![3-[(Dimethylamino)methylene]piperidin-4-one, N1-Boc 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OrwePItThxOO2LhYNj9KlS5uvoWMWY8aMkZUrV5ozkq1bt8qCBQvM7KkqVaoc8u9Mnz5dunfvLlOmTIl4PNvp9N3w0NAzuRtuuEHeeustMwstNEZy7rnn2k8FkIW89+AxuA0Gt3XR7Nmzx5lq26tXL9m/P/alme3btzMo7JJ+Vtddd5306NFDJk+ebD7ncK+88or5zIsVK8ZZG4D0DJCRI0ea5zZu3LjA8EDR0oApX768+ewHDhxoNwPIMt568AK4DQa3ddF07NjRPNce20Di6SUt/ezLli1rzgLDDw30adOm2U8BkKG89eAFCAWD28OLmjVrmucuXx59OioSZ8aMGYd8D8MPDRZCBMgO3nrwAtgdSrzDC51Kqs/VPauQfB9++KFZF6KTFELHQw895ExY0DESrQGQ2bz14AVwGwxu66IhQPxJ146Evq/9+vWzmwFkGG89eAHcBoPbumi4hOVfevah35vc3Fy7CUCG8daDF8BtMNh1CxculD59+piVz3odvVq1ambdQbStxRlE9y8CBMge8Xv6QrKDIRa7rmXLljJ69GhZunSpWbS2aNEis/eS1thTRpnG618ECJA94vf0hWQHQyxu6vSOgFqjGx6G0wVutWvXNm29e/cuMER07YKuOkdyECBA9ii4B/fATTAoN3Xr1q0zNTrmYQvfyqRZs2amw1q1apUJF90UUS+JDR48OOpWJkgcAgTIHkXes7oJBlVQnZ5R6KWs9u3bm/GQiRMn2iXG7NmznQH1WIeunNZLY/Bux44dZr8xvcxob29iI0CA7BG9B0+h8M5fd9rVhWsF0c0Tc3JypF27dlK9enVzVlKhQgWznbuOnUTbzh2Fo2dzoe/JkiVL7OYIBAiQPXwXIEp/y9WzC70vha750I39kDq6s3EoQPTmUgUhQIDs4csACZk/f77pjBo0aGA3IYkIEADR+DpA8vLyTGekl6WQOgQIgGh8HSAzZ840nVGjRo3sJiQRAQIgGt8EiC4anDp1qmzatMncUVDHPerWrSslS5ZkDCTFCBAA0fgmQGbNmiVdunQx03I1NHQrk86dO5v1HkgtAgRANL4JEPgXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKIhQBAXAQIgGgIEcREgAKJJ7wDZvl3kiSdEWrcWOf54kSOPFKlSRaRVK5Fhw4LtOGwECIBo0jdAZs4UqVo18A6OiH1oqMyYYT8ThfT55587AbJ06VK7OQIBAmSP9AyQWbNESpUKhkTTpiJvvCGybp3I3r0i69eLvPmmSPPmwXatmz3b/goohJ07d8r5558vbdq0CXzEe+3mCAQIkD3SL0D27BGpXTsYDt26iezfb1cE6eParnV16gSfh4QjQIDskX4BMnJkMBQaNIgfCtpev36wftQouxUJQIAA2SP9AuTKK4OBkJNjt0Q3fHiwvlMnuwUJQIAA2SP9AqRGjWAgfP+93RLdsmXB+lq17BYkAAECZI/0C5AyZYKBsGuX3RLdzp3B+rJl7RYkAAECZA8CBEViy5Ytcs8995jw0KNW4IxP148AyFzpFyChS1g//GC3RMclrITav3+/5OTkyHHHHeeER+goXry49OjRQ9br1GoAGSf9AiQRg+hffCEyblz8WV2I8Mknn0ijRo2cwChZsqT06dNH/vnPf0q1atWcxytWrCiPP/544OPl8wUySfoFSCKm8darF6ypW1fk7bftVlhWrFghV111VcTZxkUXXSSLFi1yarZv3y59+/aV0qVLOzX1Ap/zO++8E/aVAKSz9AuQwiwk7N49WKf1BYXNrbcG60JH27Yi33xjV2W9vLw86d+/v5QpU8YJhZNOOkkmTpxolzqWL18eOPnrFBE2F198sXz77bd2KYA0k34BosK3MmnWLHj