![tert-Butyl octahydropyrrolo[3,4-b]morpholine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-692 |
| Purity | 97.0 % |
| CAS | 1360364-21-1 |
| MDL Number | MFCD18445744 |
| Molecular Formula | C11H20N2O3 |
| Molecular Weight | 228.292 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-1-692
CAS: 1360364-21-1
Molecule Weight: 228.292
Formula: C11H20N2O3
![tert-Butyl 4-benzyloctahydropyrrolo[3,4-b]morpholine-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-693
CAS: 1358783-18-2
Molecule Weight: 318.417
Formula: C18H26N2O3
PN: 4H56-1-S61
CAS: 1349699-71-3
Molecule Weight: 242.319
Formula: C12H22N2O3
![tert-Butyl 6-oxa-2,9-diazaspiro[4.5]decane-9-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABUpAAAVKQGhiw9DAAACU3pUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfF2MbgyEKqapVkya1m7R20r5NDjgpUsAV0Lz8+50hbyQZBNAd53vO8Z3PzB52xRo2pqpzWyaEU0bAlKnN8nKVkN9v3yYReZjPUnRCx7JOyHvTfEw9b7vd0vTdFHpnS5ragnTj012d93y2PrXVyhOMce/Py/Nry0zysm50mRqk6nxat8Znm+qm/Rf/mcIrdLXJS69z94pq00X7K5i7Gd3VGTmv5SuOPSIKy3xtYGmrQjewEYzizb7AypSm0o3JYLFHs08lrn0+e3my6WdhygZVFyFP9fq1qT5TNBR2bdJPDIbK96eEFBwB3djisar0HpzmzJqDFqB90BJ0ADoErUBHoGPQnOGD4xwdOHpwdOHow9GJK8z92rjJ3/YfBlcA3fWzfX6cdHe1b5g+kZCIBiKOQFEVoAipFCGHmLLYD/AtjtAYUClRSBqqs+gbfcp9FIL6IQpOZShDwEzhDyYHebB2rgT2OHlIOZMKgyiFawtoIFFgKhkKzKmv5FEcXAQCvsLISnWRgxBfj/Jslriai4kDyRzLOFq7EJh775T8+Wxhy+xChTxLyIKTtiq/zLIWh8IQsFVmKtzrLoBzvQREH3BlHAb8G0AOA/IGCIaBoA+4DTUMhH3Abb8TIO4B6gaIhmeI+oDb2sNA3AfaRhgm3HivdG3jjDDX5W4bbYS5qnjXmCPMVdG7Rh5hrureNf4Ic1X67qAYYcI76xlj1B1GjTC3e+A+4l00pnc8QVG9OV29i6PXww/O/B+foOnHjNh4EAAAMqBJREFUeF7t3QeYFFW6xnEkRwMZRFExgBhwyYiIglxldVlBdlFBZIVFWFbCigiYQNcFFkS8rggSREmiV0GRpARFREAQkJwRQclBgiTP7e/UVjNzmJnuOdPd01X1/z1PPWJ/p2c6zNQ71VXnOzkUAAAWcpg3AAAQDQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQADJs3b1Zdu3ZVN910k7r44otVvnz5VPny5VWdOnXUc889p1atWmXeReXIkUNvkUQ7zgv88SwAIEYGDRqkcufOHd7Rp7eZ0rvdFO04L/DHswCAGBg8eLDeuV9wwQWqdevW6osvvlAHDx5Uv/76q9q2bZv6+uuvVd++fVXlypXNu0YdDNGO8wJ/PAsAyKLt27erPHny6J372LFjzXJE0QZDtOO8wB/PAgCy6Omnn9Y79ocfftgsRSXaYIh2nBf441kAQBZVr15d79hnz55tlqISbTBEO84L/PEsACCLihYtqnfs+/fvN0tRcYMh2s0P/PEsACCL