![2-tert-Butyl 6-methyl 2-azaspiro[3.3]heptane-2,6-dicarboxylate](data:image/png;base64,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)
| Product Number | 4H58-1-UZ |
| Purity | 97.0 % |
| CAS | 1408074-81-6 |
| MDL Number | MFCD23106118 |
| Molecular Formula | C13H21NO4 |
| Molecular Weight | 255.314 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-UZ
CAS: 1408074-81-6
Molecule Weight: 255.314
Formula: C13H21NO4
![2-Boc-2-azaspiro[3.3]heptane-6-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABDRAAAQ0QHQ3BLOAAACPXpUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfF2ObF0MUUlWtJk1qV2ntpH2bHHBSpIArIG//fmdIU0gYCNDZd/f4bN/ZLO6O+Rb2uqwyU8SEU0ZAF4lJs2ITk99v32chuVsuEnRCx6KKyXtdf8wd53A40ORd5+poCpqYnLT2+bHKej4Hl5py4wjGuPPn+em1YWZZUdWqSDRSVTavGuWTSVTdzOI/IZxclfuscFp3Jy/37Wh/BbMvo8cqJV9reUDbPaKwzrYa1qbMVQ17wSi+7BtsdKFLVesUVidUu9TDtS8Xz48m2eW6qLFpR8gStX2ty12CitxsdbLDwbDx4zEmOUdA1Sa/L0t1AtuyasVBCVAuKA+UDyoAJUGFoCJQnOGHdo4OHD04unD04ejEJe79Vtvgb6cPjSuA9nlpvp/w0HlerBa3T8Rk5lPJwghmHuXBkBQ0EFZyGvrdPqMuR8molIzB2Spo5MkIcDfcIPzs+dSX2Auo632JliNwsnNg1A9cCRcpKGcoGY1k4F7U51AXYzfwYO9qjmewE81aMQvOJQ3LxcoUaacJWRqTFSdNfn7pdSXOKSJgylSXWPV2AOvaBUQfsAkdB9wbwBsHvBvAHwf8PmBLaxwI+oAtxAsghgB5A4TjEcI+YIt8HIj6QHMkxglr76WuOUITzHW6myM3wVxlvD2iE4w7MLcpxhuIM1Eq/Cr17bUxwQQDTDCefy4H1iMn4tzWwDDidA6m83mXYvPmnnU6l7CDv57lP9oX68eNB/eFAAAeu0lEQVR4Xu3dDaxkZX34cUDYN4SKsitrRV42rCBoEUX+UanAEtBQBWosLNGgAQWVKLGxprYKCzGrsRVB0CzGaglYeSt01ZJQGmoKu7TqCgsWYX3LAhWFXdgFd0HF5z/PmZ59Oc7ce+5v7t57zsznk0zYe55zyX2Z53xn7nnbKQFAwE7VBQBQh4AAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAjKs7rknpcWLU5o/P6Xdduv+9/TTU7r77uqaQFtMZF7vVGPzXmedMQz22TTTtdemNG9eSp//fEpr16b0m9+k9NBDKV16aUovfnF3HGiXic7rOnGos84YBvtsmmfNmpTmzk3p3nurI115+d57d9cD2iEyr+vEoc46Yxjss2meD3wgpQsvrC7dXh7P6wHtEJnXdeJQZ50xDPbZNM/ChSndd1916fbyq5W8HtAOkXldJw511hnDYJ9N88yaldLmzdWl29u0KaXZs6tLgaaKzOschzqPAQz22TRP5IkGNFtkXteJQ511xjDYZ9M8kbe6QLNF5nWdONRZZwyDfTbN8/73p7RkSXXp9qo724Bmi8zrOnGos84YBvtsmueBB7qH8413uN+DD1ZHgKaKzOs6caizzhgG+2ya6etf755wlE8wyica5ROOHn44pcsu6y7P40C7THRe14lDnXXGMNhn01w/+EFKp52W0j77dC95kM9UzR+vWlVdE2iLiczrOnGos84YBvts4A88/vjjnReE89Jhhx2Wnn322erw0FmyZEmaOXNmWrZsWXWIIScgdD36aEr3319dygTleBx++OGdF3Y7FY+3vvWtQx2Rq6++Oj3vec9LO++8c5oxY0b69re/XV