5Sa+z6zYbGzaIjB8vcvbZwXat0/p4PvpI5Mwz80OkZEmR224T2bzZrsxKOquqevXqTghUqFBBhgwZ4vqy1PTp0+WMM85wnq+Xu+644w759ddf7VIAaSI9A0TpJom6WWL4mYN9aPsnn9jPjE3PWl58UeS44/K/xjHHiDz3nMi+fXZ1Vpg7d66cc845Tsev03S7B87s1q5da5fGpQPuL7zwghx77LHO19M/P//886YNQHpJ3wBRoe3cdft27fT1rEH/e955IkOHivz2m/0Md7ZsEbnrruD28KEgOf10kalT7cqMpQHRrVs3Z12HHi1atJB58+bZpYWmZx133nln4OM90vnaDRs2lGnTptmlAHwsvQMk0fTeF5deGnlWo7PA3E4hTkO7d++WRx991FyiCnXuNWrUSMjCwO+++04uueQS59/Ro2PHjoGPN3M/XyCTECBuvPeeyCmn5IeIjqv89a/ez3B8asKECWZQPNSZ62D5gAEDzOB5Ir377rty8sknO/+uztx64IEHAh9vZn2+QKYhQNzSAXq9XHb00flBcsIJwWnFBw/a1Wnl66+/lgsvvDDiTODqq68203WTRQfjhw4dGvh4j3Zeg64lGTVqVODjTe/PF8hU2Rcgo0cHx0e8zv7ZuFHklltESpTIDxKdCfbf/9qVvvfLL7+YhX86IyrUaTdu3NgsEEyVDRs2yM0332xWsYdeU/PmzeWzzz6zSwGkWHYFiP4mGxoYP/ZYkRdeiL2OJJ7PPw8O3odCRI/rrpPdq1fblb6zb98++cc//iGVK1d2OukqVarIiBEj5MCBA3Z5SixcuNDcBTH8rKhr166yZs0auxRAimRXgKgHHwzO1gp1+mecEVwD4pXeTvd/Cxt/Dhz/OOooeWnwYHMbWD/68MMPpX79+k6nrDOh7r33Xtm6datd6guvv/662Zgx9HrLlSsnDz/8sOxyu5kmgITJvgBRugpaV5uHnz3oXlnLl9uV7mhnFgiN9wOdW9fA1yoROGoHQuXf//63XZkyy5Ytk/bt20f8Rn/FFVfI0qVL7VLf0TAeNGiQHBUI59Br18/3DQ1vACmTnQESMmlS/j5YepQuHTxD0fUlHmxbs0b+0rVrRCetl2E+18tdKbJt2za57777pFSpUs5rOvXUU+WDDz6wS31v9erVct1110V8vq1atZIvdDNMAEmX3QGidCuOxx8XqVgxP0iqVQsOtnuc/aMDvjrwG+rkdEBYB4Z1gDhZdCzjpZdekuOPP955HZUqVZKnn35a9uqMsjT23//+V5o2beq8rxIlSkjPnj1lo05wAJA0BEiI7qXVo4cEevv8INH9tGbPtitd0amnOgX1hBNOcDo6naI6bNiwhHfgM2fOlCZNmkR0sH/+859l06ZNdmna0oAcOXKkVK1aNeLzfeKJJxL++QIIIkBsehc93QolFCLFiolcf73ITz/Zla7oYjhdFBe+rbkumtPFc0Vt1apVcs011zj/jh4XXHCBfPnll3ZpxtBLdPfff3/EJbpTTjlF3n//fbsUQBEjQGJ57TWRmjXzg6RcOZFHHnF/K12Lbs+h23SEd+66jYdu53G4duzYIQ899JCULVvW+donnniivPnmm3Zpxvr+++/lD3/4Q8Tne9lll8li3Y4GQEIQIAUJdMyBnjl4P/VQkNSpE9w+3iPdMPD00093OjmdRqsbC3rd1nzs2LGBnKvpfL3y5csHcu4Rs6dVNpo6dao0aNAg4vO9++67zT3bARQtAsSNVatErrkmP0T0aN1atnq8NKQL+fS2r/a25i+++KLrbc3nz58v5557rvN83TX3hhtukJ88XmrLJPr5Pvfcc3LMMcc4n4/es3348OGuP18A8REghfHppyJNmpgA+SZwDCxRQvofxuD05s2b5fbbb4/YSkRvuvRRAQsb169fLzfddFPEVh+///3vZbbHwf5Mpp/vbbfdFvH5nnnmmfLxxx/bpQA8IEAK68ABOfDSS/JG1apyxf86JZ0e+9RTT3me/aO3d23btq3Tyenxxz/+0dwONkQ3G/z73/8uFStWdGp+97vfySuvvMJmg3F888030qZNm4jPt3PnzvLjjz/apQAKgQDxaNe2bTL4L385ZIHe5MmT7VLXJk2aJPXq1XO+ns7cevDBB82K9miPb/e44DFbvfXWW1K3bt2Iz7Ffv358joBHBMhh0i1COnToEPHb7eWXXy5LliyxS13RM43HH3884kwj/NAzE35z9k4/38ceeyzihll6JjdmzBjO5IBCIkCKyJQpUw7ZpPCee+7xNPtHr9336NEjYpxDb/RU0NgICmfdunXm3u72WNKcOXPsUgAxECBFKNY26Tk5Oa5m/4RmZ4XPHtKvdeutt7p6PgpPZ7O1bNnS+bx1NtuNN94oP//8s10KwEKAJEC0GzU1atSowBs1aXiEX1bRM5i77rrL8/oQFM6rr75q7v0eHiR6WQtAbARIAi1atEguuugip1PSI9atYvWSSqhGN2JkBXXy6Yr+gQMHmvDQ78O1115rlwAIQ4AkwcSJE80YRiggypQpI/3795e8vDynJjxApk+fHvZsJFtog0adzAAgNgIkSXT2z5AhQyIuU1WvXl1yc3NNOwHiHzorS78PQ4cOtZsAhCFAkmzt2rXSrVs35zKJHi1atDDrRwgQfyBAAHcIkBSZO3euCY5QaIQHCgGSWgQI4A4BkmJ6CSt89o8e4w5jt18cPgIEcIcA8QEdTNdFhwSIPxAggDsEiE8wiO4fBAjgDgHiEwSIfxAggDsEiE8QIP5BgADuECA+QYD4BwECuEOA+AQB4h8ECOAOAeITBIh/ECCAOwSITxAg/kGAAO4QID5BgPgHAQK4Q4D4BAHiHwQI4A4B4hMEiH8QIIA7BIhPECD+QYAA7hAgPkGA+AcBArhDgPgEAeIfBAjgDgHiEwSIfxAggDsEiE8QIP5Rt24zOeqomvL00y/aTQDCECA+QYD4R/Pmt0utWl1l+PD37CYAYQgQnyBA/OOyy3KladPh8sorX9pNAMIQID5BgPhHMEByCBAgDgLEJwgQ/yBAAHcIEJ8gQPyDAAHcIUB8ggDxDwIEcIcA8QkCxD8IEMAdAsQnCBD/IEAAdwgQnyBA/IMAAdwhQHyCAPEPAgRwhwDxCQLEPwgQwB0CxCcIEP8gQAB3CBCfIED8gwAB3CFAfIIA8Q8CBHCHAPEJAsQ/CBDAHQLEJwgQ/yBAAHcIEJ8gQPyDAAHcIUB8ggDxDwIEcIcA8QkCxD8IEMAdAsQnCBD/uOKKsSZAcnO/spsAhCFAfIIA8Y8xY76SG298S1at2mo3AQhDgPgEAQIg3RAgPkGAAEg3BIhPECAA0g0B4hMECIB0Q4D4BAECIN0QID5BgKSGTtfVo0WLl2Tt2u12syNUhwTbHvgePPGESOvWIscfL3LkkSJVqoi0aiUybFiwHb5BgPgEAZIaoWDQY8CAj+xmBwGSBDNnilStGuiVjoh9aKjMmGE/EylCgPgEAZIa4WcgzZuPkGXLNtslBgGSYLNmiZQqFQyJpk1F3nhD/6cQ2btXZP16kTfflMA3KNiudbNn218BKUCA+AQBkhqhYHjyyVnmv3fcMdkuMQiQBNqzR6R27WA4dOsmsn+/XRGkj2u71tWpE3weUooA8QkCJDVCwbB16y5p1WqU+fPChWvtMgIkkUaODIZCgwbxQ0Hb69cP1o8aZbciyQgQnyBAUiM8GF5++XPz527d3rKqCJCEuvLKYCDkuPx8hw8P1nfqZLcgyQgQnyBAUiM8GHbt2ieXXhrciXf69B9j1qGI1agRDITvv7dbolu2LFhfq5bdgiQjQHyCAEkNOxgmTPjO/P2Pf3xD9u8/ELMORahMmWAg7Nplt0S3c2ewvmxZuwVJRoD4xKpVq5wAadWqlaxYscIuQQLYwaCh0anTv81jGiax6lCECJC0RYD4xN69ewP/P5R1QqRM4H+q/v37S15enl2KIhQtGKZNW24e0xtL6WWtWHUoIqFLWD/8YLdExyUs3yBAfGTPnj3y2GOPSYUKFZwgqV69