iPCfVpfaEBoULgrGw2SV199VXbu3GkWzxW9p96vXz+ncdb9vMcee6wMHDjQLI4kGTlyZHRcR2QrU6aMvPXWW7J7926zOGAt8Vo9QXkJkGVzP5N37z7E8xzDutSSVb98bRaFJb0lpbem3JWN3rq66667ZO3atWZxK3qP/bHHHouONYhsderUkalTp5rFYWnu3Lly0UUXec6xjtW59957ZcOGDWZxIM8Sr9UTlJcAUVs2/Cbje93oeR7dxr/bXP7csMwsjlzSRnBtDDe74V5wwQVO47kfFi9eLFdffbXneHpv/tZbb5WVK1eaxZFL69evl7vvvlsKFy7sObeXXHKJ/PTTT2ZxIGnsavV8sPKXyTLs2bM8IfLuPYfK9NHPyO6d283iiEG71Wr3Wu2G665stBuudsdNhQkTJkiNGjU8xy9RooR07drVuXeP3NE2q//+97/O7Sn3uTzhhBNk1KhRZnEg6TImQNTevXtk/te9pf+D5T1B8t4jlWTR1A/M4jBod1rtVuuubLTbrXa/1W64qaT34nv06CFly5b1vJ6qVavKxyNGmMVh+Pzzz+XUU0/1nDudk+zFF1+0brMCEpVRARKxY/smmTK0g/RsW9QTJB+9WF/W/jbDLB562n1Wu9G6KxvtZqvdbbXbbX7auHGj3HfffdF5tXSru28b1LChbJ8zxyweeut++UXubdLE81nqbcDbb79dVq9ebRYHfJWRARKxafVCGdOtsSdE3mldSCb2v0O2b15jFg8d7S6r3WbNKSu0e612s00n8+bNk8suu0wq7Ht9d+3bRu7bdhUuLNKund7kN4uHz+bNsqVjR+lfrJhct+/cHHbgs6xXr55Mnz7dLA2kREYHSMTvP42TD5+q5gmSPv8+Qn4Y+5Ls2R3Oy3ntJqvdZd3Bod1ptVttOk9Z8d3o0dLvxBNl4b7XK5GtdGmRN9/Um/5m8eDTz6pPH5GjjnLOxff7tk77tsYVK8r7779vlgZSKhABovbs2SVzvnhT+t5f2hMk/3viRFk6e7RZPLC0W6x2j3UHh3af1W60mTJlxV69h//SSyK6zog7SKpVExk3ziweXF9/LVKrluccbD3kEJnbqZPs2LbNLA2kXGACJOKvP9fL5EHtpGfrwp4g+fj1S2Xjynlm8cDQbrAtW7bMMmWFdpvV7rMZac0akTvuEClUyBskjRuLLFxolg6OZctEmjf3vmfdbrxR5LffzNJAvglcgERsWD5HRr/S0BMiPdsUkW8+uE92bN1oFs9Y2u1Vu79qN1h3cGg3We0uGwgzZojUr++tTIsWFenQQWTTJrN05tq+XeTpp0UOPdT7Xs86S2TyZLM0kO8CGyARv84aIe8/VtUTJP0eKCs/Tewhe/dk9rQOw4cPd7q9uoNDu8Vq99hATlnxwQcilSp5K9fy5UV699Z7mGbpzJLde9N2D31vadxmhXALfICoPbt2yMwxz0nve0tEQ6T7nQXkubY1ZNbUCWbxtDdnzhxp2LChJzi0G6x2h9VusYGm39KfeSbrt/SaNTPzW3qsq6uHH3Z6XgHpLBQBErF100r5su+t8s5dBeWpawvIdXUKyGkV9/33msxoJ9ApK9q1a5dlygrt/qrdYEMl09sJwtq+g0AJVYBErP51qrzw7zpSv1oBKXd4+vdU0ikr3nzzTSldurQnOE488UQZPTo8PcyylU1PJTnkEJFOnUTSsacSPcwQIKEMkIiPhqb/WIlx+yqVavsqF/dr1CkrXtpXCTFlxQHGWInoVrGiSDqNldCw3xf6ntcY5jEuyHihDhCVrqO1Fy5cKI0bN/a8Jp1m/Y477pA1evsDWWmbQceOsu9y0ltJ16snkp+jtfX24qWXel8To+wRAKEPkIh0mS9q06ZN0qFDhyzTrNevX19mzpxpFkd2fvlFpEkTb4VdsKDI7bfvb3vIiTbU9+ol0qyZyHHH7W+w19ti+m993nfe2V8mJ9qh4d//FilSxPtaGjbUnhBmaSDjECCGSZMm5cuMtTrNeu/evaV8+fKeY1eqVEk+0C6eSNznn4tUr+6