| Product Number | 4H56-1-181 |
| Synonyms | Methyl(oxetan-3-ylmethyl)amine |
| CAS | 1408076-16-3 |
| MDL Number | MFCD21849166 |
| Molecular Formula | C5H11NO |
| Molecular Weight | 101.149 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-181
CAS: 1408076-16-3
Molecule Weight: 101.149
Formula: C5H11NO
![Methyl[(3-methyloxetan-3-yl)methyl]amine](data:image/png;base64,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)
PN: 4H56-1-789
CAS: 915919-90-3
Molecule Weight: 115.176
Formula: C6H13NO
PN: 4H56-5-48
CAS: 942308-06-7
Molecule Weight: 137.61
Formula: C5H12ClNO
PN: 4H30-1-08
CAS: 153209-97-3
Molecule Weight: 101.149
Formula: C5H11NO
PN: 4H30-1-X1
CAS: 45513-32-4
Molecule Weight: 117.148
Formula: C5H11NO2
![[3-(Aminomethyl)oxetan-3-yl]methanamine](data:image/png;base64,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)
PN: 4H56-1-815
CAS: 23500-57-4
Molecule Weight: 116.164
Formula: C5H12N2O
TSCA: Not listed on TSCA inventory
![2-Oxa-6-azaspiro[3.3]heptane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACfBAAAnwQHVKGrNAAABrHpUWHRtb2xTb3VyY2UAAHichZNta+MwDMe/ivDrq+0kbZOWpmN0HBzsAW47uHfDddzOENvDcZ++/clptzW0yxG/kBT9lL8sZXazNzVslW+0syVJKCegrHSVtuuS/Hn5OSjIzXwmMQkTbVOStxDep4ztdjsq35QRe2epdIYc30/3je7k7DLq/JqlnCfs78P9c8sMtG2CsFIh1ehp0wbvnRShVfHNJ5gRfqstO6Yz47fHaq8pj4fTfVORr14W+O4WUVjpWsHKeSMCbFNO8fAfsFZWeRFUBcsDhjM6xN7ns4c7JzdG2YBmrKClqJ+D30gMGFcrucFiaPy6K4lJEBDBmVvvxQGiFcMiAZGCyEAMQYxAjEHkeKu1imVfDu8KtcEjLNrnCRZ4CWlJOM1zzmHAaZYUEzi5CS1G6KV0MswngBKzcXHyCBwQu55/1Tulomb2KXo+WzpbnZmgq5IsE9J281utmvTUEAHnK+VxR2KBmHoOpF0gtt8PZF0gXlY/MLyQ9B9g1AXiLPqBcReIk+sH8i5wnHMfUFxIugqws5mwj6VD82Ih2dm2MvxH5/8AzxEp+xg06gIAABc1SURBVHhe7d1djGRlncdxdkZJ0AsdbiQqiqIRM9wYiICOEROII+q6F2vWFb1iIb7AbEBRE2NMzEZMwMSQ2Qt0deUlUSFusqOjZHRE2CVk15GoqyI6GsAXRCGAMKIgPFtnpmvsOtXd0/Xrejkvn09yEuh66umqczr/L013Vx1VACBwVP0DALAeAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQFiXPXv2lPPOO6/s3r27fhOsaOfOneWCCy4o+/fvr99ERwgIR3TllVeWo4466vBx2WWX1ZfAiO3btx/+etm8eXPZt29ffQkdICCsadeuXQcHwPKAbNq0qdxwww31pXDQBz/4wZGvl+rYsmVLueOOO+pLaTkBYVVVPI4++uixYVAdT3va00SEMSvFY3gcd9xxItIxAsKK1oqHiLCSteIhIt0kIIxZLR6nnHLK2MdEhMpK8ai+NrZu3Tr2cRHpDgFhxGrx2LFjx8HbVxsUItJfa31NHDhwoJx55pljt4tINwgIhx0pHkNrDQz6ZT1fCyLSXQLCQeuNx9B6BgfdNsnXgIh0k4AwcTyGJhkgdEty7UWkewSk59J4DCWDhHbbyDUXkW4RkB7baDyGNjJQaJdpXGsR6Q4B6alpxWNoGoOFZpvmNRaRbhCQHpp2PIamOWBolllcWxFpPwHpmVnFY2gWg4bFmuU1FZF2E5AemXU8hmY5cJiveVxLEWkvAemJecVjaB6Dh9ma5zUUkXYSkB6YdzyG5jmAmK5FXDsRaR8B6bhFxWNoEYOIjVnkNRORdhGQDlt0PIYWOZCYTBOulYi0h4B0VFPiMdSEwcTamnSNRKQdBKSDmhaPoSYNKEY18dqISPMJSMc0NR5DTRxUfdfkayIizSYgHbJ7955Gx2OoyQOrb9pwLUSkuQSkI/bs+d/ynOecUY455rmNjsdQGwZX17XpGohIMwlIB9x0053lpJMuLM997t+WLVtOPRyRpsZjqE0DrGvaeO5FpHkEpOVuvvmucvrpnylbt36snHjiuw5H5H3v+0h9aSO1cZC1XZvPuYg0i4C02DAep5xy1cFjGJGPfOTT9aWN1uaB1jZdONerReSkQUTuEpG5EpCWqsdjeHz84zfWl7ZCFwZb03XpHNcjcuzgePXgeN8gIg+IyNwISAutFo/LL7+1vrRVujTgmqaL53YYkWE8/mlwfHJw7B1E5HERmQsBaZmuxmOoi4Nu0bp8Tv84iMiFg4gM4/G1wXHX4CiDiBQRmTkBaZGux2OoywNv3vpwLv88iMj1g4gcjsfwEJGZE5CW6Es8hvow+GatT+fwL4OI/HYQkcPxEJG5EJAW6Fs8hvo0AKetl+duEJEiInMlIA3X13gM9XIQblCvz5mIzJWANFjf4zHU64E4IeeqiMgcCUhDiccog/HInKNlRGQuBKSBxGNlBuTqnJsViMjMCUjDiMfaDMpxzskaRGSmBKRBxGN9DMy/ci7WQURmRkAaQjwmY3A6BxMRkZkQkAYQj0yfB2ifn3tMRKZOQBZMPDamj4O0j895akRkqgRkgcRjOvo0UPv0XGdGRKZGQBZEPKarD4O1D89xbkRkKgRkAcRjNro8YLv83BZGRDZMQOZMPGari4O2i8+pMURkQwRkjsRjPro0cLv0XBpLRGICMifiMV9dGLxdeA6tISIRAZkD8ViMNg/gNj/21hKRiQnIjN1336Nl27bPiseCtHEQt/Exd4aITERAZuyWW+4WjwVr00Bu02PtLBFZNwGZsYceeqycffY1h+NxxRXisQhtGMxteIy9sVZEfvKT+ureEpA5qP431nXXfb/cdtsv6zcxR00e0E1+bL21WkROPbW+srcEhF5p4qBu4mNiyUoROeaY+qreEhB6p0kDu0mPhVVUETnrrL8G5L3vra/oLQGhl5owuJvwGFinJ58sZffuUr7xjfotvSYg9NYiB/giPzdz9MQTpdx0Uynvf38pZ5xRyotfXMozn3noeNGLSjn99FIuuaSUvXtLefzx+r0br5EBqf/aa2qSfeprq+Oii75WX3ZE9T1otkUM8kV8TubsqadKue66Ul7wgvEfwq92HH98Kddee+i+LSEgS+prh8ett95TX7qm+v1pvnkO9Hl+Lhbk/vtLec1rxgOx3mPbtkN7tICALKmvHR5vfev15ckn1/9fBPX70w7zGOzz+Bws2N13l3LSSeNReP3rS/nc50q5885S/vCHUh555NA/X311KeecM76+2uOuu+q7N46ALKmvXX7ccMOP6stXVb8v7THLAT/LvWmIxx4r5eSTR0Pw/OeXcuON9ZXjqh/O1/93V7VXtWeDCciS+trlx1lnXT34D4Y/1++yovp9aZdZDPpZ7EkDvetd4/H4+c/rq1ZXfcdRj8h73lNf1SgCsqS+tv4CiJ/61G31u6yovg/tM82BP829aLDvfnd08G/efOhjk/re98rgC2R0r9tvr69qDAFZUl/76U9/d+Tfq5dj/9WvHq7fbUx9H9ppGoN/GnvQEm9/++jQr341N1X9yu/yvd7xjvqKxhCQJfW1jz32RHnDG64b+dill+6p321MfR/aayMB2Mh9aZn77ivl6U8f/e7j17+ur1q/3/zm0B7D/aq9q8/RQAKyZKW1X/nKnWMfv/32e2v3HFVfT7slIUjuQ4t98Yuj3zFUv1W1UW984+ieX/pSfUUjCMiSldZWf89z7rlfHvn4O9/5H2v+nc9K+9BukwRhkrV0xIUXjg77yy+vr5hctcfyPS+6qL6iEQRkyWpr9+379dhtX/3qncvuOaq+lm5YTxjWs4YOql6OZPmwr166ZKOqPZbvWb0MSgO1IiDTOtay1tqLL75x5LbqZyPVz0hWstY+tNtagVjrNjquen2r5cO++mPCjap+pXf5ni95SX1FIwjIkrXW3n33Q+W00z4zcvtVV+0bWTO01j6030qh2LRp09jHxKNHtmwZHfYPPVRfMbkHHxzd89hj6ysaQUCWHGlt9T7my29/9as/W373uwP1ZUfch/ZbKSLi0WP1v9v4y1/qKyZXvYrv8j2rz9FArQhIapJ9jrT24Yf/VF73us+PrPnoR2+qLzviPnTDahHZvHmzePTNs589OuwfPvLfix1R9V3M8j2r73IaSECWrGdt9b7my9eceupV5cc//v3ImvXsQ/sJCIf5GUizTGsIT7LPetY+/viT5S1v+cLIuvPP3zWyZj370G6rxWN4+F9YPXPaaaPD/tvfrq+YXLXH8j2r3/RqIAFZst61e/f+Ymxt9bGh+m10y0rx8EP0nqte8HD5sL/iivqKyVV7LN+z+luTBhKQJZOsPe+8/xxZW31XUn13UplkH9plpXj4NV7KF74wOuyrvyLfqDe9aXRPf4m+ftMawpPsM8naH/3odwd//rF8/TXXfP/gbZPsQ3usJxDrWUMH3Xvv6G9iVa9jVb2eVaq+X/XPv/1tfVUjCMiSSdZWPvzhvSPrX/vafy8PPvjYxPvQfJOEYZK1dMjb3jb6HcOll9ZXrN8HPjC617nn1lc0hoAsmWRt5d57HylnnPFvI/f5xCf+a+J9aLYkCMl9aLnvfGd06FffNVTv7TGpH/xg9JV9qyN5X5E5EZAlk6wd2rnzf0bu88pXjv61+nr3oZk2EoKN3JeWOv/80cH/whdO9r7m99xTygknjO7x7nfXVzWKgCyZZO3QgQOPl7PPvmbsvpPuQ/NMIwDT2IMWOXCglJe/fDQA1VvUVu93fiTf+tZ4PLwnemZaQ3iSfSZZu9yXv/zjsfsm+9Ac0xz809yLFvjFL0p56UtHQ1Ad27eX8vnPl/LTn5byyCOlPPpoKT/7WSnXXjv+3h/V8bKXTfbdy4IIyJJJ1i735JNPlbe+9fqx+0+6D80wi4E/iz1psN//vpRXvWo8Cus9tm0r5f7767s2koAsmWRt3a233jN2/2QfFmuWg36We9NA1bvOXX11KccfPx6I1Y5q7TXXHLpvSwjIkknWruTCC3eP7ZHsw2LMY8DP43PQMI8/Xr18RSmXXHLo5Uiqn3M84xmHjuqfq49dfHEp3/zmobUt08iAwDzNc7DP83PBrAkIvbaIgb6IzwmzICD01iIH+SI/N0yLgNBLTRjgTXgMTOCHPyzlgQfqH+01AaF3mjS4m/RYWEX1B4LnnHPoN6WOOaaUXaPvAdRnAkKvNHFgN/ExsaSKx5lnjv66bfUGUhwkIHNw332PHnw73Ntu+2X9JuaoyYO6yY+tt1aKR3W8+c31lb0lIDP20EOPjbxe1hVX3Fpfwhy0YUC34TH2xmrxOO64Uvbvr6/uLQGZsVtuuXvsjwsvv1xE5qlNg7lNj7Wz1orHHXfUV/eagMxY9b+vtm37rIgsSBsHchsfc2eIx0QEZA5uvvmucvrp4+8VIiKz1eZB3ObH3lriMTEBmRMRma8uDOAuPIfWEI+IgMyRiMxHlwZvl55LY4lHTEDmTERmq4sDt4vPqTHEY0MEZAFEZDa6PGi7/NwWRjw2TEAWRESmqw8Dtg/PcW7EYyoEZIFEZDr6NFj79FxnRjymRkAWTEQ2po8DtY/PeWrEY6oEpAFEJNPnQdrn5x4Tj6kTkIYQkckYoM7BRMRjJgSkQURkfQzOv3Iu1kE8ZkZAGkZE1mZgjnNO1iAeMyUgDSQiKzMoV+fcrEA8Zk5AGkpERhmQR+YcLSMecyEgDSYihxiM6+dcFfGYIwFpuL5HxECcXK/PmXjMlYC0QF8j0utBuEG9PHfiMXcC0hJ9i0gvB+CU9eocisdCCEiL9CUivRp8M9aLcykeCyMgLdP1iPRi4M1Zl8/pU+KxUALSQitF5OST/6V87GPX15e2SpcH3aJ18dw+MYjH/w3i8YB4LIyAtNTyiFTxOPHE95TnPe/vyoc+9Mn60lbo4oBrmi6d4z8N4vGvg3h8ZvAc/ntwHI6IeMyVgLRYFZFXvOKyw/E49thXlmOOeX7ZseOf60sbrUuDrem6cK4PDOLxD4N4bB889osHxzAiD4rH3AlIy+3d+4Nywgl/fzgeRx31NweHwo4dO+pLG6kLA61t2nzOq3icOYhH9ZhfODiGEbluEI8/isfcCUgHfP3rt5RnPetFh+MxPJoekTYPsrZr47lfHo/hUUXkHwfxuE88FkJAOmLXrl3l6KOPHhsKTY1IGwdY17TpGqwUj+o4bhCP/eKxMALSIW2JSJsGV9e14VqsFY87xGOhBKRjmh6RNgysvmnyNRGPZhOQDmpqRJo8qPquiddGPJpPQDqqaRFp4oBiVJOukXi0g4B0WFMi0qTBxNqacK3Eoz0EpOMWHZEmDCQms8hrJh7tIiA9sKiILHIQsTGLuHbi0T4C0hPzjsgiBhDTNc9rKB7tJCA9Mq+IzHPwMFvzuJbi0V4C0jOzjsg8Bg7zNctrKh7tJiA9NKuIzHLQsFizuLbi0X4C0lPTjsgsBgzNMs1rLB7dICA9Nq2ITHOw0GzTuNbi0R0C0nMbjcg0BgrtspFrLh7dIiDEEdnIIKHdkmsvHt0jIBw0aUSSAUK3TPI1IB7dJCActt6ITDI46Lb1fC2IR3cJCCOOFJH1DAz6Za2vCfHoNgFhzGoROeWUU8Y+Jh5UVovI1q1bxz4uHt0hIKxotYjUB4R4MLRSROqHeHSLgLCqtSIiHqxkrYiIR/cICGuqIrJ58+aRQbBp0ybxYFUrRWTLli3i0UECwhFdeeWVI8Pgsssuqy+BEdu3bz/89VL9B8i+ffvqS+gAAWFd9uzZU84777yye/fu+k2wop07d5YLLrig7N+/v34THSEgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABAREAAiAgJAREAAiAgIABEBASAiIABEBASAiIAAEBEQACICAkBEQACICAgAEQEBICIgAEQEBICIgAAQERAAIgICQERAAIgICAARAQEgIiAARAQEgIiAABD5f80YwkOS7dlgAAAAAElFTkSuQmCC)