uowZM8YuRRGJFQw6kK6P68C6ilWHOBYvDq7hOJB/OfAQDKKnLQLEh3Q8pHv37lK8eHEnSM455xyZO3euXYrDFCsYFiz42TzeuvUoM8U3Vh1i2LxZ5LbbREqWDHb2r75qV+RjGm/aIkB8bN68edKyZUsnRIoVKyY33nijrF176DoFeFNQMOiiQm176qnZBdYhzL59Is89J3LMMcFOXg/dy+qbb+zKfIVZSBj4xcrUaX28sEHCESBp4NXAb281atRwgqR8+fLy6KOPyu7du+1SFFJBwaDbmuj2JrrNSUF1+J+pU4NnEaHg0I0Q775bZMsWu/JQ4VuZNGsmMm5ccAsT3cpkwwaR8eNFzj472K51Wo+UI0DShA6mDxgwwAyuh4LkpJNOkgkTJtilsKxZs0369p0mnTu/cch9zuMFg26wGKqJVvfCC/PNrK3XXlsUMe03q+j6jT/8IT849Lj00uD4R2HoJom6WWL417EPbf/kE/uZSBECJM2sXLlS/vSnPzkhoseFF14oX3/9tV2a9Xbs2CvPPTc34gyisAsEf/75NznnnH/FrLvhholOmwbUrFlr7JLMtW2byF//mn/moMcpp4i8955d6V5oO3fdvv2444JjKPrf884TGTpU5Lff7GcghQiQNDUj8Nta48aNnRApUaKE9O7dW3755Re7NOscPCjyzjtL5ZJLgqvK9dDB8Nzcr+TAgYN2+WHRgLnzzg8izlLuvvuDQ850Mop+wDrwfcIJ+cFx9NHBjl8vOSFrECBp7MCBAzJixAipUqWKEySVK1eWZ555RvbpYGYW+uqr9RFnBTqG8fDDM2Tz5p12aZH67LPV5gwk9O/qWcszz8wO/EKdYQO9//1vcIwiFByBX1zklltENm60K5EFCJAMsHXrVrn33nvlyCOPdILktNNOk//85z92acbasCFP+vefHnEmcMstk2Tx4k12acLs23dAxo79Wi64YJTzGi6+eIy8/fbiIj/zSbrVq0Wuuy5yPEIvM30eXCeD7ESAZJClS5fKFVdc4YSIHu3bt5dlunI3Q+3Zs1/+9a+Fct55Lzuddrt2Y+XDD12uak6ALVt2yaOPzjRnP6HXdN11EwJ97Tq71P9025BBg0SOOio/OHQKrd7wyauPPgp+zU3JC3ckBgGSgT744ANzBhIKkVKlSsl9991nzlQyyZQpywMBOdbppM8992XJyVkgu3f74/KdTgP+85/fjTgr0tlgBd173U9+eP112a7bhYSCo1w5kYcfdr9nlW358uDq8dDX06+FtEaAZCjdW+vpp5+WSpUqOUFy/PHHB35b/5cZO0lnS5Zskp4934nomPv1my7r1/uzY9aZXx06vOa81pYtX5bhw+c7+2z5zcKFC+Wy88+XXoGfmY9CnX3Xrjof2i51R2dW9e0rUrp0fnjUqyfyXf5mlUhPBEiG27Rpk/Tq1cvM0goFyVlnnSUzZ860S33v1193ySOPzIi4NKQD5l9+6f9LQ3qpTffVOv/8kc5rv+KKsYGzRZf3wEiCDRs2yM033+xsodMscLzavLns+ewzu9Qdna01erRItWr5wVGxosjjj7OKPEMQIFniq6++kgsuuMAJET26dOli1pX4nQ5O6xRcnYob6nx1iu6kSUtMH5VONm7cYRYnNmuWf/bUo8ck+fbb1M1i0rPVYcOGydFHH+38bJxwwgkyetSowOfr8QPWleKhleN6BEIp8EaDq8uRMQiQLDN+/Hg58cQTnY5Ct5AfOHCg7Nixwy71hU8/XeXcn0MPnR777LNzJS8vvX+D/frrDc6Ov3roWdXgwZ/IL78k9/vw7rvvysknn+z8PJQuXVoeeOAB+c3rgr2ffhK5/nqRYsXyw0MXAS5YYFciAxAgWUj30Prb3/5m9tQKdRw1a9aUsWPH2qUps2zZCune/R+BznW408nec89/ZPXqbXZp2tJf7t97b6m570joPbZqNUpeeumzwFlBYsdHvvvuu8BZ3CURZ6QdO3aUH9zek8OmA+uPPBIcaA8Fhw7Av/aaXYkMQoBksZ9//lluuOEGs8tvqBM599xzZf78+XZp0mzZskXuvvtuqVChhpxwwuVSv34/ufrqcTJ37k92acbQLVeef36e2XKlSZMX5aSTegb+e6W8/fbbdulh+/XXX+XOO++MWDPUsGFDmTZtml3qnm58WKdOfnDolN+HHgpOAUZGI0Agc+bMkd///vdOh6KDqDfddJO5L0my7N+/X4YPHy7HHXec8zrq1DlXRo+emjWbFOq2KHfdNTYQnJdJ6dLHm8+gbdu28k1BW6G7pJ/vCy+8IMcee6zz+eqfn3/+edPmyRdfiLRunR8celx7rd6f2a5EhiJAYOhg6SuvvCK/+93vnA6mYsWK8ve//93cKTGRPv74YznzzDOdf7dkyZJy2223yebNv9qlWWHmzLkxPo/NdqkrH330kZxxxhkRX+/222/3/PXMAsCePYPbmISCo2lTHbCyK5HhCBBE2L59u/Tr188MpoY6nLp16ybkcsqPP/4onTt3dv4dPdq0aVMkv3GnOz0rePHFFyPOyI455hh57rnnXO9ztnz5cunUqVPE56tnNN9++61d6sq+vXtl3lNPyapKlfKDo2pVkZdfLviWtchYBAiiita5F9XllGSGVLrTMaG77rorYszi9NNPl6l686YY9PN98MEHIz7fevXqyaRJk+xS1yZPniynnnqqXB34WhM0OHQL97/8JbilO7IWAYICxb68VPjLH9Euk1WoUCEpl8nS3eLFi+XSSy+NCPQrr7wyYtaUfr6jR4+WatWqOTV6GfLxxx/3/PkuWbJELr/88vygDxxjOnSQPXoTKWQ9AgRxFcXlFD8M1GeC9957T0455RTnc9R9zv7617/K9OnT5eyzz474fHv06CHrPS7c0zOfe+65J+LMp379+jJlyhS7FFmMAIFrXi6n6FThG2+8MWKqcMuWLVM6VTjd6crxJ554ImLlePhx3nnnyQKPC/f0l4WcnJxDfll49tlnXf+ygOxBgKDQ3FxOibVY8dVXXw37SjgcGzdulFtuuSUinE866ST5r970yYNPPvlEGjVq5HwtvVx56623cpdLxESAwLNYl1Nyc3PTaruUdDdx4sSI7fv1uO6662S13gTKhRUrVshVV10V8fyLLrpIFi1aZJcCEQgQHJZ4l1PSZcPGTPDGG29I7dq1nc9ez0z0exNLXp7exbG/lClTxnmOnsFoIAFuECAoEqHLKaGOSKeNpuOW8elu165dMnjwYGdL9vPPP98uMcaMGSPVq1d3vl86G27IkCGeZ2shOxEgKFK61uDRRx9N+5tWpbvQ1Gvd9yrc3Llz5Zxzzok4S+nevbusXbs2og5wgwABMlDTpk1NQOhUXKUB0a1bt4gB9xYtWsi8efOsZwLuESBABgoFiJ6B6Blh+Gy4GjVqmIkOwOEiQIAMFAqQ8MkNOlg+YMAAM3gOFAUCBMhAVatWdYJDj6uvvprZcChyBAiQgSpXrmyCo0qVKjJjxgy7GSgSBAiQgc466ywTIHp3RyBRCBAgA9mzsIBEIECADESAIBkIECADESBIBgIEyEAECJKBAAEyEAGCZCBAgAxEgCAZCBAgAxEgSAYCBMhABAiSgQABMhABgmQgQIAMRIAgGQgQIAMRIEgGAgTIQAQIkoEAATIQAYJkIECADHRTIEBaBALkHwQIEogAATLQu4EAGR0IkHkECBKIAAEyUSBAJBAgQoAggQgQIBMRIEgCAgTIRAQIkoAAATIRAYIkIECATESAIAkIECATESCu7d69W0aMGCEdOnSQGjVqSJkyZaRixYrSpEkTGTBggGzcuNF+illjo0c8buvSVea+MyCbESCuzJkzR2rVquV09NGOcuXKyahRoyKe5zYY3Nalq8x9Z0A2I0Di0vAoXbq06eB15f6YMWNk5cqV5oxk69atsmDBAhk0aJBUqVLlkBBwGwxu69JV5r4zIJsRIAXas2eP1KlTx3TuvXr1kv3799slju3bt0u3bt0iHnMbDG7r0lXmvjMgmxEgBRo5cqTp2Bs3blxgeMTiNhjc1qWrzH1nQDYjQArUsWNH07HbYxtuuQ0Gt3XpKnPfGZDNCJAC1axZ03Tsy5cvt5tccRsMbuvSVea+MyCbESAF0qm62rHv2rXLbnIlFAxuj0yVue8MyGYESIEIkKKRue8MyGYESIG4hFU0MvedAdmMAClQKgfRFy5cKH369JH69etL2bJlpVq1atKmTRsZP358RF06iP8JAEg/BEiBUjmNt2XLljJ69GhZunSp7Ny5UxYtWiRt27Y1dQMHDoyo9bv4nwCA9EOAFEgXEtauXdt02r179y4wRHQhYffu3SMeixYM0bitW7NmjamrVKmS3eRr8d8ZgPQT+C3XBMgDD9gt+J/wrUyaNWsmubm5smrVKhMu27ZtM5eaBg8enJStTNatW2fqdGwmncR/ZwDSzyefiPTsKbJ6td2CMLNnz3YG1GMd5cuXN5ecwrkNhnh1euajl7Lat29vxkMmTpxol/ha7HcGAFlAN0/MycmRdu3aSfXq1c1ZSYUKFcx27jomkajt3MNDSncEnjFjhl3ie9HfGQAg4fRymZ4FNWzY0KxNmTx5sl3iawQIAKTY/PnzzZlIgwYN7CZfI0AAIMXy8vJMgOjls3RCgABAis2cOdMESKNGjewmXyNAgEyxfbvIE0+ItG4tcvzxIkceKVKlikirViLDhgXbs9wzzzwjN910k+zYscNuShpdNDh16lTZtGmTufOhjnvUrVtXSpYsyRgIgBQI/AYrVasG137EOjRU0nCmT1HR3/KLFStmftOfMmWK3Zw0s2bNki5dupjpwxoaupVJ586dzbqUdEOAAOku0CFJqVLBkNAV6G+8oSvTRPbuFVm/XuTNN0WaNw+2a93s2fZXyHgHDhyQs846y4THiSee6HkXXkQiQIB0tmePSO3awXDQ+3bH2pJDH9d2ratTJ/i8LPKvf/3LhIce6bhpoV8RIEA6GzkyGAo6/TNeKGh7/frBeo+70KYj3Zbk+OOPN+FxwQUX2M04DAQIkM6uvDIYCDk5dkt0w4cH6zt1slsy1v/93/+Z8ChRooR89dVXdjMOAwECpLMaNYKB8P33dkt0y5YF62vVslsy0rLA+y1VqpQJkF69etnNOEwECJDOypQJBoLbQeGdO4P1ZcvaLRlJNynU8NBt0nXaLIoWAQKkMwIkpv/85z/OwPnTTz9tN6MIECBAOgtdwvrhB7sluiy5hLVv3z5zy1gNj9NOO0326pRmFDkCBEhnDKJHpSvOQ2cfH3zwgd2MIkKAAOmMabyH0LGOypUrm/C44oor7GYUIQIESGeFWUio9/XWOq2PFzZprE+fPiY8dPbVkiVL7GYUIQIESHfhW5k0ayYyblxwCxO97r9hg4iuvD777GC71ml9hvr666/Neg8NkHvvvdduRhEjQIBMoJsk6maJGhKxDm3Xe6XHotNcDxywH00rF154oQkPXXmuO90isQgQIFOEtnPX7duPO06kZMngf887T2ToUJHffrOfke+jjyTwq7vIKaeIvPee3ZoWJkyYYMJDjxEjRtjNSAACBICI3oci/Gzl0ktFFi+2q3xr9+7dctJJJ5nwaNy4sdl9F4lHgAAImjpV5PTT80NEb0h1110iW7bYlb4zZMgQ5+xjRhbf8yTZCBAA+fbtE/nnP0WOOSY/SPQy2Isvxp7hlWJr166V8uXLm/C4+uqr7WYkEAEC4FCbN4vcdltwHCUUJGeeGRwr8Zkbb7zRhEfZsmVl5cqVdjMSiAABENs33+hNvCPHRzp3FvnxR7syJebOnSvFixc3ATJgwAC7GQlGgACI7+23RerVyw+R0qVF+vULzvxKkYMHD8o555xjwqNGjRqSl5dnlyDBCBAA7ujq9b//XaRixfwg+d3vRF55RXtzuzrhcnNzTXjo8eqrr9rNSAICBEDhrFsnctNNIsWL5wfJ738vMnu2XZkwerZRvXp1Ex4tWrQwZyNIPgIEgDfz54uce25+iBQrJnLDDSI//2xXFrl+/fqZ8NDxj3nz5tnNSBICBMDhGTtWpGbN/CApX17kb3+Tg7t325VFYsWKFVKmTBkTIN11g0ikDAEC4PDt2CEycGDwToeBjv1g4Hj3xBNl1ptv2pWH7aqrrjLhUaFCBbMGBKlDgAAoOqtWiXTpIgsCHfz9gaN24Ljgggvkq6++sis9+fjjj52B88cee8xuRpIRIACK3LqZM6X3WWc5nb1usd6rVy9zsyevdH+rRo0ama+n+17p/ldILQIEQEJoh//SSy+ZrdVDQVKpUiV5+umnPd2jfPjw4c7Xeeutt+xmpAABAiCh9L4c9913n7lDYCgATjvttELdq3zLli1SpUoV89w2bdrYzUgRAgRAUixbtkzat2/vhIgees/ypUuX2qWHuOeee0x9yZIlzV0H4Q8ECICk+vDDD6V+/fpOiBx55JHm9rOx7iC4ePFiU6O1t956q92MFCJAACTdvn375JlnnpHKlSs7QaKXqPROgvbNoC6//HLTfswxx8gvv/wS0YbUIkAApIwGQu/evc0srVCQ6B0FQzeFev/9953Hn332WevZSDUCBEDK6bjGhRdeGDE+ogsGQ7epbdCggTlrgb8QIAB8Y8KECU5ohB+TJk2yS+EDBAgAX9EFgg8++GBEgOj9PnT7dvgLAQLAd/785z+b4ChWrJg5QkGiW7ez+65/ECAAfOWLL75wBtX/8pe/mNvWhu48GAoV3YWXjRRTjwAB4CutW7c2QVG1alXZtm2b8/iYMWOcm0jpobvxDhkyRPbonRKREgQIAN948803nYDQfbRseifC/v37O/cD0aNu3brsjZUiBAgAX9i1a5fUqVPHhELTpk0PWVAYTm8qFbovSOi46KKLZNGiRXYpEogAAeALjzzyiDPG8emnn9rNUen9QUJbvOuhe2XpdiesWE8OAgRAyv30009Srlw5EwLXXHON3Vyg/fv3S05Ojhx33HFOkOi2J7pyncWHiUWAAEi5rl27mo7/qKOOklV6V0MPdMt33bU3tPGiHrpp45QpU+xSFBECBEBKzZo1y1nr8dBDD9nNhbZkyRJnA8bQ0aFDB/n+++/tUhwmAgRAyhw8eFDOPvts08nXqlVLduzYYZd4phsxnnrqqU6I6A2tdF1J+NRgHB4CBEDKjB492ungX3/9dbv5sOmtc5988klzK93Qv6PrS15++eUCZ3nBHQIEQEps375dqlWrZjr18847z24uUps2bZKePXtGbBuvU4XdzvZCdAQIgJR44IEHTEdevHhxWbBggd2cELpNSmile+i49tprPQ/cZzsCBEDSLV++XEqXLm068B49etjNCTdu3Dhn0aIeOvtr0KBBsnPnTrsUBSBAACRdp06dTMddsWJFWb9+vd2cFLry/eGHH3bWn+ihA/mvvfaaXYoYCBAASTV9+nSnwx46dKjdnHS6iPH666+P2DZex2SSdVktnREgAJJGV42fccYZppOuV6+er3bS1fUooSnFobEZvbyWqjOkdECAAEia559/3umg33nnHbs55XRdik4tDs0OC11m0zMlP4WdXxAgAJLi119/dfaruuSSS+xmX9Epxn379nUG+kNnTH4MvVQiQAAkxZ133mk6Yt0x99tvv7WbfUlni4UG/EPHxRdfHPf1633dR4wYYbZQ0fu56/1L9EymSZMmMmDAANm4caP9FOfrx+O2Lhn88SoAZDTtcEObHN5xxx12s+/pwH9o7EYPPTOJFSJz5swxs7nCQ8c+dObXqFGjIp7nNhjc1iWDP14FgIyml6y00zv22GNl8+bNdnNa0AkAL7zwgnkPGobffPONXWLCI3TZS1e66214V65cac5Itm7damZ26XqTKlWqHBICboPBbV0y+ONVAMhYOm4Q6vR0ED3d6YaPujWKTQfZQ4sTe/XqZQInFh1j6datW8RjboPBbV0y+ONVAMhI2qmefPLJpsNr2LBhgZ1quhs5cqR5n40bN/b0Pt0Gg9u6ZPDHqwCQkYYNG+Z0eNOmTbObM0rHjh3N+7THNtxyGwxu65LBH68CQMbRBXg680g7O+1