tvI8/Pn63WJ0J+JhjvI/JbtMyOc0avO8q1vOYqlVzfgyQQQiQbETWzDjyyCOjFblufq2ZMXnyZKlZs6bnWIfu+9b7zDPP7Puim4tvuohNx8N06yZSpsz+SlzbHGK1N2hbxL6rTqecXjXcf7/ODbP/1ph2rtDbYA8+uL+brZbRqxp9TCwaGFquRAmR557TUZ9mCSCjESBx+L1q32+//SY33nij57l1a968uSzTbqpIHl3StUcPkR9/NPfsp1crGgha4ZcsKfLdd2aJv02bJlKq1N8hMn68WWK/BQv2h9eqVeYeIBAIkFxI9rrh27Ztk06dOskhhxziec5atWrJ19otFamlo9j11pYGgm7Dh5slsvroo7/Ln3BC5o+EBywQIAkYM2aMnHzyyZ5Kv9S+b6KvvvpqrrvU6hTcFStW9DzHUUcdJX369EmbrsOhM3To32FQt665Nzb3CHJ9DiBkCJAE6aC+1157zQkOdwhosHz66adm8Shd9EcX/3E/RgcvduzYUTYzZUX+uu22v4NAe1jllpaNPE5HlQMhQ4BYWrdunbRu3dq5leUOhUaNGjm3vCJ0mVFdbtScZr1Jkybyi3Y3Rf7TUeCRIJg929wbm5aNPO7UU829QOARIHmkjekXXnihJxy00V0nNtReVDpq3L2vevXq8rk22CJ9aM+sSBD88Ye5NzYd5xF5nPbyAkKGAEmSoUOHOt183WHh3srsq2C6desWzGnWM52OCo8EQSKfj3YHjjxOnwMIGQIkiXSg4bPPPuu0bUSCQ0ez33PPPbJBu5EiPXEFAlghQHzQt2/faIDcfffd5m6kG9pAACsEiA90ivVIgLzwwgvmbqSbZPTC0nm2gJAhQHxAgGQYxoEAVggQHxAgGUYbzt0j0XMz4eGoUX+XZyQ6QooA8QEBkoF0NUD3XFjff2+W+JtOqhhpeNfH0C0bIUWA+IAAyVBvvPH3bLw6467OxqsTJ+pMvH/+KTJjhnc2Xi2rjwFCigDxAQGSwXK7HsjRR+du0kUgwAgQHxAgGU7XYOnZc//qg5Uq7V+NsHjx/f++6iqRt9/WKZXNRwGhQ4D4gAABEAYEiA8IEABhQID4gAABEAYEiA8IEABhQID4gAABEAYEiA8IEABhQID4gAABEAYEiA8IEABhQID4gAABEAYEiA8IEABhQID4gAABEAYEiA8IEABhQID4gAABEAYEiA8IEABhQID4gAABEAYEiA8IEABhQID4YOL40VK9QgFn692dAAEQTASID2Z9O1paXlDA2T55nwABEEwEiA+W/DBaut1ewNlmfEqAAAgmAsQHS2ePlrdbFXC2WZ8RIACCiQDxAQECIAwIEB8QIADCgADxAQECIAwIEB8QIADCgADxAQECIAwIEB8QIADCgADxAQECIAwIEB8QIADCgADxAQECIAwIEB8QIADCgADxAQECIAwIEB8QIADCgADxAQECIAwIEB8QIADCgADxAQECIAwIEB8QIADCgADxAQECIAwIEB8QIADCgADxAQECIAwIEB8QIADCgADxwaa1i6RX22JOgCyb+5m5GwACgQDxyaY1v8j6ZT+YPwaAwCBAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAiQJIoMGc7MBQFBQoyWBGRLxNgAICmq0JCAgAIQRNV4SECAAwogaLwkIEABhRI2XBAQIgDCixksCAgRAGFHjJQEBAiCMqPGSwB0g8TYACBJqtSQwgyLWBgBBQq2WBIQEgDCixksCAgRAGFHjJQEBAiCMqPGSgAABEEbUeElAgAAII2q8JCBAAIQRNV4SECAAwogaLwkIEABhRI2XBAQIgDCixgMAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWPl/kQt2xIoX79YAAAAASUVORK5CYII=)
PN: 4H56-3-S5
CAS:
Molecule Weight: 241.282
Formula: C13H17F2NO
TSCA: Not listed on TSCA inventory