3CuvTp8+bZaiYgZEpM0P/PEsACCLYnUEEkm047zAH88CALIoO86BLF26VHXo0EFVqlRJFShQQJUpU0Y1aNBAffDBB8a9klPkZwsAAeBehdWyZUuzFBWbAJHQev3119Xy5cvV0aNH9dHPzJkz1c0336xnvCe7yM8WAALAnQcikwgnTJhgliOyCZD0bNq0SbdQSXYZPwsACJCBAwfqnbuESJs2bdSXX36pDh8+rE6ePKkDRmaiv/jii+qGG24w7xpVMIhoxsn3KlasmHlz0sn4WQBAwPTr10/lypUrvKNPbzOld7spo3GHDh3S7VNq1aqlnnnmGbOcdNJ+FgAQYBs3blRdunRRN954o7rwwgt1N97LL79c3Xrrrer5559Xq1evNu+SYTCklNY4M5waNmyozpw5k2pMMor8bAEACbF79241fvx4VbZsWdWnTx+znHQIEABIMnPmzFGXXXaZeXPSIUAAIMkcOXJEf2yW7AgQAIH222+/qV69eqmXX37ZLGWbGTNm6LkgyY4AAZJQWida0xLtOJPNkq1+NWrUKP0aykzwRJPXe9KkSfr9kEWrfvzxR/14Lr30UjVt2jRzeNLJ/E8egLiLNhiiHZeS7ZKtfiQfFZUuXVo/344dO5rluJN5JX/+85/1+Q55T6SVSbNmzdQ333xjDk1KwfgpATwm2p14tONcWVmy1Y969OihXw9ppLhv3z6zjAii/8kDkDDRBkO040RWl2z1G2kXIh/dyevx2muvmWVEIbqfPAAJFW0wRDtOZHXJVr9p0qSJfj2uv/566zVAgi66nzwACRVtMEQ7TmS1XbmffPbZZ+HXTrrfwk50P3kAEsrduUW7RSOrCyb5hRxtSDNEeS3uu+8+s4xMiO4nD0BCmQERaYtGVpds9QtZf0Neh7x586oNGzaYZWRCdD95ABIq2mCIdpzgCETp5y5t0uV16N69u1lGJkX3kwcgoaINBndcNEujcg5EqU6dOunXoFSpUnqdD2RN5J9QAAmX2QCJZmnUrC7Z6nUyu979GG/EiBFmGRYi/4QCSLjMBkh6Ui6NmtUlW73urrvu0q/V7373O3X27FmzDAvp/+QByDaRgsEVaZy5NGpWlmyVo5uJEyfqsV4zZcqU8POeP3++WYal9H/yAGSbSMHgSm9cRkuj2i7Zesstt+jbr776ar1D9goJPHnM8thbtGhhlpEF5/+UAMh26e3ETeY4MwTSWxrVZsnWoUOHqoIFC6b62mmNSzb9+/fXj1ceuxxlIXYi/4QC8Jx4LY0qO+AHH3wwHCJyUlqubErWS4N//vlnHZDyWCUYEVsECOBj8VoaVc4jVK1aNRwkMsdErgJLtkmKf/nLX/Tjk6OrY8eOmWVkEQEC+Fg8l0aVK5lGjhyp51S4QSJt4D///HNzaLb49ttvVc6cOfXjCuJVZ4lAgAA+loilUeUqLpnVLa1B3CCRTrdyCXF2kvM58ljq1q1rlhAjBAjgA8mwNKqcmJfmhG6ISKDIgk1yFJRocv5HHoMcgciRCOKDAAF8IJmWRp01a5ZuqeIGiSwZK2H222+/mUPjQs51yOsg31vOgSB+CBAAMScn02WVP7eBo2zVqlVTCxYsMIfGnFxtJd9Prr6Sq7AQPwQIgLiRdcY7duwY7kElm6yIuGPHDnNoTMhlxu5clQEDBphlxBgBAiDuvv/+e3XnnXeGQ0R28jI/5fjx4+bQLJGP8eTry8xzL7Zc8RoCBEDCfPjhh6pChQrhIClfvrzurxUL0tdLel3J1/VSqxUvI0AAJJQcGbz88suqSJEi4SC57bbb1LJly8yhUZM5KdJlV76WdN1FYhAgALLFrl271KOPPho+apBLbtu2bav27NljDo1I1veQryHnWrzQn8svCBBgzRqlOnRQ6rrrlCpUSKmCBZW69lqlHn/cqSGuFi9erGrXrh0+Grnooot02/lTp06ZQ9MkExnd2fB///vfzTLiiABBsPXrp1SuXNLGNu1Nav37m/dCHLz77ruqXLly4SC5NhTiU6dONYed58knn9TjZd2TZG3q6FcECILr1VedkLjgAqUee0ypRYuU+uUXmYkmfxYr1batU5MxQ4aY90YcyHK8zz77rMqfP384SP7nf/5HrV271hyqbdiwIdxCRZo5IrEIEATTDz+o0J7HCYdRo8zqOVKTMTI2TnMXcL5t27apP/3pT+EQkaV4O3furA4cOJBqnNs6RVZQTGvdE8QXAYJg6tXLCYYHHjAr52vWzBnbu7dZQZzJqopVqlQJB0nx4sX1wlYSFjNnzgzfniwdgIOGAEEwVa/uhEJoJxTRjBnO2Jo1zQoSQC7RHT58uCpRokQ4MGQlRZlDIv/+4x//aN4FCUKAIJguucQJhWhOuu7d64wtVsysIIFknfdu3brpj7PcIJFLgOfNm2cORYIQIAim3LmdUIhmBT25nFTGyn2Q7RYtWhReKEo2WTCrV69e6he5AAIJRYAgmDgC8awOHTro4Lgk9B7Kpb5ukMj672PGjElY23gQIAgq9xzIrFlm5XxynkTG1qhhVpBgK1euDHf2HT16tJ5sOHjwYHXxxReHg6RmzZpq4cKF5l0RBwQIgqlnTycUmjc3K+eTK7VkrFy5hWzldvStHvoDIOWRxt7QUWL79u1Vrly5dF3OjbRq1UqvzIj4IUAQTNu3K5UnjxMM77xjVs8ZM8YZI/NAZO4Iso108nXDIb2FqVasWKHq168fPhopXLiwevHFF/Uyv4g9AgTBNXCgEw4y27xdO2f2ucxClzUqlixR6q9/PTcT/ZVXzHsjgSQArrrqKh0KsiBVJO+//7668sorw0Ei/5bbEFsECILtpZeUypnTCYm0Nqn985/mvZBg0v5dgqBQoUJRr2YoofNS6P2VoxA3SOToZPny5eZQWCJAgFWrnM6711zjdOItUMD5d/v2Tg3ZStq+u2uH9O3b1yxHtHPnTn0+xG0bL+dJ5HyJnDdB1hAgAJJa69at9Y5fZp5nZQlcuTJLrtByj0bkyi25givatvE4HwECZEXXrs75k7NnzQpiIOWkwUmTJpnlTJMrt2SuiMwZcYOkYsWKavr06eZQRIEAAWxJaOTP75wrGT7crCKLZGfvLjRVr149s5wlMmu9d+/eeha7GySNGzdW69evN4ciAwQIkBWdOzsBUrKkNGsyq8gCWWBKduxyBPLdd9+Z5ZjYsmWLatasWThEpM+W9NuSvluIjAABskLWpyhe3AmR0I4HsSELS7mrE7aTjwjjbM6cOeqmm24KB4l0/pUOwNIJGOkjQICseuMNJ0BksiEfgcTEM888o3fksj767t27zXJcyBojstaIrDniBomsRUK33/QRIEB6JAzKlFHqkUfMSmqyEt6NNzoh8vvfm1Vk0tatW1WBAgX0DnzQoEFmOe4OHjyoVz9M2Ta+efPm+nEhNQIESM+KFU4oyBap6eKcOefGckVPljzwwAN6py2ddrPzEltZh13WY3dDRNZpl/Xa5eM1OAgQICNNmjihULly5LVDmjZ1xlaq5KwhgkxbOW+euuS/O+ypU6ea5WwhjyNl23g5NyMn+EGAABnbtEmpfPmcYHjtNbOa2pYt5y7rHTzYrCKSs2fVjCpVVJfQ69f17rvNaraSI6GBAwfqczJukMglxoulf1qAESBAJE895YRC0aJK7dtnVlNz28TLglW0ysicYcP0a7ciTx51cO1as5oU9uzZo9q2bZuqbfyjjz6q260EEQECRHLkiFKlSzvB8Le/mdXUZFnVsmWdsdJfC9GReRclSjivW5cuZjXpLFu2TE9udI9GpFfXm2++aQ4L27x5s+ratau+VFhaqMgERmnNUqdOHfXcc8+pVWn0XHO/diTRjouH7PmugNeMGuXs3GRd9O+/N6upuWuIhP5K1SfiEZm0hJHXTObUHDxoVpPWxIkTdRDIDvzyyy83y5pcSeauopjRZkrvdlO04+Ihe74r4DUyoaxaNWcn16CBWU1NVsqT5W9lbP36ZhWmdevOLe41dKhZTXrS4PGtt95SM2bMMEu6WaPs3OWjLmkK+cUXX+jLhKXV/LZt29TXX3+tOwxXlos0DNEGQ7Tj4iF7vivgRV99dW6BqY8+MqupyZrc7tgPPjCrSKlxY+d1uvlmZ06NT2zfvj08l2Ts2LFmOaJogyHacfGQPd8V8KoHH3R2dhUqyIpFZjW1li2dsVdeqdSJE2YVYto05zWSbe5cs+ppTz/9tN6xR7OCYlqiDYZox8VD9nxXwKtkXfRChZwdXr9+ZjW1H39UqnBhZyyrGp5P5spUrOi8Ps2amVXPq169ut6xz5492yxFJdpgiHZcPGTPdwW8rE8fZ6dXpIgsl2dWU5Mlc2VsKEhO7dxpVoNN1pmX10bmzsgcGp8pWrSo3rHv37/fLEXFDYZot+yQPd8V8DJZFa98eWfn9+ijZjW1EyfUtiuuUO+Gxr7TqpVZDa49e5S6+GLnNezVy6z6gnvl1elIHQzSYQZEpC07ZM93Bbxu4kRn55czp1IRZiOvev991SA0tsgFF6hvvvnGLAeTrDcvr9+llzpzZ3woVkcgkUQ7Lh6y57sCfnDbbc5OsE4d59LdDNSvX1//ksua3LLSXqAtX+7MkZHX7p13zKpvZMc5kKVLl6oOHTqoSpUq6Y7GZcqUUQ0aNFAfxOlKwMiPDkDali1zjkDklzfCZZrLQztNt/3FOz7eaUbl9tud1ywUppGC18vcq7BaytV4FmwCRELr9ddf1z9v0jVYjn5mzpypbr75Zj3jPdYiPzoA6WvbVu8Md5Qrp05HaPPdvn17/YtetmxZvSZ3IL3/vhMeMkfG5x/nufNAZBLhhAkTzHJENgGSnk2bNukWKrGW8XcFkKHfdu9Wsy66SD0f+gUe8+yzZjkVacQnv8Tyy97LpyeOMyRzYa64wgmQgFxQIB185f2WEGnTpo368ssv1eHDh9XJkyd1wMhM9BdffFHdcMMN5l2jCgYRzTj5XsWKFTNvzrKMvyuAiD7+979V+dAvsHzmLO0pMvLKK6/oX3ZZnGiLDy9dzVCKS5pVgC5p7tevX/jjy4w2U3q3mzIad+jQId0+pVatWnqZ4FhL+7sCiJr8NekuOCRLn2ZE1pWoWLGiHtvMh5PnMlS1qhMgAZxUuXHjRtWlSxd14403qgsvvFB345Xmi7feeqt6/vnn1erVq827ZBgMKaU1zgynhg0b6jXfYy3yowMQ0SeffBL+ZZW/+DIybdq08Ni5PmvfkaGZM5UaMEAS16wgTnbv3q3Gjx+vz7v1kQmwMUaAADHirp9dpUoVdVa692agcePGeqysDxGPvwyBlObMmaMuu+wy8+YsI0CAGFmzZk24++rw4cPNcirr1q0Ljx3qwRbm8JYjR47oj81ijQABYqhz5846FEqWLKlPYGZEVqiTscWLF9drRADxImuVyFyQWCNAgBg6cOCADgQJhm7dupnlVCRgSpQoocfKCVZPCh11qQ4dlLruOqdLccGCSl17rbOcr9SQULJE7qRJk/QSurJo1Y8//qhGjRqlLr30Un3uLdYIECDG3njjDR0KefPmVevXrzfLqQwbNkyPlY+z1q5da5aTm7Szd1uSpLVJrX9/816II5lX8uc//1mf75BmjtLKRK72i1cPNgIEiDE5KS6Xa0ow/P73vzfLqcjJdjnpLmPvvvtus5y8Xn3VCQmZUf7YY0otWuQ0RTx2zGkuKTP03RUZhwwx7w2fIECAOJCrXtxLdadPn26WU5k3b1547NSpU81y8pFFtUJHVzocRo0yq+dITcbI2B07zCp8gAAB4qRp06Y6FKQzqkwgzMgDDzygx8qExEhjs520YZFgCD3miGSypIzt3duswAcIECBOpFWJtCyRYBg8eLBZTmXr1q26FYqMlf5JSa16dScUZGJgJDNmOGOl8y58hwAB4qhnz546FC655BK1d+/eVLVdu3bpK2NkNrpsrVq10mMLFSqkPvroo/Dt0W5fh7Ztoe1kaFOx3KRtfcq266HnokMhmoWS5DnL2Dg08kP2I0CAOJK27dJGQoLhcbm09b/kEt5oGuxlZisX2vqGtp9Dm4r1lnItidy5nduiWapVPo6TsXIf+E4O8wYAsTVmzBglO3gJjBUrVujbnnzySX1bLLe4BYhcjjts2LknxBEI/iuHeQOA2JIlbGvUqKFkJy9L227YsEHPEZH/l9XjPMc9BzJrllk5n5wnkbGh5w//IUCABFi4cKFeVEhCo1q1avq/soiQJxsp9uzphEKE1vWaXKklY4O4gFYAECBAgsja2Ck/cvr888/NId6wfbtSefI4wZDR+u5jxjhjZB6IzB2B7xAgQILIaoU5c+bU4VHT65e1yqXGEg4y27xdO2f2ucxCP35cqSVLlPrrX8/NRH/lFfPe8AkCBEiQIUOG6PCQEPnqq6/MsvfIErWh56JDIq1NagFcfTBICBAgAfbt26fngkiA9OjRwyx716pVTufda65xOvEWKOD8u317pwZfI0CABOjYsaMOj9KlS+vFfQA/IECAOFu5cqVurS0BMnr0aLMMeBYBAsTZnXfeqcOjevXqek4I4BcECBBHH374oQ4PmQOyYMECswx4GgECxIksKXrVVVfpAHnooYfMMuB5BAgQJ//61790eEh33R0sqAQfIkCAOJBW7UWKFNEB0rdvX7MM+AIBAsRB69atdXiUL19eHZfZ2YAPESBAjC1atCjcsuS9994zy4BvECBADMllurfeeocOj3r16pllwFcIECCGJk9eqEqWvEMVKXK1WiZLwQI+RoAAMXL8+Gl1zz1jVaVKvVSPHm+ZZcB3CBAgRt54Y4mqWnWYuv320Wr/fk6cw/8IECAGdu48ourUGakD5N13nXXPAb8jQIAY6NHjMx0e998/UZ0+fdYsA75EgABZtHTpLh0ess2fv90sA75FgABZcPbsb+rBBz/Q4fH3v08zy4CvESBAFvzf/63R4VGz5ltq69aDZhnwNQIEsPTLLydVw4ZjdIAMHEirdgQPAQJYGjToax0eDRqMUUeOnDTLgO8RIICFbdsOqlq13tIB8sEHq80yEAgECGDhiSem6/Bo0eJ9fSIdCCICBMikBQt+CF+2++23O80yEBgECJAJMkmwWbP3dHh07z7LLAOBQoAAmTBu3EodHrVrj9DtS4AgI0CAKB04cELVrz9aB8h//rPYLAOBQ4AAURoy5BsdHnff/a46duyUWQYChwABouTO+5g5c5NZAgKJAAEy4ehRJgwCLgIEAGCFAAEAWCFAEGjuhEBpS/LDD4fNcpg7DsA5BAgCzQ0G2bp2nWGWwwgQ4HwECALNDYbbbhul//vNNzvMIRoBApyPAEGgucEwevR3+r/Nm09SZ86cv6Y5AQKcjwBBoLnBcPLkGfWHP0zQ/5448XtzGAECpIEAQaClDIY5c7bqf99xx9vq8OFf0x0HwEGAwNrp06fV0KFD1cyZM9XcuXNjss2b94VasGC5Wrx4q26VHstt+fKf1G/G0h1mMHToMFX/f//+X6UYdf44AAQIsuC+++5TOXLkiOmWK1cBVapUQ1W58gvhnXYst8mT16Z6Du7trk2b9qvq1YfrTf6d3jgABAgsbd++XeXPn1/v9IsWLaquuOKKmGwVKlRU1ao9rBo1ejUUUONjusk6HmvW7E31PNIKhn795uvb5GjEldY4IOgIkDiZNWuWWrhwoXmzb7Ro0UKHx9VXX61OnvRuf6i0guHQoRP6PIjcPnfu1nTHAUFHgMSQBMZTTz2lrrzySr1zveCCC9S6devMYZ43f/58/dzkOU6ZMsUse0p6wTBhwvf69iZNJqhTp86mOw4IMgIkC3777Tf1xRdfqCeeeEJddtll532eL9stt9yifv019RU9Xnb27Fn1u9/9Tj+3u+66yyx7TnrBIHNBZE6I1N5+25kjktY4IMgIkEySK48+//xz1b59e1W6dOnzAqNu3bpq0KBBatq0aSpfvnz6ti5duphfxrNGjBihn1Pu3LnVqlWrzLLnZBQMCxfu0DV3lnp644CgIkCiIJ/xf/rpp6pNmzaqWLFiqQIjV65cqn79+ur1119XO3fuTHW/IUOG6DHycY/c3+sOHz6sSpUqpZ9Tp06dzLInRQoG6Y/ljsloHBBEBEg6jh8/oT788EPVsmVLdeGFF6YKjTx58qhGjRqpt956S+3Zs8e8ayr33nuvvk/JkiXVrl27zLKndO/eXT8XCdH9+89d4uplkYJBOvRKp95I44AgIkBSOH78tJoxY2Por+s3Qzv8G1OFhlyyKvMe3n77bXXw4EHzrunau3evKlu2rP4aDRs21OcQvGjDhg0qb968+nnI0RYABD5Ajhw5qaZOXa8/qqhde4T+K7NSpV6hv7Jrq4IFC6rmzZur8ePHq19++cW8a9Rmz56tcubMqXe+/fr1M8ue4E4avOGGG/R5IAAIZIAcOHBCz0ju1