cM13NmjXNe9WZW164DQa3dcngj1cBIOPcfPPNpqPTQWWvnWo60am6+n51jy0vQsHg9vADf7wKABll4cKFZisQ7eh02/ZsQIAAQBE4//zzTSenW4L89ttvdnNG4hIWABymf//7304n53VAOR0xiA4Ah0FvyBRahd28eXOzOWG2SOU0Xr1k2KdPH6lfv76ULVvWnPm1adNGxo8fH1FX1OK/WgBwSVdZa+em99b47LPP7OaMpmteateubd5/7969CwwRXUjYvXv3iMeiBUM00epatmxpdhFeunSpCfFFixZJ27ZtTd3AgQMjaotS/FcLAC6sXr3a3BpWO62uXbvazVkhfCuTZs2aSW5urrnfuobLtm3bzJnC4MGDk7KVyZo1a0xdpUqV7KYiE/9VAIAL1157remwdKNA7byy1ezZs50B9VhH+fLlzRlDOLfB4LZu3bp1pk5fS6LEfxUAEId2mqFbwup9xrOdbp6Yk5Mj7dq1k+rVq5uzkgoVKpjt3PWSUiK3c9dLZ3opq3379mY8ZOLEiXZJkYn9KgDApeHDh5tOTTcT1GvwSI3wsxydzDBjxgy7pEgRIAAO2759++T111+XH374wW5Ckul4i54R6uaVurhx8uTJdkmRIUAAIAPNnz/fnIk0aNDAbioyBAgAZKC8vDwTIDr+kigECABkoJkzZ5oAadSokd1UZAgQIA3Fm4kT4rauIDqjaMSIEdKhQwepUaOGua6u27TrjKIBAwZEnVGE5NJFg1OnTjV3StRb5+q4R926daVkyZKMgQCI5DYY3NbFogvjQluTxDp03YfX/Z9QNGbNmiVdunQxaz40NHQrk86dO5vvXyJ5/8kCkDJug8FtXTThq6qbNm0qY8aMkZUrV5ozEv0td8GCBWbrkmirqpEd+K4DachtMLits+lUUF3Toc/t1atX3H2dunXrZj+MLFD4nywAKec2GNzW2Q53Z1lkh8L/ZAFIObfB4LbOdrj3tkB2KPxPFoCUcxsMbutsh3t3PWSHwv9kAUi5UDC4PQrrcO/vjexQ+J8sAClnB0S8o7AIELhR+J8sACnnNhjc1tm4hAU3Cv+TBSDl3AaD2zobg+hwo/A/WQBSzm0whNfp7VT79Okj9evXNzca0tXKbdq0kfHjx1vPYhov3In/EwjAd7wESMuWLc1tVPVudXrTp0WLFpk9lLRd75IXThcS1q5d27T17t27wBDRhYTdu3e3H0YWiP8TCMB3vARINHrvcm2vVKmS3RSxlUmzZs0kNzdXVq1aZcJl27Zt5oxm8ODBbGWSxfiuA2koXjCExKtbt26daddB82j0znahAfVYR/ny5c2ZDbJP7J8sAL4VLxhCYtXpJSm9lNW+fXszHjJx4kS7xKGbJ+bk5Ei7du2kevXq5qykQoUKZjt3vfTFdu7Z69CfLAAZLfzsQbdqnzFjhl0CuEKAAFlIxzH08lTDhg3NosFE3nQImYsAAbLY/PnzzZlIgwYN7CYgLgIEyGJ5eXkmQHRcAygsAgTIYjNnzjQB0qhRI7sJiIsAAbKELhqcOnWqbNq0ydySVsc96tata+6hzRgIvCBAgCwxa9Ys6dKli1nXoaGhW5l07tzZLBgEvCBAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHjy/8fqhiIY7BjTAAAAAElFTkSuQmCC)
| Product Number | 4H56-1-XJ |
| Synonyms | tert-Butyl 3-[(dimethylamino)methylene]-4-oxopiperidine-1-carboxylate |
| CAS | 157327-41-8 |
| MDL Number | MFCD08443986 |
| Molecular Formula | C13H22N2O3 |
| Molecular Weight | 254.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 85-87 ℃
TSCA: Not listed on TSCA inventory