| Product Number | 4H56-1-SF |
| Synonyms | (2S)-Azetidin-2-ylmethanol |
| CAS | 104587-62-4 |
| MDL Number | MFCD10565790 |
| Molecular Formula | C4H9NO |
| Molecular Weight | 87.122 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![[(2S,4R)-rel-4-(Hydroxymethyl)azetidin-2-yl]methanol hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABzHAAAcxwHXcdWPAAAB7npUWHRtb2xTb3VyY2UAAHicnVRrb5swFP0rV/48bN6PKFBVrTZNaldp6bR9mxzjpEhgR4a8/v2ugWZJaTNpGOGL7znn2geb+c2hqWEnTVtplROPugSkErqs1DonP54/Oym5KeYCQQhUbU5eum4zY2y/31PxIht+0IoK3ZAhPzu01QVmH1Bt1sx3XY/9enxY9BynUm3HlZDIaqtZ2w8+aMG7fhYflGANN7tKsQHOGrMb1H77rr1demhL8nctd5i7RSqsqlrCSpuGd7DzXYq3+wnWUknDO1nC8ojDAQ1x7cX88V6LbSNVh6FVqASvF53ZChxodC3FFsUw+Hqfk8YjwJftopNG6pwgSqIC73Rzaww/go0sjnvAfeAB8BB4BDwGngBPgWdodi1ttefjRuKUa3iCu1N7gm8E7DL7Al+M3m5y4oJt2ninJzb00ccUdfGCgEZoN4Q0jYLktYtoFvrxm8GYemkSIiGJw4TA8VwjyNIMfBr72OG2SLEbc8746oxZZwQPaXSAnSwo5kutyrMQqjInS+sbQr7LVYsle28ILqaUBregFbDQc4J/SQjfEixycKn4ObDHt6lUMJGKrtcOLwnxPwnRhJD872TjSym7a67XTia1s+uEdGLHuwR29h3Z6znAcHJG2NkBYvjbKP4AQ0hWMBh/DIsAACaRSURBVHhe7d15lFxlnfhhQkhMMCKRAEomyDB4AoLAsIwQGHbmsB0VRjzCKKCOiAoaFBFBIuMMAy4oeGAkgkSiiCwhgj9A9qgIhEVQBJHdMZBIQqIkZE/eX273VHfXe7uWfqtS6Vv1POd8j7Hv+97ijz73c6pvLesFAEiwXvwDAKiHgACQREAASCIgACQREACSCAgASQQEgCQCAkASAQEgiYAAkERAAEgiIAAkERAAkggIAEkEBIAkAgJAEgEBIImAAJBEQABIIiAAJBEQAJIICABJBASAJAICQBIBASCJgACQREAASCIgACQREACSCAgASQQEgCQCAkASAQEgiYAAkERAAEgiIAAkERAAkggIAEkEBIAkAgJAEgEBIImAAJBEQABIIiAAJBEQAJIICABJBASAJAICQBIBASCJgACQREAASCIgACQREACSCAgASQQEgCQCAkASAQEgiYAAkERAAEgiIAAkERAAkggIAEkEBIAkAgJAEgEBIImAAJBEQABIIiAAJBEQAJIICABJBASAJAICQBIBASCJgACQREAASCIgACQREACSCAgASQQEgCQCAkASAQEgiYAAkERAAEgiIAAkERAAkggIAEkEBIAkAgJAEgEBIImAAJBEQABIIiAAJBEQAJIICABJBASAJAICQBIBASCJgACQREAASCIgACQREACSCAgASQQEgCQCAkASAQEgiYAAkERAAEgiIAAkERAAkggIAEkEBIAkAgJAEgEBIImAAJBEQABIIiAAJBEQAJIICABJBASAJAICQBIBASCJgACQREAASCIgACQREACSCAgASQQEgCQCAkASAQEgiYBAZr31eqdeA93zy1+GMHFiCDvvHMJmm4UwbFgIm24awk47hfDZz4bwi1/EO2BQq/M3H9rcQGOQqXfP88+HcNBB5esrzYEHdq+HAqjxmw8dot4Y9FXPngce6H6W0TcQ118fwssvh7BsWQizZ4cwbVp5YLL1M2fGZ4JBp8pvPnSQemIQq7Uni8Tmm3cfHzIkhAsvjFeUu+ii7nXZ+re+tTsuMIhV+M2HDlMrBv2ptefII3uPn3FGfLR/2brSnqOOio/CoFLhNx86TK0Y9Kfaniee6H02scUWISxdGq/oX7YuW5/ty/Zn54FBqp/ffOhA1WJQSbU9kyb1HjvzzPhoddn60t6vfCU+CoNGP7/50IGqxaCSanv22af32B13xEeru/323r377RcfhUGjn9986EB9Y5AysbFje48N9GZ4dvO9tHfcuPgoDBr9/OZDB4qDMNCJjRjRe6ze+x8lS5b07h05Mj4Kg0Y/v/nQgarFoJJqexoJSLa+tHfDDeOjMGj085sPHahaDCqptsefsOgA/fzmQweqFoNKqu3pexP9zjvjo9VlN91Le91EZxDr5zcfOlC1GFRSbc/ZZ/ceO+us+Gh1XsZLQfTzmw8dqFoMKqm25/HHe99ImP05K/vcq3pk67yRkILo5zcfOlC1GFRSa8973tN7vN5nIX2fffgoEwa5Cr/50GFqxaA/tfbMmtX7SbzZs4mLL45XlMuOl561ZB/CmN1Mh0Gswm8+dJhaMehPPXvuuy+ETTbpXZd9bPsNN3S/Mmv58hDmzAlh+vQQDj64d82YMd0fAw+DXJXffOgg9cQgVu+eZ58NYf/9y9dXmgMOCOG55+IzwKBU4zcfOkS9MehroHuyr6z9zGe6v8I2e5axwQbd/7vjjiGcckoIM2bEO2BQq/M3Hxg0rrwyhEsv7f7IE1iHBASKJLt/UnrWs9VWIVx7bbwCWkZAoEhuuil/32TffUN49NF4Jax1AgJFM2VKCJttVh6RoUND+PjHQ3jllXg1rDUCAkX0t7+FcNppIQwfXh6SjTcO4YILul8iDGuZgECRPf10CEcckf+z1vjxIdx8c7wamkpAoB3cdlsI222XD8khh4Tw1FPxamgKAYF2sWJFCBddFMLo0eURGTYshFNPDWHBgngHNERAoN3MmxfCJz/Z/UbFviHJ3rQ4eXIIK1fGOyCJgEC7+t3vuj8aJf6zVvZO+HvuiVfDgAkItLvszYdbb50PyfvfH8ILL8SroW4CAp1g6dIQzj03hDe9qTwiI0aE8OUvh7BoUbwDahIQ6CTZd4wcf3zv946UJvvWxKlT49VQlYBAJ5o5M4Q998z9WWvhHnuEeb6LhDoJCHSyH/6w+9nH/wXk3jVz1ppnJ18+7rjw0ksvxauhjIBAp8vuf3z5y+GlESPC99YE5H1rZtiaGTVqVDj33HPD0uz+CfRDQIAui194IUw5+ujwjjXxWK/PbL311mHatGnxchAQoNyMGTPCTjvtVBaRbPbff//wu+y9JfB/BATIWblyZZg8eXLYdNNNyyIydOjQcNJJJ4V52bvd6XgCAlS0YMGCcOqpp4Zhw4aVhWT06NFh4sSJYYmv1e1oAgLU9NRTT4VDDz0092et4cOHd91opzMJCFC3W265JYwfPz4Xks022yzcfvvt8XLanIAAA7J8+fLwrW99K2y44Ya5kOy+++7hf//3f+MttCkBAZJcd911uYBks/7664fjjjsurMi+n4S2JiBAkt///ve5ePSdkSNHhosvvjjeRhsRECDJ/Pnzc9Hob7bccsvwxBNPxNtpAwICJOvvPkh/k70MeNKkSeH111+PT0GBCQiQbJtttsnFotqMGzcuXHXVVfFpKCgBAZLtu+++uUjUMxMmTAgPPfRQfDoKRkCAZMcee2wuDvVO9mqtj3zkI2H27NnxaSkIAQGSnXbaabkwDHQ22mijcMkll8SnpgAEBEiWvaEwDkLKHHHEEfGpKQABAZJdc801uRikzKc//en41BSAgADJfvWrX+VikDJf//rX41NTAAICJHv++edzMUiZ7JkMxSMgQLLs+9KHDBmSC8JA54EHHohPTQEICNCQMWPG5IIw0Hn55Zfj01IAAgI0ZMcdd8wFYSAzYsSIsHr16vi0FICAAA3p75sKBzLveMc74lNSEAICNORjH/tYLgoDmYMOOig+JQUhIEBDsk/ZjaMwkMkCRDEJCNCQSy+9NBeFgcxXv/rV+JQUhIAADfnZz36Wi8JA5sorr4xPSUEICNCQRx55JBeFgcw999wTn5KCEBCgIXPmzMlFYSCTvZudYhIQoCGrVq3q+sraOAz1zNChQ8Py5cvjU1IQAgI0bMstt8zFoZ7JvuKW4hIQoGF77LFHLg71zN577x2figIREKBh//qv/5qLQz3zb//2b/GpKBABARp2yimn5OJQz5x55pnxqSgQAQEadv755+fiUM9Mnjw5PhUFIiBAw6ZOnZqLQz1z6623xqeiQAQEaNhdd92Vi0M98+STT8anokAEBGjYH/7wh1wcak32TYavv/56fCoKRECAhr322mu5QNSaTTfdND4NBSMgQFO86U1vykWi2uy2227xKSgYAQGaYtttt81Fotpk7x2h2AQEaIoDDjggF4lq87nPfS4+BQUjIEBTfPjDH85FotpcdNFF8SkoGAEBmuKLX/xiLhLVZvr06fEpKBgBAZriO9/5Ti4S1eY3v/lNfAoKRkCAprj++utzkag2r776anwKCkZAgKa4//77c5GoNNlLfik+AQGa4k9/+lMuFJVmhx12iLdTQAICNEX21bTrr79+Lhb9zeGHHx5vp4AEBGiazTffPBeL/uZTn/pUvJUCEhCgaXbZZZdcLPqb7PtDKD4BAZrmiCOOyMWiv7n66qvjrRSQgABN84lPfCIXi/7mvvvui7dSQAICNM1//Md/5GLR37z00kvxVgpIQICmufzyy3OxiOcNb3hDWLVqVbyVAhIQoGluueWWXDDi2WabbeJtFJSAAE3z29/+NheMeA488MB4GwUlIEDTzJ07NxeMeD760Y/G2ygoAQGaZvXq1V33OOJo9J1zzjkn3kZBCQjQVH//93+fi0bfmTJlSryFghIQoKn23nvvXDT6zt133x1voaAEBGiqD3zgA7lo9J3nnnsu3kJBCQjQVBMnTsxFozTZp/Vmn9q7rjz//Gvh8sufCsccc3fYfPMfrflvuqxrSCMgQFN94xvfyIWjNH/3d38XL2+pUjDiIY2AAE314x//OBeO0uy1117x8pZ6+9uvDscdNyNcccUfwwsvvCYgDRIQoKlmzJiRC0dpjj322Hj5OiUgjREQoKmeeeaZXDhKc8YZZ8TLc/7yl8Xh9NNnhu23vz688Y1TwoYbTun69xe/+GB45ZUl8fIupRCsXh3CpZf+Iey22/QwatQPwtChl8dLywhIYwQEaKrXX389F47SfPe7342Xl3nooblh001/2HNhjye78f3II3PjbT3HP/GJX5WtHzKkehwEpDECAjTd6NGjy8JRmuzDFitZsGBZGDs2u39yWdhll+nhtttmhUWLVnTNz3/+57Dzzjd0HRs37sfhr39dVra3bzQmTrw/vPjiwrBq1eqyNf0RkMYICNB022+/fS4e2TzxxBPx0h7nnfdY18X8ne+8risasYULl4dtt72ua83XvvbbsmOlEHzgA3eV/bwWAWmMgABN9y//8i+5eGSzaNGieGmPCRNu6rqYX3NN5TcaXn31s11r9t77Z2U/L4Xg17+eU/bzWgSkMQICNN0JJ5yQi8eYMWPiZWVGj57adTHPbqJXMnv24q41b3nL1LKfl0Iwd27/N9krEZDGCAjQdGeeeWYuILvuumu8rEz2iqnsYr5iReVvK1y+fFXXmg02+H7Zz1NDkLqPbgICNN0ll1ySC8iRRx4ZLytTzzOQOXOqPwMZqNR9dBMQoOl++tOf5gKSfUZWNXvueWPXxfzaa5+PD/Uo3QPZa6+byn6eGoLUfXQTEKDpHnzwwVxAvv3tb8fLypRehbXDDteHxYvzr8LKXpmVvUIrW1PpVVgDlbqPbgICNN2sWbNyAbnhhhviZWXmz18a3va2q7ou6Lvv/tNwxx297wO5/fZZXe8NyY5l7xWp9D6QgUrdRzcBAZpu5cqVYejQoWUBeeSRR+JlOQ888JewySbd90L6m+xd6tm71WP1hiA+X6WhPgICrBVjx44NfQMyb968eEm/spfqnnbaA2G77a4LI0dO6Zrs31/4wsyKN9jrvfDHoag01EdAgLVi991374nHqFGj4sO0AQEB1or3ve99PQHJPtqE9iMgwFpx4okn9gTkwAMPjA/TBgQEaLrse8/HjRvXE5A3v/nNYeHChfEyCk5AgKbK4vHe9763Jx6lyb7OVkTai4AATVMpHiLSngQEaIr+4pF9qOLFF18chgwZIiJtSECAhlWKR4mItCcBARpSKx4lItJ+BARIVm88SkSkvQgIkGSg8SgRkfYhIMCApcajRETag4AAA9JoPEpEpPgEBKhbs+JRIiLFJiBAXZodjxIRKS4BAWpaW/EoEZFiEhCgqrUdjxIRKR4BASpqVTxKRKRYBAToV6vjUSIixSEgQM66ikeJiBSDgABlli9fEY4++oR1Fo8SERn8BATosWLFqvDxj38njBmzdxgx4q3rLB4lIjK4CQjQJYvH5z53W9hhh3PDVlt9pCsikyadFy9rOREZvAQE6InHrrtO7posIt/4xrR42TojIoOTgECHi+ORzSWXPBgvW+dEZPAREOhgRYlHiYgMLgICHapo8SgRkcFDQKADFTUeJSIyOAgIdJiix6NERNY9AYEO0i7xKBGRdUtAoEO0WzxKRGTdERDoAO0ajxIRWTcEBNpcu8ejRERaT0CgjXVKPEpEpLUEBNpUp8WjRERaR0CgDXVqPEpEpDUEBNpMp8ejRETWPgGBNiIe5URk7RIQaCOTJz8sHhERWXsEBNrIN7/5a/Hoh4isHQICbWThwmVdz0JuvfWZ+FDHE5HmExCgY4hIcwkI0FFEpHkEJLLe5PV6BmhPItIcLb1KplycB7rn3tn3hs/f//mw67Rdw1t/+NYw7LJh4c1T3hy2vWbbcMI9J4TpL0wPK1evjLf1GOjj0bn6vtqpXrX29D2+226Tw1NPzY2XlKl1PioTkca19CqZcnGud8+zf3s2HPj/DixbX2m2+vFW4cYXb4xP0aXex4OUi3etPX2PZ/OpT90cLylT63xUJyKNaelVMuXiXM+e7FnHW37wlp51e9+4d5j69NTwwmsvhMUrFof5S+eHh+c+HM588Myw2dTNqp6vnseDTMrFu9aeOCDZzJw5K17Wo9b5qE1E0rX0Kplyca61508L/xTGXDmm6/j631s/XPLEJfGSMllMjrvnuIrnq/V4UJJy8a61J45HNh/