2FISYgdL373d23xD/8YXWEmraNx7nnnpve/OY3D3VEyni88IUvTFdeeWXafffdi3ciIjI6BISub32r+/fQE06ojlDDtvH44Ac/WCzbvHnz0EZk23h8//vfL5bdfvvtIjLZnnkmpWuuSamhzx0BYavOxq6IyPLl1RHG0CsepWGMSK94lERkkn3kI905+a//Wh1pBAEZJfmwv898pru/o5e8DyT/Geuggxr7iqdpxopHaZgiMlY8SiIySfK5HzNmpLRgQfedSAMJyCjJdzPLr2ZOOqk6stX553fX+exnqyNU1IlHaRgiUiceJRGZBHme5rl4003VkcYQkFGzaFH3SXnLLdWRriee6J7Ruuee/d+pMKF4lNockYnEoyQiA8jzM8/TPF8bTEBGTb7kwa67pnTIId0/afXypS91n7xnnVUdIcXiUWpjRCLxKIlIQJ6XeX7medrv0iUNISCjKG/0ciAuuaQ60vW736X0J3+S0i67pDTBDcawGyQepTZFZJB4lERkgvK8zPMz+PyaSgIyijobwc4WIaW99krpsceqo12dSV88id/4xurIyFq37omB41FqQ0QmIx4lEakpz8c8L/P8zPO04QRkVOULsOVAnHtudWSrt7+9u84//VN1ZOQ8+eTm9Ja3/G16/vMPGjgepSZHZDLjURKRGvJ8zHMuz88WEJBR9dvfpnTooamzlegendXLT3/avRPay16W0q9/XR0dGTkeixffkI444ovpE5+4qjo8kCZGZEfEoyQiY8jzMM/HPC/z/GwBARllt97afbVzzDHVka0+/vHuOvlmNSOojMdrXrMsfeYzd1SHJ0WTIrIj41ESkT7yPMxzLc/LlhCQUfe2t3WftDfcUB3peuqplP74j1OaMyf9bu3a6uhQm4p4lJoQkamIR0lEKvL8y/Mwz8cWEZBRt2ZN6szilA44IG/FqqOF3151Vbqp8+T+yumnV4eG1lTGozSdEZnKeJRE5P/keZfnX56HeT62iICQ0l/9VffVz6c+VR0p/P73v0/vOeqo4pLdd9wxNRvT6TQd8ShNR0SmIx4lEUnph515ty7PvzwPW0ZASGnjxu6dzZ7//JQeeaQ6WrjrrruKgLzmNa9Jzz33XHV4aExnPEpTGZHpjEdplCPySGe+/b/OvFvSmX+/zfOwZQSErq98pXgX8uS73lUd2eJdnbG8UftKXncINSEepamISBPiURrViLR9TglIwIoVK9Kpp55a3LY0P+EXLFiQTj/99GJ5KT8pxlNnnSnTeVfxn513Fx/uvMu4p/Nuo5f8aun5nVdLL+68WtrYwldLY2lSPEo7MiJNikdp1CIyDO/qG7QFa4d83+eFCxem6667Lq1bty5t2rSpCMfJJ5+8XRDqxKHOOlNp9R13FE/oo446qtjv0cunPvWp4uv+6Ec/Wh1qrSbGo7QjItLEeJRGJSJ5fuV51vb9is3agjXc6tWr0/77758e63P5jyVLlmz5d5041Flnqi1evLj4uq66qvcJc3mDdsABBxT3v17TsiNGemlyPEqTGZEmx6M0ChHJ8yv/PvN8a7PmbcEa7Oyzz06XX355dXFPdeJQZ52ptnbt2jRnzpz0kpe8JD2VzwHp4YYbbii+9re17Jj1qg0bnml8PEqTEZE2xKM0zBHJ8yrPrzzP8nxrs+ZtwRos7+uo+6q7ThzqrDMdLrzwwuJr+3g+C72PY445pljn1hadNVt1zTWrWxGP0iARaVM8SsMakTyv8u8wz7O2a+YWrKFmzZqVnql5a8n8BKnzaKK8X+dlL3tZ8f3+NF8Pq4d77rmn2CAdeuih6bcNum5PDsLxx/9j5+t+ojq0RV4n27jx2bRixUOV0WaLRKSN8SgNW0TyfMrzKs+vXw/B9eWauQVrqIkGZDx11pku3/jGN4qv7+35irx9nHvuucU6lzXoyqE5Dv/8z/ens876l9TnOIAtAWmriUSkzfEoDVNE8nzKv7c8v4ZBc7dgDTQqf8IqHX300cXXmCdwL/lggr322qvYOOUbLTVBGYdzz/1mEZJe2h6QrE5EhiEepWGIyNe+9rXi9/XKV76yOtRazd6CNUzeiX7FFVdUF/dUJw7brnPbbbelRYsWpT322CPNnz8/nXnmmenRab4ned7o7LLLLulVr3pV+l2+S2EPl1xySfF9TNY9MgZVxuGhhzakt7zl6rRu3abKGsMRkGysiAxTPEptjkiePwcffHDxu9pvv/3Sb/rdTrplxt/KsUU+jPfAAw/s+2r7oosu2vLviQbk2GOPTTfeeGNxsl4+SS8fEnzcccdts/b0OOuss4qv80v5Puk95IlwyCGHpF133TXd24D7N28bh6uvvid9/OP/vs1o17AEJOsVkWGMR6mtEcnzJ/+OXvGKVxT//dznPlddpZXG38qxnXwiYX4lcf3116f169cXO5xXrlw56ScS5kP98mF+0y2/C9pzzz3T3nvvnZ54YuuO6fzvHIyf/exnW96av+ENbyg+nsjj5z9f23m38HgnnBvDj2ef3fruaNs4PPfc7zvv5G76gx3lwxSQbNuIHHbYYUMbj9K2Ecl/Eag+p6b7kefF/fffv+XjfMDJi170omIe/ehHPyr+/YIXvCD96le/qn5rrdN/C0Zfd955ZzrllFPS3LlzixPq8r6RfEJQDklprDiU+q3z9NNPp6VLl6aTTjqpOjQtPvvZzxZf6/nnn198nI+6ypMhLxv0MWvW/HTAAWcXG/Xo40MfumXL11qNw49/vC79+Z9f29nIbj1SrLrOMMgRefnLX178TPOfHfNlMobZLbfcUpzFXX0+NfnxyU9+svja87lk+eP3ve99le+qfXpvwZg25ZMtX2er7g77HS3/WeSggw5Ku+22W/HK6gtf+ELxNeZ3Yu9+97uLx2mnnZaOOOKI4uJw5bI6j/e+9/z00Y/+Q7rwwtvDj5Urt77D6BWHZcu+ly69dOsGtdc6bVf+2SrHI/9uqvtEhkl+gVUe4JHnSfU5Nd2Pcl9HvlRJ/jgfeXXiiSduOYIzvwAr3ynefffdle+uXQSkgTZs2JAuuOCCYpI0xfLly4tJkXf05z+P5Lfg/S7pMp16xeE3v3muOOP8wQfXFR/3WqfNtt3nkd8FV/eJDJNt45EvYNrv4I7plOdFnh9jHZ2YD5rJ38Ob3vSm6lCrCEhD5Yjkv/M2yQknnLDlHVI++qqJ+sXhvvt+md7znpuL/SL91mmjXjvMe+1YHwZtiEepztGJ+c/geZ28P7WtBKQh8uXhV61aVUz+fH2c8847rzH7QEo333xz8YTP+z+aehjiWHH4+79fka699r4x12mTXvEoDVtE2hSPrM7RiT/+8Y+LAwHyBVrz76uNBGQA+Uk9WZfxyH8iOvLII9Ps2bPTvvvum84555zicvFNcvzxxxcT+JprrqkONcZYccg70s8448Yx12mLseJRGpaItC0epbyjv/yzbz8f+9jHinUuvvji6lArCMgA8jkhbb8cc13lu4+mvSsaRXXiUWp7RNoaj1KeL/lrz/Onl3zO1z777FP8ufrhhx+uDjeegAwgvz194xvfWF08dPLRI/lQ5XzIcj6OfVjceutP0p/92TXp7rt/UR1qrInEo9TWiLQ9HtkDDzyw5VD/ftfR++pXv1p8j+985zurQ40nIAMYlYB8+tOfLp7gH/nIR6pDrbZq1S/SUUd9ubOR+odWRCQSj1LbIjIM8SjleZO/jzyPesl3J3zta19bnNey7W2x20BABjAKAfnFL35RXJ8rH2//5JNPVodb7/bbf9aKiAwSj1JbIjJM8cjyvMnzJ8+jPJ96yScn54C87nWv63s76SYSkAGMQkDyiVB5Il955ZXVoaHR9IhMRjxKTY/IsMWjlOdP/p7yfOrnjDPOKNbJlwZqCwEZwLAH5Lvf/W5xZvPhhx+ennvuuerwUGlqRCYzHqWmRmRY45Hl+ZPnUZ5PeV718tBDDxU70/PVuPvdTrppBGQAwxyQ/Db6mNe/vpjM3/nOd6rDQ6lpEdkR8Sg1LSLDHI9Snkf5+3t9Z171+zNVvqL33p11vvHXf10daiQBGcAwB+Sxa65JSzpP5L99xzuqQ0OtKRHZkfEoNSUioxCP0js68yl/n/3OpXp206Z05X77pXtnzkzpJz+pDjeOgAxgaAOS79X80pemZ2fPTpt+/vPq6NCb7ohMRTxK0x2RUYpH9vPOfMonC7+0M7/63hP92mvzVVXz5SmqI40jIAMY2oB84hPdJ3D+74iarohMZTxK0xWRUYtH6ROdeZW/5/zfvv70T7tz8N//8IZoTSIgAxjKgOR3HJ1XSPkdSGeGV0dHylRHZDriUZrqiIxqPLL8vR/SmV9ndObZU/3e4a9aldIuu6SU75/e4J+NgAxgKAPyF3/RfeXT2ZgxdRGZzniUpioioxyP0n2d3/f38