![tert-Butyl 11-oxa-4,8-diazaspiro[5.5]undecane-8-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-861 |
| CAS | 1160247-06-2 |
| MDL Number | MFCD11227069 |
| Molecular Formula | C13H24N2O3 |
| Molecular Weight | 256.346 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-861
CAS: 1160247-06-2
Molecule Weight: 256.346
Formula: C13H24N2O3
![tert-Butyl 1-oxa-4,8-diazaspiro[5.5]undecane-8-carboxylate](data:image/png;base64,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)
PN: 4H56-1-853
CAS: 1160247-05-1
Molecule Weight: 256.346
Formula: C13H24N2O3
![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
PN: 4H56-1-727
CAS: 1308384-31-7
Molecule Weight: 230.308
Formula: C11H22N2O3
![tert-Butyl 3-(aminomethyl)-1-oxa-7-azaspiro[4.5]decane-7-carboxylate](data:image/png;base64,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)
PN: 4H56-1-729
CAS: 1160247-18-6
Molecule Weight: 270.373
Formula: C14H26N2O3
PN: 4H56-1-063
CAS: 1171124-68-7
Molecule Weight: 230.308
Formula: C11H22N2O3
PN: 4H56-1-111
CAS: 1232059-97-0
Molecule Weight: 230.308
Formula: C11H22N2O3
PN: 4H56-1-792
CAS: 1363378-22-6
Molecule Weight: 230.308
Formula: C11H22N2O3
TSCA: Not listed on TSCA inventory