60LSwenW8slut81EfEUnT0qtkysW51p7Dbj2s5/h//ea/4sMVfWnml+Ifdan1eFCScvGutafv8QkTvt/z79tuezZe2qXW+aifiAxcS6+SKRfnansem/dYz7Hsvka1m+P1qvZ40FfKxbvWnr7HL7zw/p5/v+99V3d9zlWs1vkYGBEZmJZeJVMuztX2nPXgWT3HvvrIV+PDSao9HvSVcvGutafv8b/+dUnYZ58pPf//mmt+Hy+veT4GTkTq19KrZMrFudqef77xn3uOzXh5Rnw4SbXHg75SLt619sTHv/e9R3r+/8EHTw2LF6+oup7mEJH6tPQq2ffinDKxsT8a23NszuI58eEk1R4P+up78U6Z/sTHX399eTjooCt7fpYFpdp6mkdEamvpVTIOwkAnNuLyET3Hlq5cGh9OUu3xoK84CAOd/vR3/Kqrftfzs3/+5yvC/PlLqq6neeKIbLHFFuHVV1+Nl3Wsll4lUy7O1fYICOtSysW71p7+ji9btjIcdthVPT//xjd+XXU9zfXNb36zJyDZfPCDH4yXdKyWXiVTLs7V9vgTFutSysW71p5Kx6dP/0PPz/fY47Lw0kuvVV1Pc7z22mthwoQJZQHJgkK3ll4lUy7O1fa4ic66lHLxrrWn0vFVq1aHI4/8Sc+xs866q+p6GhfHI/tT1qRJk+JlHa2lV8mUi3O1PV7Gy7qUcvGutafa8ezNhKVj2Qct/vGP86quJ11/8fif//mfeFnHa+lVMuXiXG3Po/Me7Tm29dVbeyMhLZVy8a61p9rx7ONMjj12Ws/xk0++uep60ohH/Vp6lUy5ONfac+gth/YcP+/R8+LDFWUfrNifWo8HJSkX71p7ah2/994/la2ptZ6BEY+BaelVMuXiXGvPiwtf7Pkk3qHfGxouffLSeEmZBcsWhOPvOb7i+Wo9HpSkXLxr7al1PPOxj92Yi0e19dRHPAaupVfJlItzPXt+8fIvwugfjO5Zt89N+4QfPfOjrrgsWbmkKxqPzH0knP3Q2V1fMlXtfPU8HmRSLt619tQ6nnn00dm5eFRbT23ikaalV8mUi3O9e57+69Nhv5/tV7a+0mT3S2568ab4FF3qfTxIuXjX2lPreMkpp9wiIE0iHulaepVMuTgPdM+vZv8qnHrfqWGXabt0fXlU9pW2G03ZKGx3zXZdX2mbhaPazfaBPh6dK+XiXWtPreMl2Suwsldi1bue/olHY1wlgY4kHo0TEKDjiEdzCAjQUcSjeQQE6Bji0VwCAnQE8Wg+AYE28vDDL3V9c+G///uN4dVXF8eHO5Z4rB0CAm3kK1+5p+dlve9//zUiEsRjbRIQaCMzZ84K7373ZSLyf8Rj7RIQaDN33fW8iATxaAUBgTbU6RERj9YQEGhTnRoR8WgdAYE21mkREY/WEhBoc50SEfFoPQGBDtDuERGPdUNAoEO0a0TEY90REOgg7RYR8Vi3BAQ6TLtERDzWPQGBDlT0iIjH4CAg0KGKGhHxGDwEBDpY0SIiHoOLgECHK0pExGPwERBg0EdEPAYnAQG6xBE57LBvhldeWRAvaznxGLwEBOhRisj48aeHsWOPCv/0T+8Lc+b8JV7WMuIxuAkIUOb22x8Pb3/70eHNb94xDB06Mmy33XZrIjInXrbWicfgJyBAzk033RlGjNio5+Ld6oiIRzEICNCvadOmhWHDhrU8IuJRHAICVNTqiIhHsQgIUFWrIiIexSMgQE1rOyLiUUwCAtRlbUVEPIpLQIC6NTsi4lFsAgIMSLMiIh7FJyDAgDUaEfFoDwICJEmNiHi0DwEBkg00IuLRXgQEaEi9ERGP