zzL862f9763Oxe/+MXqSGMIyACGLiD5aKudd07p9a/Ph2FVR0fWjo5IE+JR2tEREY//k+dXnmd5vvU7yvGXv0zpj/4opb33Tmn9+upoIwjIAIYqIPk8j1e/uvu2+b//uzo68sqIHHHE36T/+q/V1eGwJsWjtKMiIh4VeZ7l+ZbnXb/zrP7u77rvQj70oepIIwjIAIYqIPlM8/xEHeNM2VH3b/92b5o//5i05557pTvuuKM6PGFNjEdpsiMiHn3k+ZbnXb8rPeT77ixcmNJuu6X0wx9WR6edgAxgaAKSr3E1b15Ke+yR0v/+b3WUbdx0083FveHzdY0GiUiT41GarIiIxxjyfMvzLs+/ftea+9a3upE54YTqyLQTkAEMTUD+8i+7T9ClS6sj9HDTTTcNFJE2xKM0aETEo4Y87/L8y/Own87voFjnm9+sjkwrARnAUATkgQdSmjEjpQUL8o0/qqP0EY1Im+JRikZEPGrK8y7PvzwP83zs5X/+p/tnrIMOSqnmz38qCMgAhiIg+Q6D+ZVNZ4PIxEw0Im2MR2miERGPCcrzL8/Dse74+eEPd9fJO9YbQkAG0PqA3HJL9wk5xj2bGVvdiLQ5HqW6ERGPoDwP83zM87KXJ57onuDboANdBGQArQ/IIYfkbyKle++tjjAB40VkGOJRGi8i4jGAPA/zfMzzMh991cvGjf0P+Z0GAjKAVgckT/z8aqYll41uun4RGaZ4lPpFRDwmwQc/2H0X8vnPV0caSUAG0OqAMOmqERnGeJSqEVm/fr14TIbHH0+dJ0xKe+2VUgtuKiUgAxAQqsqIzJo1q7j73DDGo7RtRPL3KR6TJN8rJF9EMe/zaLiBApKfMOOps05bCQi95IjsvPPOacaMGUMbj1KOyKtf/epinh9//PHiMWIG2rrXiUOddUorVqxIp556apo3b16aOXNmWrBgQfGKJi9vokYH5J57Ulq8OKX587vHj+f/dn6W6e67q2uyA9x8883pe9/7XnXxUMr7Pi677LI/2KHODtCweV1/695DnTjUWSdbtmxZWrhwYbruuuvSunXr0qZNm4pwnHzyybX/H1OtsQHJdzTLl0bIO+LWru0e0fHQQyldemlKL35xdxxolwbO64G2zHU27HXWWb16ddp///3TY489Vh0qLFmypLqoERoZkDVrUpo7t/+huXl5vjx0Xg9oh4bO6/G37mOoE4c665x99tnp8ssvry5uvEYG5AMfSOnCC6tLt5fH83pAOzR0Xo+/dR9DjkOdx3jyvo41U1zOydDIgORLP993X3Xp9vKrlbwe0A4Nndfjb93HUCcOddbJhzw+M4EL+d11113pxBNPTMccc8y0PvKRNnlnf3X5RB//2Hmk6CNf4vk//mPrD6fzs0ybN2/9uJdNm7r3PQfaoaHzeqfqgomoE4c660w0IF/+8peLY+yr73Ta+ljSeaRBHpdcsvWH09AnGjCAhs7rnaoLJiJv/MZTZx1/wppEDX2rCwygofN6/K37GOrEoVzntttuS4sWLSou8zB//vx05plnpkcffbQYyzvRr7jiim0/rRUaGZD3vz8ftlZdur1p2NkGDKCh83r8AoxhIgE59thj04033pgeeeSRtHHjxuLQ3OOOO64Yy4fxHnjggenxfB2YHi666KLqokZoZEDyDWny4XzjHe734IPVEaCpGjqvxy/AGCYSkKqnnnoqzZkzZ8vH+UTCgw8+OF1//fXFhdnyiYQrV650ImHE17/ePeEon2CUTzTKJxw9/HBKl13WXZ7HgXZp4Lyeli1zvvTB0qVL00mVu2/deeed6ZRTTklz584triOU940sXry4CEkTNTYg2Q9+kNJpp6W0zz7dSx7kM1Xzx6tWVdcE2qJh83rKA1IeeZSvd9XGHefbanRAAHawKQ9ItmHDhnTBBRcU9w9oMwEBRtm0BCTLEdl9992ri1tFQIBRNmUByZdpX7VqVXH/gLVr16bzzjvvD/aBtI2AAKNsygKyfPnydOSRR6bZs2enfffdN51zzjnFZdvbTECAUTZlARlGAgKMMgEZgIAAo0xABiAgwCgTkAEICDDKBGQAAgKMMgEZgIAAo0xABiAgwCgTkAEICDDKBGQAAgKMMgEZgIAAo0xABiAgwCgTkAEICDDKBGQAAgKMMgEZgIAAo0xABiAgwCgTkAEICDDKBGQAAgKMMgEZgIAAo0xABiAgwCgTkAHstttu6eijj64uBhgJAjKAiy++OF133XXVxQAjQUAACBEQAEIEBIAQAQEgREACVqxYkU499dQ0b968NHPmzLRgwYJ0+umnF8tLO+00/o+2zjoATWULNkHLli1LCxcuLI6+WrduXdq0aVMRjpNPPnm7INSJQ511AJrKFmwCVq9enfbff//02GOPVYcKS5Ys2fLvOnGosw5AU9mCTcDZZ5+dLr/88urinurEoc46AE1lCzYBeV/HmjVrqot7qhOHOusANJUt2ATMmjUrPfPMM9XFPeU41HkAtJUt2ARMNCDjqbMOQFPZgk2AP2EBbGULNgF5J/oVV1xRXdxTnThsu85tt92WFi1alPbYY480f/78dOaZZ6ZHH310m7UBmmX8rRxb5MN4DzzwwPT4449XhwoXXXTRln9PNCDHHntsuvHGG9MjjzySNm7cWBwSfNxxx22zNkCzjL+VYzv5RMKDDz44XX/99Wn9+vXFiYQrV66c9BMJn3rqqTRnzpzqYoDG6L8Fo68777wznXLKKWnu3LlpxowZxb6RxYsXFyEpjRWHUr91nn766bR06dJ00kknVYcAGqP3FoxpUx7em6+zVXeHPcB0EJAG2rBhQ7rgggvcLhdoNAFpqByR3XffvboYoDEEpCHy5eFXrVqVNm/enNauXZvOO+88+0CARhOQhli+fHk68sgj0+zZs9O+++6bzjnnnOJy8QBNJSAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkDI/wc73XrCIs7h7wAAAABJRU5ErkJggg==)
PN: 4H58-1-Q6
CAS: 1211526-53-2
Molecule Weight: 241.287
Formula: C12H19NO4
![Methyl 3-(((tert-butoxycarbonyl)amino)methyl)bicyclo[1.1.1]pentane-1-carboxylate](data:image/png;base64,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)
PN: 4258-1-57
CAS: 1638768-01-0
Molecule Weight: 255.314
Formula: C13H21NO4
![6-Amino-2-Boc-2-azaspiro[3.3]heptane-6-carboxylic acid](data:image/png;base64,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)
PN: 4H57-1-76
CAS: 1363380-56-6
Molecule Weight: 256.302
Formula: C12H20N2O4
![3-({[(tert-Butoxy)carbonyl]amino}methyl)cyclobutane-1-carboxylic acid](data:image/png;base64,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)
PN: 4258-1-36
CAS: 1630907-04-8
Molecule Weight: 229.276
Formula: C11H19NO4
![3-(((tert-Butoxycarbonyl)amino)methyl)bicyclo[1.1.1]pentane-1-carboxylic acid](data:image/png;base64,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)
PN: 4258-1-53
CAS: 1638771-49-9
Molecule Weight: 241.287
Formula: C12H19NO4
![tert-Butyl 6-formyl-2-azaspiro[3.3]heptane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-677
CAS: 1440960-67-7
Molecule Weight: 225.288
Formula: C12H19NO3
![6-tert-Butyl 2-methyl 6-azaspiro[3.4]octane-2,6-dicarboxylate](data:image/png;base64,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)
PN: 4H58-1-UY
CAS: 203662-61-7
Molecule Weight: 269.341
Formula: C14H23NO4
TSCA: Not listed on TSCA inventory