| Product Number | 4H56-3-Y8 |
| Synonyms | tert-Butyl 3-(trifluoroacetyl)pyrrolidine-1-carboxylate; 1-(tert-Butoxycarbonyl)-3-(trifluoroacetyl)pyrrolidine |
| CAS | 1159981-92-6 |
| MDL Number | MFCD11840395 |
| Molecular Formula | C11H16F3NO3 |
| Molecular Weight | 267.248 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-3-Y8
CAS: 1159981-92-6
Molecule Weight: 267.248
Formula: C11H16F3NO3
PN: 4H56-3-Y7
CAS: 884512-51-0
Molecule Weight: 281.275
Formula: C12H18F3NO3
PN: 4H56-3-Z2
CAS: 1093759-80-8
Molecule Weight: 281.275
Formula: C12H18F3NO3
PN: 4H56-3-2S
CAS: 733757-79-4
Molecule Weight: 295.258
Formula: C12H16F3NO4
![tert-Butyl 6-oxo-3-azabicyclo[3.2.0]heptane-3-carboxylate](data:image/png;base64,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)
PN: 4H51-1-28
CAS: 663172-80-3
Molecule Weight: 211.261
Formula: C11H17NO3
PN: 4H56-3-AA
CAS: 1824164-91-1
Molecule Weight: 267.248
Formula: C11H16F3NO3
PN: 4H51-3-31
CAS: 1803599-35-0
Molecule Weight: 231.267
Formula: C11H18FNO3
![6-Boc-1-oxo-6-azaspiro[3.4]octane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABTrAAAU6wGj0mSzAAACUHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXi/ET2EQhVdVq0qR2k9ZO2rvJIU6KFHAFNA/ffmdI25CkEEB2zv/fnfGdzexmX2xga6s6d2UaMEIDsGXmlnm5ToM/z98nOriZzzIUobCs0+ClaV6nYbjb7Uj2YguzdyXJXBF049N9nfc0O0FctQ45pSz8+/jw1DKTvKwbU2YWqTqf1q3xwWWmaWfxRYiwMNU2L8NOHhbVtvP2j1N/U7Kvl8Hnu9zh2C2isMo3FlauKkwDW04J3vQbrG1pK9PYJSwOaBZE4rvPZ4/3LnsrbNlg13vIM7N5aqq3DA2F29jsDZ1h58d9GhQMAdO44raqzAF8z5sNA8PBCDASTAQmBqPAaDAJGEbxwXGGAoYKhhKGGhbjum+sD/x8eLU4e+iuX+3zE+5OLrThwvE0SIhQQoAmjCsJinD8QUKo4DHERGv0HBGpZIyNYEKBRInW7w0nKpYMGNGRToASpSiFCUXp599j00kDOGBUQWKecG/ikoIgSZwk6EQq3fpirWcpI+7HVKzRGMnWFaVdAKmir+IdJyOISLDhhLIowVUOP5Z5Plu4cnnShXyZBgucm5f8tquaH1MQgKuWtsKq9g689BTgfcAnbBgQF4AcBuQFEA0DUR/wpTMMxH3AF9oHwK8B6gLQwxF0H/BFPAwkfaAt+WHCj/dS126REeY83e2WGmHOMt5twRHmLOndlh1h5JW5jTFnqe+OheFcsvhKnJGCYeoin9eR8GSThe/nHnYvzsTw5MAM8TMx/w8gjdYmw3apxwAALAtJREFUeF7t3Qu8lVP+x3FC6UKqqREpIoyoKSrVKFKMTuMWowthxKRmJjEoRleXGuU6I6bUlNwv5ZZCKCk0hlFMId0opBuS+sv679965tlnn9U++zznd/bl2c/+vF+v/Rpz1trty9nn+e7nWWv91m4GAACF3dwfAAAQBAECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEq4sMPjbn8cmOOOMKY6tWNqVbNmMMPN6ZfP68tBHbbbTd7SyVIn9IsX77cDBo0yDRr1szst99+pkqVKqZRo0amXbt2ZujQoWbJkiXuXRARuk8MAGNGjzZmjz3k6Jv8Jm1jxrj3yrog4RCkTzLjxo0ze+65Z/z+pd0QTfxmAY077vBCYvfdjbnkEmPeesuYb781ZutWY95+25i+fb026XPnne69syrIQTxIH9ftt99u77N77HVeeOGFZu7cuWbTpk3mhx9+MCtXrjQLFiwwI0eONE2bNnXviogo3ycGgDGrVxtTubIXDpMmua3FpE36SN81a9zWrAkSDkH6JFq1apXZa6+97H2mTZvmNqNABP/EAPBcd50XDOec47bsqnt3r+/117stWRMkHIL0STR48GDbv3fv3m4TCkjwTwwAT6tWXijMnu227GrWLK9vmzZuS9YECYcgfRK1ir0H0n/OnDluEwpI8E8MAE+tWl4obNjgtuxq/Xqvb506bkvW+OEQ5BZU7dq1bf8NQd4DRFbwTwwAz557eqHwf//ntuxqxw6vr9wnR9yQSHULyp959X9B3gNEVvBPDABPnp6BpBKkTyLOQCCCf2IAePwxkBdfdFt2JeMk0rd1a7cla4KEQ5A+iRgDgQj+iQHgGTLEC4Vzz3VbdiUztaSvzNzKkSDhkNhnxowZpnv37qZBgwamRo0apnnz5ubuu+82P/74Y7y/Pwvr/PPPj/8MhSf1pwrArlatMmavvbxgmDrVbS02ZYrXR9aByNqRHClvgHTt2jX21KeYZcuWme+//94sXrzYdO7c2QwcODDe318HIosIH3744fjPUbrylnwp7+8tF3L3yEA+GzvWCwdZbX7ppd7qc1mFHjvgmkWLjLnssuKV6Lfd5t47q4IcZMrqs2bNGrPvvvuW+NnY2Hsg95EQufjii828efPMli1bzPbt223AyEr0UaNGmaOPPrrE/QqRpuRLsp+5gvTJpNw9MpDvbrzRmEqVvJBIdpO2m25y75V1QQ4yZfVZt26dHTh3jR492uyxxx7x+5d2K2Taki9B3rsgfTIpd48MRIFcdpDKu02aeJV4q1b1/vv3v/faQiDIQaa0PjLuIZeyunXrZq666iq32fr444/NFVdcYY455hh7liKXZho2bGjat29vhg0bZj744AP3LgWjIiVfSvudJArSJ5Ny98gAQs0/OMlNwkEuT6F8KlLyJUg4BOmTSbl7ZACht2PHDjuI3qVLF3PBBRe4zShDRaY7BwmHIH0yKXePDCBvrF271uyzzz7uj1GGiiy4TDwDLOuWK7l7ZAB5Y8WKFaZOBVfTf/rpp3ZNyZVXXuk2RVZFSr64IZHqliu5e+RMyoNtRoGwkjUfL730klm/fr359ttv7SwhWasg1/Mr4t///nf8gPfQQw+5zZGUjjOQVIL0yaTcPXKm5Mk2oygQ8s1z6FBjZs50W0JLrtefcsopdrGbHABbt25