9iMgQMNqRUQ82pOAAE1RKSLi0b4EBGiaOCLjx48Pu+++u3i0KQEBmiqOiHi0LwEBmi6LyNChQ8WjzQkIsFbst99+PQHZdttt48O0AQEB1ooPfvCDPQE5+OCD48O0AQEB1oo999yzJyDvfOc748O0AQEB1ootttiiJyAbb7xxfHideP7518Lllz8Vjjnm7rD55j9a8992WdeQRkCAplu6dGlYf/31y16FtWjRonhZy5WCEQ9pBARoumeeeaYsHtk8/fTT8bKWe/vbrw7HHTcjXHHFH8MLL7wmIA0SEKDp7rzzzlxA7rnnnnjZOicgjREQoOm+//3v5wJy1VVXxcv69Ze/LA6nnz4zbL/99eGNb5wSNtxwSte/v/jFB8MrryyJl3cphWD16hAuvfQPYbfdpodRo34Qhg69PF5aRkAaIyBA002aNCkXkK9//evxspyHHpobNt30hz0X9niyG9+PPDI33tZz/BOf+FXZ+iFDqsdBQBojIEDTnXDCCWXxyOazn/1svKzMggXLwtixP+66oO+yy/Rw222zwqJFK7rm5z//c9h55xu6jo0b9+Pw178uK9vbNxoTJ94fXnxxYVi1anXZmv4ISGMEBGi6/fffPxeQo48+Ol5W5rzzHuu6mL/zndd1RSO2cOHysO2213Wt+drXflt2rBSCD3zgrrKf1yIgjREQoOm23nrrXED22muveFmZCRNu6rqYX3PNc/GhHldf/WzXmr33/lnZz0sh+PWv819kVY2ANEZAgKZatWpVGD58eC4gW221Vby0zOjRU7su5tlN9Epmz17cteYtb5la9vNSCObO7f8meyUC0hgBAZrqz3/+cy4e2bzhDW8Iq7OXSVWQvWIqu5ivWLEqPtRj+fJVXWs22OD7ZT9PDUHqProJCNBU9957by4epXnllVfi5T3qeQYyZ071ZyADlbqPbgICNFX2fo84HKV57LHH4uU99tzzxq6L+bXXPh8f6lG6B7LXXjeV/Tw1BKn76CYgQFP993//dy4cpbn55pvj5T1Kr8LaYYfrw+LF+VdhZa/Myl6hla2p9CqsgUrdRzcBAZrqpJNOyoWjNJddVvliPX/+0vC2t2XPXi4Lu+/+03DHHb3vA7n99lld7w3JjmXvFan0PpCBSt1HNwEBmurQQw/NhaM055xzTry8zAMP/CVsskn3vZD+JnuXevZu9Vi9IYjPV2moj4AATZV9eVQcjtKceOKJ8fKc7KW6p532QNhuu+vCyJFTuib79xe+MLPiDfZ6L/xxKCoN9REQoKne+MY35sJRmsMPPzxeToEJCNA0c+fOzUWj7/zjP/5jvIUCExCgaR5++OFcNPrOZpttFm+hwAQEaJpp06blotF3sq+5Xbas/BVUFJeAAE3z7W9/OxeNeF588cV4GwUlIEDTTJw4MReMeO677754GwUlIEDTHHnkkblgxHPdddfF2ygoAQGaZpdddskFI56LLroo3kZBCQjQNJtsskkuGPGcfvrp8TYKSkCApli4cGEuFv3Nhz70oXgrBSUgQFP8/ve/z8Wiv8m+L532ICBAU2Qf1R7Hor8ZP358vJWCEhCgKb773e/mYtHfjBo1Kt5KQQkI0BRnnHFGLhaV5m9/+1u8nQISEKApjjnmmFwoKs2TTz4Zb6eABARoigkTJuRCUWnuvPPOeDsFJCBAU4wdOzYXikpz5ZVXxtspIAEBGpZ9wm72SbtxKCrNeeedF5+CAhIQoGHPPvtsLhLV5uSTT45PQQEJCNCwu+++OxeJanPUUUfFp6CABARo2JQpU3KRqDbvfve741NQQAICNOycc87JRaLajBs3Lj