![tert-Butyl 3,6-diazabicyclo[3.1.1]heptane-6-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABZgAAAWYAGbyQRvAAACFnpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF78CgSikqlZNmtRu0tpJ+zY54KRIAVeGvP37nWHJQsiIMLqzfc/Zvjt7/nAoN7Azri5slRJBOQFTZTYvqnVKfr59mcTkYTHP0AgNqzol703zMWNsv9/T7N2U+mArmtmSdPOzQ130bPaKWrdmknPBfr08v7bMpKjqRleZQaouZnU7+Gwz3bS7+M8SrNRuV1SsM2el23XefkvuG6eHOif/zvIZ5x4RhVWxMbCyrtQN7CSn2PgnWJvKON2YHJZHHFY0wLMv5i9PNtuWpmpQ9R6KTG9eG7fNcKC0G5Nt0RkqX59SUgoEdGPLR+f0Ebzmh7UALUEr0AHoEHQEego6Bp2AFhx/nBdoINBCBBjvjfELvh0/DO4auu97+3+DUx81DJZMySSkwTQOYaJoom5JSVXipaCRvOzjqWOUnEaxCAEzLYLk1JNUylYkyblH4OiXQ0OuFJylpGGAktNQRdPzMKdK8QC9RlEgbveuPfWMMJDsHMnFfGmr/EKFIk/JUpA2xD/MqpZ/o0zAutw4LFzvwJteArIP+JyMA2oABONAMADCcSDsA746xoGoD/haOgPyFjAdAPH4CnEf8HU6DiR9oK3qccLP91LX3oI7jBjs6y5ylfDuot1hrnLeXcw7zFXaTxd5lAmHUbuJsIvaZ6cXB9XBa8QuniqGD/TiD1jHsP7qSVKAAAAnhUlEQVR4Xu3dCZRcVZ0/cIEkLIHIKGGRLSOMDgwzbAkqQkABxWELcgREPQEdBPwro4KOc5QlDGcQAccZdTSACYuCYRsZEBVcSBQCE5BBUARBCGELyBICAWPi/fd9NdXpfp3qrv6lu/Oq6vM55x2wfrfUV6/6fuu9e999r0kAEPCa8gsA0AwBAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAYeQtXpzSueemtNdeKW28cUqjR6c0fnxKkyendM45tTpQeQKEkTVnTkqbbNL1zXtN4y2HyuzZ5XcCFSNAGDm33prSmDG1kNh115RmzUrpySdTWro0paeeSunKK1OaNKlWz+3mzi3/NwAVIkAYGX/8Y0pbb10Lh6lTU1q2rNyiJr+e67ndhAm19wGVJEAYGTNm1EJh++0HDoVc3267WvuZM8tVoCIECCPjkENqgTB9ermyct/8Zq39oYeWK0BFCBBGxhZb1ALhd78rV1bugQdq7bfaqlwBKkKAMDLWWacWCK+8Uq6s3JIltfbrrluuUCFnnXVWGj16dPrLv/zLtPfee7fdNmnSpDR+/Ph06qmnlnedJEAYKQKk7Sxbtiytt956XYfpNW2/jRkzJj377LPlj6DjCRBGRv0S1oMPlisr5xJW5X3jG9/o7mDXWGON9LnPfS6dfvrpbbWdeOKJadSoUcU+fuITnyh/BB1PgDAyDKK3leeeey5ttNFGvX6lX3fddeVmbeGzn/1ssX85SO69995yuaMJEEaGabxt5R//8R+7L+1MmDCh+PeTTjqp3KwtvPjii2nTTTct9nG//fYrlzuaAGFkDOZGwqOPrrXL7QcKG0bcb37zm2LgPHeoJ598cvroRz9a/PuueXWBNjWj6wdQ/Uzr2muvLZc7lgBh5PRcymTixJSuuKK2hEleymThwpSuuiql3Xar1XO73J7K2X///YuOdJNNNkmLFi1Kl112WfGf11prrfTCCy+Um7eF5cuXd31lJxb7ue2223b9rvHDJhMgjKy8SGJeLDGHRKMt12++ufxOKuD666/v/iV+4YUXFq89/vjj3a+16zhIdssttxSTBfJ+fulLXyqXO5IAYeTVl3PPy7dvtFFKo0bV/rnHHinlP8wXXyy/gwpY2nWm+KY3vanoQHfZZZfiV3ld/fV2HQepO+qoo4r9HDduXNfJ81PlcscRIEBTzu0K/dx55l/hc/Ky/D10wjhI9uijj6axY8cW+/rhD3+4XO44AgQY0MKFC9NrX/vaouM84ogjyuWOGAepmzZtWrGva665ZrrjjjvK5Y4iQGgteQbM+uundPbZ5QrD6Nhjjy06zXzn+fz588vljhkHyZYsWZK23nrrYl/f/va3l8sdRYDQWv7lX2oD7Wuv3fzCjKySX/7yl8Wv7dxhnnbaaeVyt04ZB8lmzZrVHZiXX355udwxBAit5bnnUnr962shcvDB5SrDYPLkyUVHueWWW6aXX365XO7WKeMgdXvuuWdTn0s7EyC0nq9/fcWU3xtvLFcZQj1/aedxjv500jhI1uyZWTsTILSefLf63/5tLUD+5m9S+tOfyi0YAoO91t9J4yB1//AP/1Dsb6OxoXYnQKiOJ55I6a//OqU8y+fPfy5Xe/vxj1echXz1q+UqQyAy26iTxkGynrPTjjzyyHK57QkQquOWW1aEwre/Xa72NWVKre3rXpeSZzUMqcceeyKNHbt+0TEO5n6HThsHyXreH/Pzn/+8XG5rAoRq2XvvWijk54e89FK52ttDD9VmY+X2/+//lausgo9//CtduTwpbbzxtunJJ58slxvqtHGQLK+Llc+8xox5Xdprr/en5csHOHtuIwKEavnf/01dvU8tFL7whXK1r899rtY2L4dyzz3lKgF33/1U2nHHs9M223wsff3rV5XL/erEcZDsBz/4Wdp003enN77x2HT11XeVy21LgFA9xx1XC4X8ONuHHy5Xe8vrZm22Wa39vvuWqwxSHnr60IeuSbvuOj1NmXJ5Wrq0wbL7/ei0cZC6Y4+9qPjc9tvvkq6T585YrVeAUD1PP53ShhvWQuF97ytX+8oPncpt8/a975WrDMK11/626ATzNnv2I+VyUzpxHCT7/e+fT295ywXFZ/eVr8wtl9uSAKGa/u3fVoTCQEu755/NkybV2m6zjYdQBb388tL0rnddWnSAH/vY98vlpnXiOEjduefeUnx+b33rBWn+/PbfdwFCNeWHTOUpvTkUdtopP9Gn3KK3/PCpNdaotf/iF8tVmvAf/3F70fntttsF6aGHniuXm9ap4yDZokWvpn32ubj4HD/1qR+Wy21HgFBdN9yw4ixk+vRyta8PfKDWdoMNUhrEzCFSWrBgUXrb2y4sOr6zz/5FuTxonToOkl155a+7LwPOnbugXG4rAoRq+/u/r4XC+PEpDXQ5ZEHXH+vYsbX2xxxTrtKPT3/6R0WH9853Xlz8il5VnToOkuVpvEceeWXxeb7vfVekZcsGOHtuYQKEavvtb1c8R/3Tny5X+zrjjFrbNddMad68cpWVuP32x7p/Mc+adW+5HNLJ4yDZvHmPd3+ml1/evtPLBQjVl4Mjh0IOkhwo/VmyJKUJE2rtd9994CVROlz+dXz44bVfy/mfQ/VruZPHQeo+85kbi8/1He+4qCtEXymX24IAofryL9h8CSuHQr6kNZArrijavti1PfWd75Sr9JDPOOq/lPOZyFDq5HGQ7PHHX+weV/riF9tziRMBQmvIg+g5QPKWB9cH8NvJk9M3utp+Zsst0ysd+qyGgeSxjjzmkTu4PAYy1Dp5HKTua19bMbPtd79rv/XaBAitIU/jzdN5c4Dk6b15mm8/HrvrrrTXWmuldbran3rqqeUyKT8V+BdF55Z/JedZWEOt08dBsnxvzf771+6tOf749ruUJ0BoHfmGwvpZyJe/XK72UX+O97rrrpseeeSRcrmj5fs88q/i3LHl+z+Gg3GQmuuvv7/7MuFPf/pwudzSBAitJS9tkgMkL3