tJk6caH766Se3a7n97ne/swe8mjVr2jOSqGMMJJ/k0TajiACZnvrHPxrz+eduS7F587zPW4MGbktB+u6778yRRx5pD3rHH3+86tJOPqlIyZcg4eD2CVKGJp1SP7t8kmfbjCIC5EuKfJZS1bl6/32vjywqlNLuMO+++65dKyIHviFSVyzCKlLyxQ2HZNw+QcrQpFPqZ5dP8mybUUSALKyTz1Gqb5dy7Vv6yE1qaMG644477IGvUixYX375Zbc5UrQlX9xwSCZIn2RlaNIl9SPnkzzbZhQRIDWu5HN00kluS0myOl36xQ4U8Mh4SlFRkT34HXDAAearr75yu0SKpuRLsp+5gvQprQxNOqR+5HySZ5v8IAIefdT7HMkMv1QOO8zr98QTbktBk9CQ8JADoJRKSccgfa7I2YQMlMsYT2nKW/IlSDik6hOkDE1FJX/kfJRn24wiAubP9z5HNWq4LSV17Oj1Y+LGLuTylVzGkoOgXNbKR3LglxLt8hpuuOEGtzknEs9qMlmGJjoBwhkIsm3FCu9zJLfNm93WYj17en2uucZtgSmeqSTfyGWAPZ/cd999plq1avb5V69e3bwYZJfKLMlGGZroBEiebTOKCPjhh+Jp4akqzv75z14fRUG9QiAHujZt2tiDsEzxTXUZKCykHLtMl/W/5bdo0cIsXbrU7RYKmSxDE50AybNtRhERdeuW/cXl9tu9Piee6Lbgf2S3PllcKAfjS2R6dIjNnz/f7iQoz1VmVsm4hoyBhFU6ytCUJjoBkmfbjCIifvlL7/P0z3+6LcUee8zrU9Zge4GT8ib+N/pHZYJCyMig9IgRI+L1rerGvjw8//zzbrecylQZmtJEJ0BEHm0ziogoKvI+T6l2HnzjDa+P1GVDShdddJE9OEsZFfnmHBaylqJjx47xgDv55JPtpaGwyWQZmmSiFSAiT7YZRUTIlxL5XPXv77YUSxxs37TJbUUC+dZ8eOxMTQ7Sbdu2DUWpk+nTp8eLIsqqclnTsXPnTrdbQYpegIg82GYUETF8uBcMZ5zhthST6+P+mS+fvzK988478VIn1+ewWsS2bdti3wv6x886GjdubN6S+nqIi2aAANkyYYIXDMcd57aUVK+e1y/VYDvibrvtNnvQljUir7zyituccUtiQS/rJ/zw6NmzZ8bWUuQzAgSoCCnTLsFwwAFuS0ktWnj9Jk92W5CEXLOXwoBy8D7wwAPN119/7XbJmPHjx5uqVavax5aKtv9MNUGiwBEgQEX85z9eMMg+M6mu13fr5vWTMToE8uWXX5r69evbA/lvfvMbtzntNm7caM4666z4WUfLli1tKRCUjgABKkK+GUswyC3V9gD+YLvslInAZGW3X+pE9rXIFKmQe9BBB9nHkbUdgwYNCvXajrAgQICK2ntvLxzefNNtKTZihNfn9NPdFpThmmuusQf2vWPv83/kjC+NZG2HFDL0K+XWq1fPzMyj3SNzjQABKqpxYy8cnnzSbYnbOHGiWRjr89axx7pNKIOUOpH1DHKA/8UvfmG2ytquNFi9erU54YQT4pespGaUlD5HcNEKEPnlT5sm8+/clpJmzPB2igPSYFnsIDQ3dgBacdddblPc4hdeMOfF+vSpX99tQgCffPKJLYEuB/pLZZFwBT311FOmVq1a9t+TtR1//etfM7bYLsqiFSBScVK+Cab4Q7ar06WPrAsB0uDvPXqYs2KfqftTlIt4P/aFRQ5Wcj0/DIvj8tG02JdD/2zh8ccfd5sDkW1e+/XrF/93Dj300Ngh4W23GwKKVoDIYi4Jh1QzXWT7TOnz85+7LYCKbNYjB6NUJbNlGqp/0JJLJ9Dp06ePfQ+lVMfKlSvd5pQkxJs2bRr/PfTu3dt88803bjeUAwECVNC4cePsAalTp05uUwn+2oKFCxe6TQhISp00adLEvo+yk58Mggfx97//Pf7+S2nzKVJUFRVGgAAV9Mgjj9gD0xFHHOE2lSCXS6TfE2xtWyH/+te/TOXKle17WdYOgBs2bIgdFs6In3Ucd9xxdmtZpAcBAlTQ66+/bg9Osmo5lQ4dOth+d6Uao0MgY8eOte+lTL997bXX3GZLft6gQQPbT9Z2yKVGmdGF9CFAgAr69NNP499wU9VLknpK0ufaa691m1BOMmPq17/+tX0/JSTkTMMnl7WGDh0aX9vx89jf+qxZsxLujXQhQIAK+uGHH+w3XDlYffjhh25znD/Yfv7557tNUPjiiy/M/vvvb99TuUwlVq1aZcdG/EA/9dRTbT9kBgECpIHsTicHLNkNrjR+hdmTTjrJbYLS7Nmz46VOZH2IzM6S/5a1HXKZi7UdmUWAAGnQvHlze+BKVblVtmmVPrJhEtJn4MCB8TMOucksLRloR+YRIEAa+KXHb0qx2+X8+fNtn7IG2xGc1MaS8iZ+eMhU3a+++srthgwhQIA0kMsncgAbMGCA2xQne3z7B7rNmze7zSgnqc4rBRbl/axWrVp8au/vZedRZAUBAqTB8OHD7cHrzDPPdJviEgfbP/jgA7cZAcmq/tNPPz0exq1atbK1sqZOnRr/2ZMpClsifQgQIA0mTJgQP5il4g+2yz4XKL9XX33V7lAo76EMnl999dUl1nbIDDdpk0KJMiMLmUWAAGnw/PPP2wPXAWVsbfvLX/7S9pvM1rblIgUor7/++vjaDpm+myyEpbbVYYcdZvv86le/ClzqBDoECJAG7733nj1oyQEuVbXdoqIi2y/VYDtKkrGjtm3b2vdNbqeddprd7rY0Ul3XHw+RzaKQOQQIkAbr16+PH+A+++wztznusssus3369+/vNiEJmfpcs2ZN+55JKMhamiBrO2R/Dz/QZbtaZAYBAqSBHNSqVKliD1pvvfWW2xznD7b7K6eRnOw62Ldv33goy9qZd955x+1WKvl9nHLKKfa+stf5xo0b3S5IAwIESJNDDjnEHrBktzuflA2X0PAHev3BdqkKi+Teffddc+SRR8bD46KLLrJl3MtLtqeVOljyb5x11lluM9IgUgHyZSxAVsQ+LJtTBMi2WIBIn9UECNJMBm3lYCXrEyQwZIaQfxCsX7++vawiO+nJ/y9rsL1Q3XnnnfEzOdnC9qGHHnK7lMsLL7wQnzo9fvx4txkVFKkAmRgLkIGxD8qLKQJkWSxApM9fCBCk2XnnnWcPVLKQTc4w/PDwZw7Jzd/UqKzB9kKzef16061bt/j71KZNG7N8+XK3m8qVV14Zf++XLFniNqMCIhUg/sYxN6YIkJdjASJ95NQWSCf/QCWF/OR/ZZX03/72N1tqfPTo0faswz9Ayk3KkcteIoVu65w5ZlzsvTlyN29tx+DBg9Martu3bzfHHnusfc+PPvpos23bNrcLlAgQIA1k/YF/kJLbUUcdZes0JZLLWg888EB8VpF/k7OVhx9+OK0Hzbwgr3fIEBNLDfNa7H24tn5982qKasYV8dFHH9kaZPJ+X3755W4zlAgQoIIWLVoUX7wmt+OPP958//33brcSZEW1lOPwr8/LTWYL3XrrrYVRJ2vFChN7o7wJLXIrKjI/ZLgIolRK9t/r6dOnu81QIEAAJZkqKgd8/5KV7EVR3v3Oly1bZteE+GMjcpNvylKiXHY6jKTY2VbsNMwLjipVjLnjDrdHxvTq1cu+x7Vr1zZr1qxxm1FOBAigILvcyW53/kFfZmBVpPaSFAi8+eab7Wwt/9+Ugfazzz7bvPHGG273/PTdd8ZcfHHxWccRRxjz73+7vTJKthw+9NBD7fsre9Tv3LnT7YJyIECAcpKpof76AjnIy/7b6aq5JAO+snbEr5nl3zq1bm3effRR81O+jpNIUEhg+OHxu995gZIDstDTP2scMWKE24xyIECAgGQQXGZa+eMWMmYxd+5ct1vazJkzx05tlcdrH3u8ibHbTw0bGjNunHyVdruH1+23G1O5shcccunqkUfcHlkns+L8LwDMhNMjQIAAZBZP4iwrWdks03OzYel//2um9etn3q5atfgb/D77GHPFFd5gdFjJoHjXrsXPWQbNQ/J85dJV586d7e+yYSyUKXWiQ4AAZZDZO/4UUBnsvueee9wuWfHT+vVemZ799y8+KMe+QZtzzjFm4UK3e27JdNz69b3nWKmSMddd503bDZG1a9eaevXq2d9r9+7d3WYEQIAApfj2263mggsuip91yCK0xYsXu92yb/t2Y2Q/kWbNioPE/4b/+OPGpGk8RkVC4tprvdCQ5yQlW+bMcXuFhuzj4l+SvO+++9xmlIEAAZJYsuRL07HjNaZmzaPt50UWn5W1tiMn5Jt+UVHJIDn4YGNuu01WN7q9M0tKj7RuXfw8unWTOvdur9C54oor7O9Y9lVnq+HyIUCABLLVxJQp75k2bSbEzjhuMkcd1cc8/fQst1v4fPihbDZizN57Fx/A991X6qsYU4HpxYHJLCt5PHlcWdtx111uj9CSvepbtGhhjwvHHHMMpU7KgQApILLCuUGDBnbV9KRJk7I2CJwvvv56q+nf/3lz7LH32Vvfvk+bdevybFW4DFyPHOltV+AHyZ57GnPuuTJ/1e2dnISRlPuQabfVq5vYV3NjDj/cmH79vLZknnnGe6xf/EK2Z3RbQ2/p0qXxca4BAwa4zSgFAVJA+vTpY1+7f9szdmCRmShy7VcWxhWy+fNXmS5dptrgaN16Quw9+ZfZubPsne9CK/at2tx/v4mdRpW8vNWunTFPPun2LjZ6tDcwn3ifxJu0jRnj3ssjl39kfCZPyZcq/29jxowZbjOSIEAKhGwN6v9xdOnSZZfKsFIFtWPHjnY/hkIq8bBjx04zbtwCc9xx3llHUdGD5t1317nd8tvs2cacdlrJIJgyxe3llRSRtt13N+aSS7wzFtnIaetW2WjcxE7JvDbpE/ucRFGPHj3s30OdOnVSbk0MDwFSAFasWGHrNMnrvvDCC+M/lwVUsjCuUaNGJcJEbm3btrUbIEW2HpORoYHNpnfvJ+OXrK6++kWzZcsPbrfokL0wJASaNNl12u/q1cWL/WLfxEslbdJH+kbwi4Zc5vV3ljzxxBMpdVIGAiTipER4u3bt7GuWfaVL2xr07dg3zCFDhpSoKuvfWrZsaUaNGmWvE0fF008vNSecMMkGR/v295snnyzl2n6hkHUaEgyypqQssmZC+l5/vdsSCQtj4eqXOpHPPUoX+QCRaql95VvX/xRagPzlL3+xr1e2CX3nnXfc5qRkH4thw4aZpk2b7hImss+F1H5y97rIF999tz0WlC/HzzrOO+9xs3w5q5BNq1ZeKMjlrrLMmuX1bdPGbYkMKWwpn3cZJ4xMMcsMiHSAPPjgg/ED30UXXWR/VkgBIntO+NupjpP6SQpSbly+hclZiBsmUtV01Kh7YmGShWmiabB48ZfmN795KB4eY8bMN9u353DRXZjUquWFQpCZebK2Q/rWqeO2RIZcuurUqZP9nB988MFm06ZNbheYCAeIhEfiXtRykwVDhRIgUh78wAMPtK/1tNNOs3tXVJSMh8i4iH9JrHLlWqZ+/SK7XqJbtwftYHQYB6BlNtWkSe/atR0SHJ06TTGvvbbC7VbYZKqvhEKQciM7dnh95T4R9vnnn5u6devaz3rv3r3dZpiIBsi5554bD4+ioiJz3XXXxUNEat4UQoDIbnfyOvfff3/z5Zdfus0VJjO1xo+fYn7725tNq1beN3r/9utfP2BGj37dLFr0ec6nwn711VZz+eXPxZ/bpZc+E3s/clNGPNQ4A0nq2WeftaVOon680IpkgMiUVD88ZJWpuOGGG+IhEvUAufvuu+Pvw+wg17QraMOG7+0gtByo/W/5/q1z5ylm5Mi5ZsGCNbEvt7oZLf6/JWcOMoaRjN8n0XvvrbOPLz+XtR0TJryT80ALLX8M5MUX3ZZdyWdK+krZkgLwyiuvUOKkFJEKkMRy24nh4UsMEal7E0UyuL333nvb13j11Ve7zRkn02CfeWaZGTjwBdO27cQSYXLiiZPN0KGvmrlzV5Zr7CHx37j33kVus5UsQMaOfcP+TC6v/ec/hb1QskxDhnihICvWyyIztaSvzNxCQYtMgMiYh19VU6qmuuHhkxlZfojImEiUSLE/mSUlr61V7BulbICUS1u37jAzZ35s11fIVNnEIJAptDIb6sUXl5tt21Jfd3fvt2nTrrWKkgXI+vVbzXPPLTPffJP8rAUJpF7WXnt5wTB1qttaTBYgSh9ZByJrR1DQIhEgiQPmMluotLUOvl69ekUyRC677DL7mvbdd1/zySefuM05JSHx8svLzfXXz4mvv/Bv7drdb/7859nm+ec/SnqJyu93xRUv2P+VwXpXsgBBOY0d64WDrDa/9FJv9bmsQpcqxIsWecUa/ZXoUu23wC1fvtwMGjTINGvWzC7UlanysihXJpnIVPclsnAzgX/MSSVInzDJn2daisTwSHbZqjSJl7OiECJPPPFE/PU88MADbnOoyOUruYw1bNir5qST/lkiTOSyl4yXJPLbli372pYckT7uQDgBkiYyBd7fyyPZTdpuusm9V8GRafGyRsT/myvtlijZz1xB+oRJ/jzTJLTh4YtKiKxatcrUqlXLvo4LLrjAbQ41GVhfuHCNGTVqbryYoawST5QYDoMHv2T/W/qX1gcVJN+cpfKulDyRsULZSlf++/e/99oK3O23327/1uSSuZQGmjt3rl0nIseflStXxr4ALTAjR460C3ETBQmHIH3CJH+eqaOi4eHL9xD58ccfTfv27e3zbxL7I/8m25sIpZHMkFq3btfLj4nhsHLlJtOq1T/srCqpZZWsD5Ap8mXNL3Mybdo0tzmlIOEQpE+Y5M8zTZCu8PDlc4jItVZ53pUrVzaL5Dp1BLnhMHz4q/b/yyB8aX2ATBg8eLD9e9MsLAwSDkH6hEn+PNP/SXd4+PIxROTU2X8vpOZXVLnhsHbtt+b44yfY8RAZF0nWB8gEmd0of29zFPu8BwmHIH3CJH+eqclcePjyKURkN0HZXVCe66mnnpqWUiVhlSwcpI6V/OxPf3qh1D5AutWuXdv+zWl28/SPLUFu+SJvnmmmw8OXLyFy5pln2ucoK+qjvptgsnCQNR4y/Vd+LvW3kvUB0s2feSXbJJSXGxKpbvkiL55ptsLDF/YQueeee+xzk1Ils6S0dsSVFg533vmm/bnsXV5aHyCd0nEGkkqQPmES+mea7fDwhTVEFi9ebKpWrWqf11VXXeU2R1Jp4bB58zbTocPkeHuyPkA6MQZSUqifaa7Cwxe2EJFSJf4mT8cdd5zZvn272yWSUoXDfff9iwBB1vizsM4//3y3qUxBwsHtM2PGDFtBXMY7a9SoYZo3b26Lpcr0/TBI/WpyKNfh4QtTiPTr188+j3322cd89NFHbnNkpQoHKX0iVXpT9QHSxV8HIosIH374Ybc5JTccknH7dO3a1UyZMsVu7CZfIOUKROfOnc3AgQMT7pU7qV9NjoQlPHxhCJGnnnoq/hzkAwUgN8aOHWv/DiVELr74YjNv3jyzZcsWe0VAAkZWossunlLUNZEbDskE6SN78Ui9uzBI/UxzIGzh4ctliKxevTpeqkSzgAlAeo0ePTp+nEp1S5TsZ64gfdatW2cH88Mg9TPNsrCGhy8XISLXOk844QT7mLIHeT6XKgGi5OOPP7bHgWOOOcaeEUg13oYNG9rSQsOGDdtlE6og4ZCqjxwL5FJWt27dQjOBJvkzzYGwh4cv2yEyfPhw+1hSquRtKa8NoOD4xxy5SWDJJbMwCEWA5Et4+LIVIq+//nr8fRkzZozbDKCAyAZxMojepUuX0FTdznmA5Ft4+DIdIhs3bjQHHXSQ/fflAxPlUiUAglu7dq2diRkGOQ2QfA0PXyZD5Oyzz7b/br169eygGYrJlrayL4jscAgUmhUrVpg6deq4P86JnAVIvoeHLxMhcu+999p/T6YJzpw5020ueC+88LFd83HBBU+5TUCkyJqPl156yaxfv95u1S1ThGXLXFnQGAY5CZCohIcvnSEi+yj7pUpkv2XsSvZOlwDp1etJtwmIFCmZcsopp9g912XqbuvWrc3EiRNDc0k76wEStfDwpSNEtm3bZhcfyb/RsmXLgilVUl4ECBAOWQ2QqIaHr6Ih0r9/f3tfqXkj872RHAEChEPWAiTq4eHThsj06dPj95s8ebLbjAQECBAOWQmQQgkPX3lDRGrb+PsM9OzZ022GgwABwiHjAVJo4eELGiI7d+40HTt2tP0aN24cmhWmYUaAAOGQ0QAp1PDwBQmRkSNH2nYpEf3mm2+6zUiCAAHCIWMBUujh4UsVIvPnz4/vsXzLLbeUaEPpCBAgHDISIIRHSclCZNOmTaZRo0b2ZyeffLK9lIVgCBAgHNIeIIRHcm6InHPOOfa/69ata2vbIDgCBAiHtAbI0KFDTaVKlQiPUiSGiNykVMlzzz3ndkMZCBAgHNIaIHJAlANjkyZNCI9S/Pa3v40HSPPmzd1mBECAAOGQ1gDp1KlT/OAoZyMoacaMGXZjKP89qlat2i67lqFsBAgQDmkNEPGnP/2JEEkiMTw6dOhgzz7kv2V3MamBheAIECAc0h4gghApKTE8TjzxRLN161azdOlSU716dfuzAQMGuHdBCgQIEA4ZCRBBiHiShYdv0qRJ9ucydiT9EAwBAoRDxgJEFHqIpAoPX48ePWy77DD22Wefuc1IggABwiGjASIKNUSChIfYvHmzOeSQQ+L9WFBYNgIECIeMB4gotBAJGh6+hQsX2lpY0n/UqFFuMxwECBAOWQkQUSghUt7w8N188832PlIb64033nCbkeCppxbEztr6mm7dRrpNALIoawEioh4i2vAQcunKX0dz8MEH21pZSO6hh54y1asfYtq16+Y2AciirAaIiGqIVCQ8fJ9//rn52c9+Zv+Nc889123G/0ydOtW+Ry1atHCbAGRR1gNERC1E0hEevmeffTZeEmbChAluMwwBAoRFTgJERCVE0hkePv+9kYWG//3vf93mgkeAAOGQswAR+R4imQgPIYUo/VIn8r8UpiyJAAHCIacBIvI1RDIVHj458/BLnfzxj390mwsaAQKEQ84DRORbiGQ6PHwTJ060jyFjIs8884zbXLAIECAcQhEgIl9CJFvh4fP3D5HZWTJLCwQIEBahCRAR9hDJdngIKXUi60LkMWWdCKVOCBAgLEIVICKsIZKL8PAtWLDArlCXx77pppvc5oJDgADhELoAEWELkVyGh+/GG2+0jy81s6R2ViEjQIBwCGWAiLCESBjCQ8ilK3l8eR5SvVcubRUqAgQIh9AGiMh1iIQlPHyyX4jsGyLP57zzznObCwYBAoRDqANE5CpEwhYevqeffjpe6uT+++93mwsCAQKEQ+gDRGQ7RMIaHr4//OEP9rnJQkPZW73QECBAOORFgIhshUjYw0Ns27bNNGvWLH4QLbRSJwQIEA55EyAi0yGSD+Hh+/DDD021atXscx04cKDbHGmTJ0+2r1vqhAHInbwKEJGpEMmn8PD94x//sM9XxkSee+45tzlS5CxLyrlceOGF8Rph++23n9sNQBblXYCIdIdIPoaH75xzzrHPu27dumbt2rVuc16T38Pjjz9uevXqZWrUqBH/ncutUqVK5owzznDvAiCL8jJARLpCJJ/DQ8jWt40aNbLP/+STT877UifffPONmTZtmunevXv8Ep1/kzOPHj16mEcffdR899137l0BZFneBoioaIjke3j45s+fHy91csstt7jNobdhwwY7rlFUVGSqVKlSIjRq1qxp+vTpY39XMnkAQHjkdYAIbYhEJTx8I0eOtK9FSp28+eabbnPofPHFF3YMp3PnzvY5J4aGVB6+5JJLzKxZs8z27dvduwIIibwPEFHeEIlaeAi5dNWxY0f7mho3bmy2bNnidsk5WUl/11132ecpYxiJoVG/fn1z+eWXm1deecX8+OOP7l0BhFAkAkQEDZEohodvzZo1pnbt2va19ezZ023OiRUrVphbb73VtGvXrkRgyK1hw4Zm0KBBZt68eeann35y7wog5CITIKKsEIlyePimT58efw9kXCEXli1bZqsHH3vssbuExqGHHmoGDx5s3nrrLfduAPJMpAJElBYihRAevv79+9vXKVNf5WCeDe+//74ZNmyYadq06S6hcdRRR9nfxXvvvefeDUAei1yACDdECik8hMxWOvroo+3rbdmyZcYGot9++20zZMgQc9hhh+0SGlJmZNSoUQVZqwsoFJEMEJEYInvssUfBhIdvyZIlpmrVqvZ1yzhDurz++uvmyiuvjK89Sby1bdvWjBkzxnz66afu3QBEUGQDRCSGSJs2bQomPHzjx4+3r11KncycOdNtDkRmRL366qtmwIAB5oADDigRGDKTqkOHDubOO++0A/gACkukA0R07drVXoMP47TWbDj77LPtwb5evXpm3bp1bnNSO3bsMLNnzzZ9+/a1JVISQ0MWLMqK93vvvTfwvwcgmiIfIIVu48aN5qCDDrIH/y5dupQ6XVbGTfxihVKkMDE0ZHW4BPGkSZPM119/7d4VQIEiQAqArLPwx4FkjMInl/Qee+wxu2bELVYo4ydnnXWWeeCBBwr27A1AagRIgRg+fLgNBpmNNmLECHtpyx9k928SIhImEiqFNl4EoPwIkAIhg+Ht27cvERhyk8tVUqxQ9lqnWCGA8iBACoisyZBLWVK80C9WKAPmAKBBgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUPl/FuUPc1SDLpQAAAAASUVORK5CYII=)
PN: 4H56-1-207
CAS: 1251010-17-9
Molecule Weight: 225.288
Formula: C12H19NO3
TSCA: Not listed on TSCA inventory