OnTVB9PuCdMe/eerj799OvQEclx867WevbsGf74a9GiRWY5qUmrEvdI7LPPPjPLAAIqMAGyZ88xNWnSatW+/Se6TUXK0JBJY336zFPz52/XXVnjQf5qr1Wrlt4JV6hQQZ+Q9gJ53Ndff71+3E2aNDHLgbJ58wE1cuSy0NGodydOArHk6wDZtesXNW7cSvXYY1NUtWrnAkO2u+56R/3zn1+GjgZ+THP9h3jYsmWLuuiii/TO+KGHHjLLSem1117Tj1cuSd60aZNZDpRevWbrn50XX/zCLAGBFNMAifZKlfTGubdnZX1qud+oUd+pVq0+TBUYst1zz1g1YMACtXTpLnX2rNGWNUEmTJgQ/jhITsgns3379uk+V/JYe/ToYZYDZ/r0jfrnSI5g161L3VMLCKKkDBDZMrs+9ezZW1SLFu+fFxrSRG/IkG/UihU/pxqfnWQ+ieyUCxcurK9uSlYdO3bUj1MmTB45csQsB460gm/TZrL+uWrb1tstXIBYSMoAsVmf2v3Flu3++yeqN95YotauTc6/Eo8ePaquu+46vXOuWrVqUjYjXLlypZ5tLo9x1KhRZjmwVq/eEz6HNnNmsD/SA5IyQGzWp5awkPMdcqLTC5YtWxZuddKtWzeznO3uvPNO/diqVaume37hnBdemKt//u69d5z69VcuaUZwJWWABGV96sGDB+udtLQ6mT59ulnONjID331cCxYsMMuBt3fvsfBR8vDhS80yEBhJGSAiCOtTy1/2jRs31jtr6TH1008/mUMSTjoHX3XVVZ66Uiw7uB1669YdqX7+2X6SKeBlcQmQaDeTeXsQ1qeWXlplypTRO2zpr5XdHxf961//0o+lUKFCaseOtM9BQRpsntFrhcjPoVzeCwRRUgdIUNanltndbquTAQMGmOWEkWaPRYoU0Y+jT58+ZhkGWa1Qfg5ljtHy5dl/9AgkWlwCJJL0xqV1e1DWp5Z5FrLjloaFixcvNssJ0bp1a/0YypcvH9M2Ln7mHiXLvKPsmlsEZJekD5CgrE996tQpVaNGDb0Dl3XGEz3vQkLLPQp67733zDLSIUfGNWo4/dSmTPHf8sVARpI+QERQ1qfevHlzeO0RWYckUeS8S+3atfX3rVevnllGBHKOTn4eGzV6Vx07dsosA77liQAJ0vrU48aN0zty2d555x2zHBdjx47V30+OQGR+CjIn5VGydD0AgsITASKCtD61ey5CTmhv3LjRLMeUzIovV66c/n7t2rUzy4iSzFeSn0lZU2bHjvT7uAF+4pkAEUFZn1oWr7rmmmv0Tl1mgsez1ckzzzyjv490Cd69e7dZRpRSHiV36zbTLAO+5KkACdL61N9++214Cdknn3zSLMfEtm3bVIECBfT3GDhwoFlGJknvNvdnU5YJAPwupgGC2Bo0aFD43ISsChhrslyvfP1rr71WXwWGrHOPktPr4wb4CQGSxOTqqLvvvlvv5KWl+s8/x64l/bx588In66dOPTfHBlmT8ih5/Hj6ZMHfCJAkJ6Eh4SE7egmTWLQ6OXv2rKpSpUr4ayK2Bg+eHzqq66oqV26pDhw4ZJYB3yBAPEA+vnIn+cXiXMWwYcP018qTJ49as2aNWUYWHT16QlWs2Fjlz19aderUySwDvkGAeET37t31Tl9OrMsJdluHDh1SJUuW1F+rc+fOZhkxMnLkSP0ay6Jcq1atMsuALyRVgMha5bIE7eTJa81S4MlJ7urVq+udklziK5f62pDFq+RrFC9eXB044I3Ft7xIPiaU1SbltW7YsKFZBnwhqQJk6NAl+uTjP/4R+yuO/EAmFbrdch955BGzHNG6devClwYPHTrULCPG5s+frxflktd78uTJZhnwvKQMECZipU/am7hXT0kLksxwF6+66aab1JkzZ8wy4qBFixb6Na9QoUJcJ4QC2YEA8aBWrVrpnZI0Xty0aZNZTtO0adPCwTNnzhyzjDj54YcfVMGCBfXr3r9/f7MMeBoB4kHS6l1avstOSVrAR5oEKPWKFSvq8U2bNjXLiLMXXnhBv/by8WMyLFsMxAoB4lFLliwJn8946qmnzHIqgwcP1uPy58+vtmzZYpYRZ8eOHVOXX365fg/atGljlgHPIkA8TJa/lZ2SzBGZNWuWWdZkzfWLL75Yj+vVq5dZRoJMmDAh/F5J+AN+QIB4mMxKb9Sokd4xlSlTJs1uuu3bt9f1smXLWl/6i9ioW7eufi9uvfXWmHQUALIbAeJx8pl6qVKl9I5JrrJKuWNavny5ypUrl66NGTMmxb2QHZYuXRruKDB+/HizDHgOAeID06dPD883eOWVV8K3169fX99Ws2ZN/uJNEo899ph+Ty677DJ9bgTwMgLEJ/7xj3/oHVO+fPn0X7offPCB/n8JloULF5rDkU2kOaa77v1zzz1nlgFPIUB8Qiapua0zpNWJe9WPzBlBcnEvfpDFvLZv326WAc8gQHxkw4YN4VYnshUuXFjt3LnTHIZsJmHvLll8xx13mGXAMwgQn3n55ZfDASIn1ZGchg8fHn6fNm/ebJYBTyBAfOTEiRO6z5W7Y2Kp2uR1//336/eoaNGivEfwLALER2TxIvdEumzyb5mFjuQye/bscMjPmDHDLAOeQYD4xJQpU8KX8v7nP/9RPXv21P+WWeh79+41hyObSBfkG2+8Ub839957r1kGPIUA8YEff/xRLxAlO6UmTZro22TWucw+l9sef/xx4x7ILhLu8p5IH7P169ebZcBTCBCPk5Xv5Eoe2SmVK1dO7d+/P1yT2edyu8xGX7FiRYp7ITvICpDFihXT74nM2wG8LqkC5PXXvwgd3r+snnjifbOEdLz00kvhkJg3b16qmsw+l1noUpdZ6cheTzzxhH4vZE36w4cPm2XAc5IqQPr3f1uVKtVQtW7NDN1ofP311yp37tx6p/Tss8+aZU1mobvnRmR2OrLH6tWrVZ48efT78NZbb5llwJOSKkCee+750M4ul/rjH+83SzAcOnRIXXHFFXqHJN1dM1qitmXLlnrclVdeqS/1ReK5XZNvueUW/bEj4AdJFSDyV3TKE8FI35/+9Cf9WslVVtu2bTPLqchJdpmVLuPlIy8k1scff6xfezkS/PLLL80y4FkEiAeNGDFCv06yvf9+dOeL3HMltDdJrJRtSyT0AT8hQDxm7dq1qlChQvp1ateunVlOl3x05X7kRYPFxPn3v/+tX3MaJ8KPCBAP+fXXX1WVKlX0a1SpUqVMryeRssX7N998Y5YRY7Ruh98RIB7iXgaaP39+63kdLDKVOCweBb8jQDzik08+CV+O+7//+79mOWosc5sYKZevHTdunFkGfIEA8QA56V2iRAn92tx3331mOdPat2+vv5a0OpGWJ4i9unXr6te4Tp06HOnBtwiQJCdzBu688079ulx66aVq37595pBM27Nnj77895rQ15zUq5dZRhZNnDhRv19yBLJkyRKzDPgGAZLk3AWiZGc0Z84cs2xtyuDB6qXQ152dP786u2WLWYYlOdfhLifcpk0bswz4CgGSxKQNidv+onfv3mY5S86eOqV+rlgx9BMQ+hFo2tQsw9ILL7yg3y9ZWvinn34yy4CvECBJSlqVSOsReT1q166tTp8+bQ7JumnTnACRLYZHN0H1ww8/qIIFC+r3rF+/fmYZ8B0CJEm1aNFCvxZyrmLr1q1mOXZk3XQJkJtuktWOzCoywX3PKlSooGegA35HgCShUaNG6ddBtvfee88sx9a6dUrlzeuEyNChZhVR+uqrr8KXWU+ePNksA75EgCSZdaEdutv4UCaiJUS3bk6AFC+u1MGDZhURyJVyVatW1e9Zw4YNzTLgWwRIEpFWJdLuW16DihUrqqNHj5pD4uPQIaVKlHBCpHNns4oIRo4cqd8zWZtl1apVZhnwLQIkiXTp0kU//3z58qnvvvvOLMfXsGFOgOTJo9SaNWYV6Thy5IgqVaqUft86depklgFfI0CSxKeffhr+DH3IkCFmOf5kkaMqVZwQuftus4p0dO/eXb9nRYsWTbUePRAESRUgrVu31r+M8hfd6NGjA/MLuWvXLr1Otjz3e++91ywnjqypLgEi29SpZhWGjRs3qrx58+r3LSv9yQCvSqoA+ctf/qJ/Gd1NJtHJScnhw4fr1th+JCdg5TnK85XeVHv37jWHJFbz5k6AXHutUqdOmVWk8Ic//EG/b5UrV47PPB0gySVVgAj5+ObRRx9VxYsXTxUm0srj9ttvV6+99ppeotUvZMKZ+/xmz55tlhNP5pwUKOCEyMCBZhX/NWvWrPDP5meffWaWgUBIugBxnTlzRu9QO3TooMqUKZMqTGSTLqey2ltcJ9nF2aJFi8KtSnr27GmWs88zzzgBctFFSu3ebVYDT4425KhD3rcgnq8DXEkbIClJO+wvv/xSX6XkNqpLuck1+LLm9/r16827Jq3Dhw/rGcvy+GvVqpVcH4HI5cPlyjkhkollc4NCjoLlfZOr5eQ8CBBUnggQkyzH+vTTT4d3wCk3+cvw+eefVytXrjTvllQeeugh/XgvCv2VvyUZu+GOHesESM6cSi1bZlYDS9rpyxVX8t499dRTZhkIFE8GSEqywp6sNy1rhJthcvXVV6tevXqpxYsXm3fLVm+//Xb4MU6YMMEsJwdZBKl2bSdE6tUzq4H1t7/9Tb9vpUuX1nNAgCDzfICktHbtWtW3b9/wbO6UW/ny5VW3bt3U/Pnzzbsl1IYNG8KtSpJ+vYhFi5wjEAmRTz4xq4Hz/fff69nm8t5JvzIg6HwVIClt3rxZ9e/fX59fMMNELpeVvyTnzp2rT9YninRodXsmXXfddYlrVZIV0o9LAmTECLMSOA0aNNDvXbVq1fTl10DQ+TZAUpJ1Gl599VVVr149fblsyjCRtcbbtm2rZs6cqU7Fed6DHAHJ95STr8u8cl5BTu6HwjjoPvroI/3eSbcA6bwLICABkpKsEvfmm2/qvybdjyPcTdbekNnwH3/8sTpx4oR51yyZPn16uFXJ4MGDzTKSmDS5dC/YePDBB80yEFiBC5CU5Ioa+Sz7nnvu0UcFKcNEzlPIzmLSpEl6neuskNByG+41btxYX5YM73Ane8pqg3I0C8AR6ABJSeZlvPvuu+r+++9XBQoUSBUm8v9NmzbV9cxeeSNh0ahRI/11ZELknj17zCFIYhL+sr65vH99+vQxy0CgESBpkCMOWQlQlih1r5hyNzlSkaMIOXKJptnjgAED9P3k3IsvWl5Iq/cOHZS67jqlChVSoT/Lnb5Zjz/uyzbw0lZH3j+5iu/48eNmGQg0AiQCORcyZcoU9cgjj+hzJCnDRM6hSCPEYcOGpdnsUeafuN1ae/ToYZa9p18/pXLlcq7KSmuTWv/+5r08S94/96KLiRMnmmUg8AiQTJCrtGbMmKGXmpWrt1KGidvsUZpB7tixQ3/UJRMZpVajRo24X+EVd6++6oTEBRc4l/bKHJFffpHDNdnTKtW2rVOTMdmxnkmMyUeP0m9N3r/bbrvNLANQBIg1mT8yZ84c1bFjRz2vJGWYyOYGzIUXXqjnpHianDgOHUnpcMhoAp3UZIyMDYWol40bNy78h8HSpUvNMgBFgMSE/LUqM9y7du2qPytPGSSyI/K8Xr2cYHjgAbNyvmbNnLG9e5sVz5AJnuXKldPvn8wRApA2AiQOpE27nGh/+OGHzZI3Va/uhMLMmWblfDNmOGNr1jQrnuEurSyNLnfTzh5IFwGCyC65xAmFKK46U7KioowtVsysKDVlilIvvBCz7ZfQNje0DQxtL8RokyUD3DVaZL0ZAOnLYd4AnCd3bicUolmzRC4WkLFyH1Phwk4tRtuu0PZ8aCuTI/X5p1hscu5KepcBSF8O8wbgPLE6Ahk2TCZWxGw7GNo+Cm1dQpvM14jF1rx5c3X99der8ePHm48egCGHeQNwHvccyKxZZuV8cp5ExtaoYVYA+AwBgshkvXYJhdBf5xHJlVoyVq7cAuBrBAgi275dqTx5nGB45x2zes6YMc4YmQdC00HA9wgQRGfgQCccZLZ5u3bO7HOZhS79oZYsUeqvfz03E/2VV8x7A/AhAgTRe+mlc0vcprVJ7Z//NO8FwKcIEGTOqlVO591rrnE68RYo4Py7fXunBiAwCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGDl/wFL4zRnDFHt+wAAAABJRU5ErkJggg==)
PN: 4H56-1-744
CAS: 637039-01-1
Molecule Weight: 242.319
Formula: C12H22N2O3
TSCA: Not listed on TSCA inventory