WSlzzpx9Nd9fqzGg4//PByuaPlO81zh5bvPM+/kodLp4+DZHkex9Sp/1V83gcffHn64x8Hv75YVQkQWkteXDEvstjVKT2aF10cwHnnnVd0YPlZDXPmzCmXO1Je46r+izivfTWcjIPU/OpXC9PEibXPfObM9lmtV4BU0KuvvprOP//8dNBBB6UtttgirbPOOmncuHFpl112Saecckrxy7qsfqlgIM22q7LnvvCFNKtrH/5prbXSg3n5934sXbo0vfnNby72eeedd07LB1oSpc0tXbq8WGU3d2R51d3hnuVsHGSFU075afG577nnjPTMM+0xsaO1e5I2dNttt6Wtttqqu6Nf2TZ27NiuXzEze72v2WBotl2VLX3ppXRMV7C+oWs/9s4PoBrA97///e79vuCCC8rljnLxxf9bdGL513B+7sdwMw6ywsKFLxXhkT//0077Wbncklq7J2kzOTzWXnvt4o8tn/JfcsklxeBvPiPJv97yc6lPP/30NH78+D4h0GwwNNuu6r797W9378uVV15ZLvfxnve8p2i78cYbd+wv4WefXZImT55ZdGCf//xPyuVhYxxkhW9965fF5z9p0vnp17/ueyWh1bR+T9Im8mMxJ0yYUPyhHXfccWnZssYDbYsXL05Tp07t9VqzwdBsu6r785//nN72trcV+5I/t1de6f9O3/vuuy+NHj26ozuy+k2De+zxreLX8EgxDrJCHkA/6KDLiuPQDs8Maf2epE3MmDGj+CPbaaed+g2PRpoNhmbbtYLbb789rbnmmsX+nHnmmeVyH5/85CeLtmPGjEn3339/udz2cmicfPKP0o9//FC5NKyMg/SWLx3mS1j33fdMudRy2qMnaQNTpkwp/sjKYxvNajYYmm3XKvKZWN6f9ddfPz32WP9LcTz//PPdl/8OPPDAcplhYhykfbVPT9Littxyy+IP7KGHYr8Omw2GZtu1iieeeCJtsMEGxT598IMfLJf7+OY3v9n9Gfzwh+3/wJ+qMA7SntqnJ2lxeapu/gMb6Fp+I/VOsdmtnZx11lnFPuV7PebO7f+6cr48uOOOOxbtt9tuu2Kab6uq38uRlyJ54onF5XK3ervVyThIX6t6/Bq9XtZsu4j26klamACJy7PU3vjGNxb79Za3vKUYYO/Pz372s+7P4Stf+Uq53DLqHUPe8j0GjQxnB9Is4yB9rerxa/R6WbPtItqrJ2lhLmGtmmuuuaZ73y6++OJyuY/DDjusaPsXf/EX6ZlnWnMws94x5F+weVroAw+sfLXX4exAmmUcpK9VPX6NXi9rtl1E+/UkLWp1DaLfeeed6YQTTigu5+RFBzfbbLO0zz77pKuuuqrHu1rDO9/5zmLf3vCGNxRTnfvz+9//vvus7/jjjy+XW0K9YzjvvFuLf37iEytf5n44O5DBMA7S26oev0avlzXbLmLgHocRsbqm8e6+++7poosuKqa1LlmyJN1zzz1p3333Ldq02jLov/rVr9KoUaOK/+///M//XC738fnPf75omy+r3H333eVy5dU7hvy0u/oNgnfe+US52bB2IINhHKS3VT1+jV4va7ZdxMA9DiMi30i49dZbd/8i7i9E8q/ro48+utdr5WBopJl2CxYsKNpsmFe8bTEf+9jHiv/v+ewin2X056WXXkqbb7550f4d73hHuVx5PTuG+h3OedXXsuHsQAbDOEhvq3r8Gr1e1my7iP57EkZUz6VMJk6cmC699NI0f/78IlwWLVpUXG6aNm3asC9l8uSTTxZt8rhMq/nDH/6QXve61xX//9/73veWy33k5WLqn8nVV19dLldaz47hlVf+lN797tqDi37yk97BOZwdyGAYB+ltVY9fo9fLmm0X0X9PwojL01DrA+qNtnzTXL7s1FMzwZD11y6f9eRLWfkmuzwekgemW9G///u/d+/nT3/ae3bLn/70p3