4FBSQgQMM+8pGP5CJRbYYNGxZWrVoVn4aCERCgYQcccEAuErVm9uzZ8WkoGAEBGvYP//APuUDUmocffjg+DQUjIEBDsj9FDR8+PBeIWnPTTTfFp6JgBARoyKxZs3JxqGeyT++l2AQEaMh9992Xi0M9c/bZZ8enomAEBGjI1VdfnYtDPfPRj340PhUFIyBAQ84///xcHOqZQw45JD4VBSMgQEM++clP5uJQz7zrXe+KT0XBCAjQkMMOOywXh3pmk002iU9FwQgI0JDtt98+F4d6ZsiQIWHJkiXx6SgQAQEaMmrUqFwc6p3nnnsuPh0FIiBAsnnz5uWiMJD55S9/GZ+SAhEQINlvfvObXBQGMj/5yU/iU1IgAgIkmz59ei4KA5kLLrggPiUFIiBAsgsvvDAXhYHM5z//+fiUFIiAAMlOPfXUXBQGMsccc0x8SgpEQIBk2Xebx1EYyOyzzz7xKSkQAQGS7brrrrkoDGSy7xGhuAQESDZmzJhcFAYyI0eOjE9JgQgIkGTRokVd7yaPozDQmT9/fnxqCkJAgCRPPvlkLgYp8/jjj8enpiAEBEhy66235mKQMrfddlt8agpCQIAkl156aS4GKXPFFVfEp6YgBARI8qUvfSkXg5T5z//8z/jUFISAAEk+/OEP52KQMtkXUlFMAgIkefXVV8PJJ58cNthgg1wUBjLvfe9741NTEAICNOSJJ54IBx10UC4M9c5uu+0Wn5KCEBCgKW688cawzTbb5AJRa7bYYov4VBSEgABNs2zZsnD++eeHjTbaKBeKSjN06NCwYsWK+FQUgIAATTdnzpxwxBFH5GJRaWbNmhWfggIQEGCtmTp1al3PRmbOnBlvpQAEBFjrPv3pT3f9qSoOR2mybzakeAQEaIm5c+eGfffdNxePbA4//PCwZMmSeAuDnIAALXX//feHLbfcMheRrbbaKlx77bXxcgYxAQHWiYsvvjhsuOGGuZBkz1IeffTReDmDkIAA60z28t3jjz8+jBgxoiwi2f2Sj3/84+GVV16JtzCICAiwzmUfi3LaaaeF4cOHl4Vk4403DhdccEFYvnx5vIVBQECAQePpp5/u9/0j48ePDzfffHO8nHVMQIBBJ/uSqe222y4XkkMOOSQ89dRT8XLWEQEBBqXs/shFF10URo8eXRaRYcOGhVNPPTUsWLAg3kKLCQgwqM2bN6/rO0Pij40fM2ZMmDx5cli5cmW8hRYREKAQfve734UDDjgg92etA3baKTx5zz3xclpAQIBCueGGG8LWW2/dE5B91sxX18wf3//+EF54IV7OWiQgQOEsXbo0nHvuueFdb3pTOHFNPK5dM/PXTBgxIoQvfzmERYviLawFAgIU1qsvvxxuPf748NshQ9ZczdbrnbFjs48CjpfTZAICFN7q7OPg99yzPCLZ7LFHCA88EC+nSQQEaB8//GH3s4++EcmenRx3XAgvvRSvpkECArSX7P5Hdh8kux/SNySjRoVw7rnZDZR4B4kEBGhP2Suyjj46/2etrbcOYdq0eDUJBARobzNmhLDTTvmQ7L9/9uaSeDUDICBA+8verT55cgibbloekaFDQzjppOzt7vEO6iAgQOfIPj/r1FNDGDasPCSjR4dw4YXZB3DFO6hCQIDOk32i76GH5v+ste22Ifz85/FqKhAQoHPdcksI48fnQ3L44dmXk8SriQgI0Nmybzv81rdC2Hjj8ogMHx7C6afX/2etX/4yhIkTQ9h55xA226z7z2TZPZfsBv5nPxvCL34R7+hf3/+GeqXsaYLWPhrAYDV3bggnnth9Y73vBbnWR6I8/3wIBx1UvqfSHHhg9/pqUmKQsqcJWvtoAIPdY4+FsO++3Rfj7F3sd94Zr+iVfUxK31d2ZYG4/voQXn45hGXLQpg9u/s9J30Dk63PPnqlkpQYpOxpgtY+GkBR3H13CPfeG/+0VxaJzTfvDU32Kq5qLrqoe122/q1v7Y5Lf1JikLKnCVr7aADt4sgjey/aZ5wRH+1ftq6056ij4qPdUmKQsqcJWvtoAO3giSd6n01ssUX9n6+VrcvWZ/uy/dl5YikxSNnTBK19NIB2MGlS7wX7zDPjo9Vl60t7v/KV+GhaDFL2NEFrHw2gHeyzT+8F+4474qPV3X5779799ouPpsUgZU8TtPbRANpB3+8cqXQzvJLs5ntp77hx8dHyGKRMC7X20QDaQd/vGqn3/kfJkiW9e0eOjI/mgzDQaaHWPhpAO2gkINn60t4NN4yPpsUgZU8TtPbRANpBq/6EVa+UPU3Q2kcDaAd9b6JXe6d6f7Kb7qW9bqIDdJizz+69YJ91Vny0Oi/jBehgjz/e+0bC7M9Z2ede1SNb542EAB3uPe/pvWjX+yyk77MPH2UC0KFmzer9JN7s2cTFF8crymXHS89asg9hzG6m9yclBil7mqC1jwbQTu67L4RNNum9eGcf237DDd2vzMq+qGrOnBCmTw/h4IN714wZ0/0x8JWkxCBlTxO09tEA2s2zz4aw//7lF/FKc8ABITz3XHyGcikxSNnTBK19NIB2lX1l7Wc+0/0VttmzjA026P7fHXcM4ZRTQpgxI97Rv5QYpOxpgtY+GgBtQ0AASCIgACQREACSCAgASQQEgCQCAkASAQEgiYAAkERAAEgiIAAkERAAkggIAEkEBIAkAgJAEgEBIImAAJBEQABIIiAAJBEQAJIICABJBASAJAICQBIBASCJgACQREAASCIgACQREACSCAgASQQEgCQCAkASAQEgiYAAkERAAEgiIAAkERAAkggIAEkEBIAkAgJAEgEBIImAAJBEQABIIiAAJBEQAJIICABJBASAJAICQBIBASCJgACQREAASCIgACQREACSCAgASQQEgCQCAkASAQEgiYAAkERAAEgiIAAkERAAkggIAEkEBIAkAgJAEgEBIImAAJBEQABIIiAAJBEQAJIICABJBASAJAICQBIBASCJgACQREAASCIgACQREACSCAgASQQEgCQCAkASAQEgiYAAkERAAEgiIAAkERAAkggIAEkEBIAkAgJAEgEBIImAAJBEQABIIiAAJBEQAJIICABJBASAJAICQBIBASCJgACQREAASCIgACQREACSCAgASQQEgCQCAkASAQEgiYAAkERAAEgiIAAkERAAkggIAEkEBIAkAgJAEgEBIImAAJBEQABIIiAAJBEQAJIICABJBASAJAICQBIBASCJgACQREAASCIgACQREACSCAgASQQEgCQCAkASAQEgiYAAkERAAEgiIAAkERAAkvx/eELsqLebypEAAAAASUVORK5CYII=)
PN: 4H56-5-J6
CAS: 1036262-56-2
Molecule Weight: 153.61
Formula: C5H12ClNO2
PN: 4H56-1-803
CAS: 1290136-94-5
Molecule Weight: 101.149
Formula: C5H11NO
PN: 4H56-1-R02
CAS: 935668-82-9
Molecule Weight: 101.149
Formula: C5H11NO
PN: 4H56-1-S0H
CAS: 935668-27-2
Molecule Weight: 101.149
Formula: C5H11NO
TSCA: Not listed on TSCA inventory