ThhRemm266qZiNlevbb7990TaP/9x4443F69Ht5pt/nm655e70P//zcLrjjseHdHv++d4z9Modw9VX/6b4z+9976yuY7m8YbvVqT4OcuKJJ5ZLHad8XAZ7/OqvN7sNh5X3JKxWeVrq9OnT0wEHHFBcYslnJflmubycex6XGI7l3HsGVF4NePbs2eUmLSOHRD0U/u7v/q7X5cA99tij174O9TZ69Li06abv7vrfP63PH/CqbvlhRD3VX6/Lnc6hh363eC13Ro3arU55gkb+nPKDvjpd+bgM9viVvx8DbcOhb09Cx8qXyvIZ0A477FCMIdxww8pnhbSCH/3oR92d+n/+538Wr+UFFfP193KnP5TbcAbIscf+d699rL/eU17nKr+Wn8OdL4s0are61CdobLrppuVSx1nZcRnM8Wv0elmz7SIECH3Mmzev+CPPv+JbWX4gV96PjTbaKD333HNdf5T7F/85jyHl2WYPP/zwkG+PPDI/PfroU+mxx55Pjz/+4pBtK1s9t1HHUH98ah6YzRq1Wx3yFOt8DE477bRyqeM0Oi7NHr9Gr5c12y5CgNBHnp2U/8jzpbNW9sADDxQr7+Z9Ofjgg7vPEtrloVKNOoY8XpJf32uvmcUU0UbtRloeX6sfgzxe1OkaHZdmj1+j18uabRchQOgjPzs8/5HnNaNa3cknn1zsS14nK/8zjyO1y2Nt++sY8k1pufblL8/tt91Iyo9pzscgXx6NLtnTTvo7Ls0cv0avlzXbLkKAdLh8TTrPSMrLeeS5+XncY5tttiluyGvlMZC6PP25vlpv3nI4tov+Ooa8LEZeHiMvk9Ffu5F01FFHFcdgr732Kpc6Un/HpZnj1+j1smbbRQiQDnfrrbemI444opg6nEMjT2XN60Tle1LawcKFC9N6661XdFzbbrttudzSBuoY8gJ99Tb9tRspxj96G+i4DHT8Gr1e1my7CAFScfmu8HzzYH42OoN37LHHdl82yTdltpOBOoY8+P7Wt14wYLuRYPyjr4GOy0DHr9HrZc22ixAgFVdfP6iZhyXR21133dX9yNtWW9er3Rj/aE8CpOI+8IEPFH94hx56aLnEACZPnlx8dvny3Msvv1wuM4KMf7QnAVJxAiRm1qxZ3ZdM8iJ+rF7GP9qTAKk4ATJ4eVn6+srGb3/72wd8QiHDy/hH+xIgFSdABu+MM84oPrM8/pHvqqfm/vv/kN7//qvS+effWS4NK+Mfvd1ww+/SlCmXp9mzW39ijACpOAEyOHnW2tixY4vP7JhjjimXO1ruuPJsnHx/QQ6TkWL8Y4W8ovI73nFRcRzykwhbnQCpOAEyOPXOaty4ccVzTVghL873nvd8u+i8ygszDifjHyv867/+vPj88w2CeZpuqxMgFSdAmnfLLbd0L1ly9tlnl8t0+cEPamchebvppofK5SFn/GOF+t3l+bP/+tf/p1xuSQKk4gRIc/JA+aRJk4rPKt9xnpemp688n+CYY75XdGIHHXRZevXV2pLhw8X4xwof/eh1xeeezwKXLBnez32kCJCKEyDNuXvmzHRo1+e0Vdf2ve99r1ymh1//+unuX8IXXji8A+rGP2ryY2rrZ37f//4D5XLLEiAVJ0Ca8OKL6dHNNktXdn1OF+y7b7nKSkybdnPRme2xx7dW+qyRoWL8Iz+obVlxtpc/76OP/q/iLLBdCJCKEyBN+Kd/6vomd32VR41Kr9x7b7nKSvzhDy+nPfecUXRqX/jCT8rlIWH8oyY/GKo+++3eexeWyy1NgFScABnAgw+mlB98lQPk4x8vV+nHRRfdVXRsEydOT3ff/VS5vMqMf6T09NMrgvrUU39WLrc8AVJxAmQAU6bUwuP1r0/p2WfLVfqxdOnydMghlxed24c+dM2QX1ox/rFiSfYcIjlM2o0AqTgB0o8f/7gWHnn76lfLVZpw880Pdw/uXnfd/eXyKun08Y977lnYPVlhxoy7yuW2IEAqToA0sGxZSjvsUAuP/M8/tce0yNXhhBOuLzq5d7/70vTyy0vL5ZBOH//IZ3NTp/5X8bnmAfQ8kN6OBEjFCZAGvva1FWcfN91UrjIIDz74bNptt9qDi7761dvL5ZBOH//IU3XrZ3Z5Cm+7EiAVJ0BWIo915DGPHB6HHFKuEnD22b8oOru8xMZjjy0qlwetk8c/8llcfcmY4467rlxuKwKk4gTISnziE7XwyLOv8iwsVtmiRa92L/J30kk/KpcHrZPHP/IyJfVpu3n5knYmQCpOgJTk+zxGjaoFyGc/W66yCmbNurf7ssvttz9WLjetk8c/8gKJ+Swuf4ZnnfXzcrntCJCKEyAl++1XC49NNy3uQGfoLFu2PL3vfVcUnd8RR1yZli+Pzevt5PGPz3zmxuLzy2dzeen2didAKk6A9HDttSsGzmfMKFcZArfdtqD7LOSKK35dLjelU8c/br/9wbTzzl8rPrvLLrunXG5LAqTiBMj/yavrbrttLTwmTkxdP4/LLRgin/rUD4tO8J3vvLgYGxmsThz/WLZsWdp774+kCROmpgMP/I/ibK4TCJCKEyD/50tfqoXHGmvkB3+UqwyhRx9dVFzH32WXr6czz7y2XO5Xp45/fOMb30ijRo1N48Zt37Xfd5TLbUuAVJwA6fLUU6nrL7MWIEcdVa4yDM4778auX9PHdJ1N7Jfuu+935XJDnTj+8fzzz6fx48cX+33ggQeWy21NgFScAOny4Q/XwmPs2PzzuFxlGCxevCS96U17d/2q3iC9613vKpcb6sTxj09+8pPFPo8ZM6Y4A+skAqTiOj5A7rgjpTXXrAXItGnlKsPoW9/6VvflqP/+7+aeod5p4x/33XdfGj16dLHPJ510Urnc9gRIxXV8gOyxRy08tt46pSVLylWG0fLly9Ouu+5afP/+6q/+asDHBHfi+Mf+++9f7O/GG2+cFi1a9Tv4W40AqbiODpDFi1Naa61agMyaVa4yAn7xi1+kNdZYo/gOfilPZOhHp41/XH/99d2BecEFF5TLHUGAVFxHB0h29dUpXXhh+VVG0Pvf//7iOzhu3Lj0VJ7Q0EAnjX8sXbo0vfnNby72d+eddy7O1jqRAKm4jg8QVrtHH300rbfeesX38CMf+Ui53K2Txj/OO++8Yl/z2dmcOXPK5Y4hQCpOgFAFp59+evE9XHPNNdOdd95ZLnfU+MfTTz+dXvva1xb7evjhh5fLHUWAVJwAoQqWLFmSttpqq+K7uEee2FDSSeMfxx57bLGv6667bpo/f3653FGGPEDqv0IG0my7Rl599dXiS3vQQQelLbbYovji5mu0u+yySzrllFOKXwntoC0DJA+On3tuSvla+cYbpzR6dErjx6c0eXJK55xTq1M53/3ud7v/bi+//PJetU4Z/7jrrruKs7C8r6eeemq53HHiPXgDzQZDs+1W5rbbbuv+NdRoGzt2bJo5c2b5rS2n7QIkXy/eZJPazKpGWw6V2bPL76QC9txzz+L7mP/+Xn755e7XO2X8Y3LXj5y8n1tuuWWv/e9UsR68H80GQ7PtynJ4rL322sV78xz1Sy65JD3yyCPFGckLL7yQ7rjjjuJ6bX1pgVbXVgFy660pjRlTC4muY1dMzX3yyTylpbZcyZVXpjRpUq2e282dW/5vYDXL4x/1X+D57yzrlPGPK664ons/v/Od75TLHWnIe9hmg6HZdj3lG5kmTJhQvO+4444rVsBsZPHixWnq1Knll1tO2wRIvgkt3wyYj3k+Lo2OXX4913O7rmNdvI9KyTOx8ncyz8zKM7Q6YfwjjwFt3fX9zfu5++67pz//OfaslHYzuB68Cc0GQ7PtepoxY0bxnp122qnf8GgnbRMg+fkd+Xhvv/3AoZDr221Xa98GlyHbzcKFC4vxxvy9PPLIIzti/OOMM84o9jGffc2bN69c7liD68Gb0GwwNNuupylTphTvaYexjWa1TYAcckgtEKZPL1dW7pvfrLVv9f1uU+ecc07xvcz3QWy00UbFv7fr+MeCBQuKMdW8j8ccc0y53NEG14M3odlgaLZdT3ngKr/noYceKpfaVtsEyBZb1ALhd00uDf7AA7X2W21VrlAB+XJyXh+r/nect3Yd/6j/DW6wwQbpyTxmR7fB9eBN6PmFamYbjHyNNb8nep31ga5OKa/Xv/fee7fMVr9UsP766/epDcV2Ztd2Z9eWhnLbf/882tr7w+86dikf72aPXV44Mbdfd91yhYq47rrruv+O85lInqFU/n61+pZvC6jv49lnn13+CDrea8ovrKpyQAy0DcaqBsiZZ57Z53+/07cPdG0/7trSUG8nntj7wxcgbal+R3a7b/kS1kCrEXei15RfWFX1D3wgzbbraVUvYT3zzDPp5JNPTkcffXTLbPX59Ztsskmf2lBs07u2X3dtaSi3HB4LFvT+8OuXsB58sPfrjbiE1RJuvPHG4kbeffbZJ5W/W+2wHXHEEcXtAlfnRT3p4zXlF1ZVs8HQs12eW37CCSek7bbbrlgeYLPNNiu+kFdddVWv9xhEb2EG0aHtDNzTD1IkQPK86osuuqi4ISnPt77nnnvSvvvuW9R7LhdgGm8LM40X2s7APf0gRQJkZfLUuVzfcMMNu1/L1yDrN/Mcf/zx/YZIvpEwn4K2urYJkMHcSJiPW26X2w8UNsBq07gHDxooGOoGapeny+V6HvfoqedSJhMnTkyXXnppsSJmDpf8SMl8OWzatGmWMqminkuZdB27dMUVtSVM8lImCxemlC9Z7rZbrZ7b5fZAZQ15DztQMNQ1apfPKvKlrDzdNo+HXHPNNeUmae7cud0D6o22PO01XxZrdW0VIFleJDEvlpiPfaMt12++ufxOoGL69uCrqFEwlK2sXc8AyKt9zu5nRda8eOL06dPTAQcckDbffPPirCTf6JPnbedxE8u5V1h9Ofe8fPtGG6U0alTtn/k5E/m52y++WH4HUEED9/QjLF+KymcYO+ywQ3Hfxw033FBu0lHaMkCAtlC5AKnLC5bljnP7PGungwkQoKoqGyAvvfRS0XHmS1OdTIAAVVXZAJkzZ07Rce64447lUkcRIEBVVSJA8k2DN910U7HUSH6qYB732GabbdKoUaOMgQgQoKIqESC33nprseZMnpqbQyMvZXLYYYcV93x0OgECVFUlAoTGBAhQVQKk4gQIUFUCpOIECFBVAqTiBAhQVQKk4gQIUFUCpOIECFBVAqTiBAhQVQKk4gQIUFUCpOIECFBVAqTiBAhQVQKk4gQIUFUCpOIECFBVAqTiBAhQVQKk4gQIUFUCpOIECFBVAqTiBAhQVQKk4gQIUFUCpOIECFBVAqTiBAhQVQKk4gQIUFUCpOIECFBVAqTiBAhQVQKk4gQIUFUCpOIECFBVAqTiBAhQVQKk4gQIUFUCpOIECFBVAqTijj766CJADj/88HIJYLUSIBV39913pw9+8INp3rx55RLAaiVAAAgRIACECBAAQgQIACECBIAQAVJBr776ajr//PPTQQcdlLbYYou0zjrrpHHjxqVddtklnXLKKenpp58uv6WY6pu3gTTbDmAgepKKue2229JWW23V3dGvbBs7dmyaOXNmr/c1GwzNtgMYiJ6kQnJ4rL322kUHv+uuu6ZLLrkkPfLII8UZyQsvvJDuuOOOdPrpp6fx48f3CYFmg6HZdgAD0ZNUxB//+Mc0YcKEonM/7rjj0rJly8pNui1evDhNnTq112vNBkOz7QAGoiepiBkzZhQd+0477dRveDTSbDA02w5gIHqSipgyZUrRsZfHNprVbDA02w5gIHqSithyyy2Ljv2hhx4ql5rSbDA02w5gIHqSishTdXPH/sorr5RLTakHQ7MbwKrSk1SEAAFajZ6kIlzCAlqNnqQiVtcg+p133plOOOGEtN1226V11103bbbZZmmfffZJV111VY93AfQ1cI/DiFhd03h33333dNFFF6X7778/LVmyJN1zzz1p3333LdqceuqpPd4J0NvAPQ4jIt9IuPXWWxcd9/HHH99viOQbCfOjbnsqB0MjzbRbsGBB0WbDDTcslwC69d+TMKJ6LmUyceLEdOmll6b58+cX4bJo0aLictO0adOGfSmTJ598smiTx2UAGum/J2HEzZ07t3tAvdG2/vrrF5edemomGLL+2uWznnwp68ADDyzGQ6655ppyE4BuK+9JWK3y4onTp09PBxxwQNp8882Ls5INNtigWM49j0sMx3LuPQMqrwY8e/bschOAXvr2JHSsfKksnwHtsMMOxX0pN9xwQ7kJQDcBQh/z5s0rzkS23377cgmgmwChj5deeqkIkHzpDKARAUIfc+bMKQJkxx13LJcAugmQDpdvGrzpppvSM888Uzz1MI97bLPNNmnUqFHGQIB+CZAOd+utt6YjjjiimDqcQyMvZXLYYYcV96QA9EeAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBICQ/w+s626WrbIzwwAAAABJRU5ErkJggg==)
| Product Number | 4H56-1-3B |
| Purity | 97 % |
| CAS | 869494-16-6 |
| MDL Number | MFCD17016736 |
| Molecular Formula | C10H18N2O2 |
| Molecular Weight | 198.266 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-3B
CAS: 869494-16-6
Molecule Weight: 198.266
Formula: C10H18N2O2
PN: 4H56-1-MH
CAS: 172478-01-2
Molecule Weight: 214.309
Formula: C11H22N2O2
![(R)-3-[Boc(ethyl)amino]piperidine](data:image/png;base64,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)
PN: 4H56-1-R65
CAS: 1196506-95-2
Molecule Weight: 228.336
Formula: C12H24N2O2
![tert-Butyl N-methyl-N-[(3S,4S)-4-methylpiperidin-3-yl]carbamate](data:image/png;base64,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)
PN: 4H56-1-646
CAS: 1419075-90-3
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: P311-A-30
CAS: 309956-78-3
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: P911-A-23
CAS: 172603-05-3
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: P612-A-02
CAS: 216854-23-8
Molecule Weight: 200.282
Formula: C10H20N2O2
![tert-Butyl 3,6-diazabicyclo[3.1.1]heptane-3-carboxylate](data:image/png;base64,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)
PN: 4H56-1-680
CAS: 1251017-66-9
Molecule Weight: 198.266
Formula: C10H18N2O2
TSCA: Not listed on TSCA inventory