![3-Amino-1-oxa-6-azaspiro[3.3]heptane, N6-Boc 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)
| Product Number | 4H56-1-0CG |
| Synonyms | tert-Butyl 3-amino-1-oxa-6-azaspiro[3.3]heptane-6-carboxylate |
| CAS | 1349199-65-0 |
| MDL Number | MFCD22573967 |
| Molecular Formula | C10H18N2O3 |
| Molecular Weight | 214.265 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0CG
CAS: 1349199-65-0
Molecule Weight: 214.265
Formula: C10H18N2O3
![1-Oxa-6-azaspiro[3.3]heptane-6-carboxylic acid tert-butyl ester](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABUDAAAVAwFo1+U7AAACE3pUWHRtb2xTb3VyY2UAAHichZRta9swEID/yqHPi978HuKUsjIYtBusHezbUGwlNcRWkd28/Pud7CS1G8/BMnfS3XOSTict7g7lFnba1oWpUiIoJ6CrzORFtUnJ75dvs5jcLRcZOqFjVafktWne5ozt93uavepSHUxFM1OSzj4/1MXAZ+9RYzdMci7Yn6fH55aZFVXdqCrTSNXFvG4HH02mmnYV/5mClcruiop17qy0uy7aX8ld4/RQ5+RjL1/Rdo8orIuthrWxpWpgJznFxr/ARlfaqkbnsDrisEd93Pty8fRgsvdSVw2qLkKRqe1zY98zHCjNVmfvGAyV7w8pKQUCqjHlvbXqCE5zw0qAkqA8UD6oAFQIKgIVg0pACY4/2gU6CPQQPuZ7q92EL8c3jauG7vvZ/j+g18dkyZTMAhrxOIGZT0U4JiUNpZOCxkG/z6knUHIaRZzDySpp4kcJ4N69MD73OhcCRzcdp0HoRXCRkgqOktMkCr3L8CnqxdifY7R3Xs5JYiLZJZPLxcpUeU+FIk/JSpA2xb/0upanLBMwNtcWC9cFcK59QA4BdybTgHcF+NOAfwUE00AwBFx1TAPhEHC1dAHkGBBdAfH0DPEQcHU6DSRDoK3qacLZB0fX3oIbzOfjbm/NDebTiXe37AbjjaztFuOPMDdKRQRXeR5HWK/42fnJQfXqOWK9t4rhC738BwYMsb+xCy2JAAAgSElEQVR4Xu3de7BcVZ3ocUKAyCPIQ2GsYWDUAZRX1JkEhbLK4QKXQnSsiqBTQAV8Ao5CDCIilyAPCVUJAflDkegYiIZxlOLe8iqPYpBc5T3XUYIjIAbINSgxFTKRGBJg3V673ck5Ozk5nV/OOb139+dTtSuh12pyXr2+p3s/ersEAAHbVW8AgE4ICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAwsn75y5TOPjulgw9OadddU9pll5QOOiils85qjwE9Q0AYObNmpTR+fOunarvNb3ns6qur9wIaSkAYGdde247EuHEpffSjKT34YEqrV6f04ospPfRQSh/7WHssz7nuuuq9gQYSELbds8+mtNNO7Th885vV0Y3yWJ6T5y5dWh0FGkZA2HYXXdQOwwc/WB3Z1NSp7blf/GJ1BGgYAWHbTZ7cjsIdd1RHNnX77e25Rx5ZHQEaRkDYdnvu2Y7CihXVkU0tX96eu/fe1RGgYQSEbbfDDu0orF9fHdnUunXtufk+QKMJCNvOMxDoSwLCtiv3gdx5Z3VkU3k/SZ47ZUp1BGgYAWHbfeEL7SicfHJ1ZFP5SK08Nx+5BTSagLDtnnkmpR13bIfhppuqoxvNn9+ek88DyeeOAI0mIIyM2bPbcchnm3/84+2zz/NZ6GvWpPTwwyl94hMbz0S/5prqvYEGEhBGzhVXpLT99u1IbG7LY1deWb0X0FACwshavLh95d0DD2xfiXfnndt//+Qn22NAzxAQoCMnnHBCev3rX59+9rOfVYcY4JZbbkl77rln+vSnP10d6jkCAgxrxowZabvttiu2N7zhDenpp5+uTqHlgQceaD3p3rn4Oo0bNy7deOON1Sk9RUCoh3yNrEMPTen736+O0GUD47HLLrsUf77xjW8UkYocj9e+9rXF12fixInFn9tvv31PR0RAqIe5c9s72vfdN6VVq6qjdMnAeHzuc59Lv/jFL4qXsURksIHxeOtb35qWLl2aPvCBD/R8RASEeli5MrVWpnZEWgsV3VeNR0lEBqvG43e/+11x+7p163o+IgJCfXzta+2A5BMNn3iiOsoYGioeJRFpGyoepV6PiIAwNl59NaXnnqveOtgrr6Q0aVI7Iu97X3WUMTJcPEr9HpHh4lHq5YgICGMjv096DsNwO8l//OONJx528gZVjKhO41Hq14h0Go9Sr0ZEQBgb06e3o7D//u3Lm2xJecHFQw7p7D1GGBFbG49Sv0Vka+NR6sWICAhj4/e/T61HXTsMl15aHR1syZL2Gex57le+Uh1lFETjUeqXiETjUeq1iAgIY2fOnHYU8iVOhrsa78UXt+futVdKf/hDdZQRtK3xKPV6RLY1HqVeioiAMHby29kedFA7DP/4j9XRwf74x5T+8i/bc885pzrKCBmpeJR6NSIjFY9Sr0REQBhbP/hBOwr50u4/+Ul1dLCbb27Pze+f3lqYGFkjHY9Sr0VkpONR6oWICAhj74QT2mH4279tH7o7lHzo7zvf2Z57zDHVUbbB5z8/c1TiUeqViIxWPEpNj4iAMPb+8z83voPhN75RHR3swQc3vsfIrbdWRwmYNet/pn32+W9pwoR9RiUepaZHZLTjUWpyRASE7jjvvHYU/uIvUvqv/6qODjZtWnvum96U0tq11VG2wty597ee+N2QDjpoevrSl26oDo+4pkZkrOJRampEBITuyNe+et3r2mG44ILq6GDLlqW0227tuVddVR2lQ2U88nbddQ9Uh0dN0yIy1vEoNTEiAkL3fPWr7ShMmJDSk09WRwf78pfbcydObAeFrdKteJSaEpFuxaPUtIgICN3z8ssbr331/vdXRwfLL13ll7Bac3+TX9KiY92OR6nuEel2PEpNioiA0F333NMOSN7uvLM6OsjqW29N81vzzmk9qBY/9FB1mM2oSzxKdY1IXeJRakpEBITumzq1HZD8joTDXPtq+jHHpNe05r7rXe9Kr+bDfBlS3eJRqltE6haPUhMiIiB0329+k9JrXtOOyPXXV0cHyYvP+PHjiwfVggULqsP8WV3jUapLROoaj1LdIyIg1MNFF7UDkq99tWJFdXSQs88+u3hA7bfffumP+ZInDFL3eJS6HZG6x6NU54gICPWwenVx7aunWg+Shz/1qeroIMuXL0977rln8YC6OF90kQ2aEo9StyLSlHiU6hoRAemyp556Kk2fPj0dccQRaY899kgTJkxIBxxwQDrqqKPSJZdckhYvXly9S/FDlLfhdDqvLv7fTTeli1sf73/fYYf02KOPVocHue6664rPbeeddx6zRafumhaP0lhHpGnxKNUxIs1ZXXrQnDlz0g6txbJc6Ifaqoa6varTeXWRd4qfdOSRxcd87LHHVocHWb9+fTrkkEOKuSeffHJ1uO80NR6lsYpIU+NRqltEmrO69Ji5c+cWPwTjxo1L06ZNS/fee29auXJlWrt2bfHgue+++9Jll12WDs1HJlV0GoZO59VJfoDnr0n+uG+77bbq8CC33377hs/xx/mtcPtU0+NRGu2IND0epTpFpFmrS4945pln0o477lj8AESOJOo0DJ3Oq5vTTz+9+Ljf/OY3p5deeqk6PMhJJ51UzH3b296WXtnSlX17VK/EozRaEemVeJTqEpHmrS494MILLyy+8aeeemp1qCOdhqHTeXXz29/+Nu22227Fxz5r1qzq8CBPPPFE2mmnnYq5N9ww+hcHrJMcjF6KR2mkI9Jr8SjVISLNW116wOTJk4tv+t13310d6kinYeh0Xh1deeWVxcc+ceLE9Nxzz1WHBzn//POLufvss0964YUXqsM96fnnX+zJeJRGKiK9Go9StyPSzNWl4fbaa6/iG75imPMdhlKGodOtif70pz8VC0f++M8888zq8CCrVq1K++67bzH3s5/9bHW4Z3396/+evvOdLR+t1mTbGpFej0epmxFp5urScOWRV/lIoohqIIbbmup73/vehgfFww8/XB0eJD9o8tz8ctavfvWr6nCtlc8k3vnOG9Ozz66qDm9Qzusn0Yj0SzxK3YpIc1eXBhupZyDD6XRenb3nPe8pPod8XsyWrn2Vd6C/4x3vKOaeeOKJ1eFaK8OQt+nTb68Ob9CPAcm2NiL9Fo9SNyLS7NWloewD6dzPf/7zDde++va3v10dHmTRokUbDgH+4Q9/WB2urTIM7373N4s/H3hgaXVKoV8DknUakX6NR2msI9Ls1aWhyqOwTjvttOpQRzoNw8B5+ZyKqVOnFtePykc4TZo0KV1//fXp5fyeHDV31llnFZ9H/thffPHF6vAgH/rQh4q5b3nLW4oHUxOUYfjnf/5Z8efJJ3+39X3Z9JDkfg5INlxE+j0epbGMyPCrECOuPA8k/7a8cOHC6vCwIgHJL+vMnz8/Pf7442nNmjXp0UcfLc72Pvfccyv3qp+B177Kl3fZkvy13WWXXYq5+WTNJijD8NJLL6f3v39h8fdbbtl053i/ByQbKiLiMdhYRWT4VYhRMXv27OKbmyOSjzLKL7/ko4nyiXN5Ecxnol9++eXpsMMOq941FJDNWbp0adp9992rN9dSeeZ+J9e+ypHJc/O1xZ5//vnqcO0MDMO//duS4u9///ffav08rB1yXj+rRiQ/uxaPTY1FRIZeXRh1+SS58vX9LW1VQ91eNdy8fH5F3qHfBPnBkBeH/Pmccsopg8a+//3vFy/J5dvPOOOM4qXBXXfdtZh78MEHF7dFt7PP/h/pggtuTpdees+IbXfc8etBH381DGef/YPiv6+++icDZm06r58NjEi5icemBkYk/7L6mc98pjplmwy9ujAmnnzyyXTeeeelww8/vHg2kK/Gu//++6ejjz46zZw5Mz322GPVuwwbhtJQ8/J+j/xSVr4MyIwZM6rDtfWjH/1owwMhP2PL8qHQ+ZnGwIVkJLfXvvaI9Dd/86kNi/dIbMcff/Ogz6u8vfTrX69Ikyd/vdjy34ea1+/yQRXl9yn/hv3II49Up5Da50mVsc2HuY+kTVcXetrAxTFHK/9wNcl73/ve4mN/+9vfXhy6W17WPe9TyiG+9NJLN2w5kPlyMQNv29rtqqu+mr7ylf+dbrjhkRHbfvrTZwd9TpsLw6xZ/6e4LT8bKW1uXr8auM+jPPJuczvW+13e35n3dZaRzb+UjiQB6UP5aW3eiX7ccccVFy5skvzMqbz2Vd4v0gtvLLW5MLzwwp+K/SD59nvuWTLkvH5U3WF+zz33bHbHer8bGI988vJ3v/vd6pRtJiB9bNmyZcW1ppomv+yWHxR5h3r+s+lvbTtUGBYufLS4/R/+YWEr+q8MOa+fVONR7vOo7ljv94iMRTwyAeljS5YsSXvvvXf15trLF0wsz+bP2803D96n0DRDhSGfC5LPCclj3/pW+xyRzc3rF0PFoyQibWMVj0xA+kT+gbrrrruKcypWr15dHCacLw+ST2psovKIrBzALV3ipAm2FIb7719ajJVnqQ81r9cNF49Sv0dkLOORCUiN5COuRmsxzJdNOf7444sjlvJv71OmTEnz5s0btX9vNN16663FAyTvFMzv5Nh0w4UhXx+rnLOleb2q03iU+jUiYx2PTEBq4pprrim+8fltbBlafsvfN73pTcXXatq0adXhRhouDPkKvflKvcPN60VbG49Sv0WkG/HIBKQm8gk++Zv/kY98pDrEAFdddVXxdco7//NBAP3qlVdeTXPm3JduvPHfUwOfRHYkGo9Sv0SkW/HIBKQmBGR45VFj+ev05S9/uTrcV5YvfzH93d+1n5FceeWinovItsaj1OsR6WY8MgGpCQEZXn7JKn+N8ktY+aWsfveNb/zfDS9r9VJERioepV6NSLfjkQlITQjIlj344IPFTvP8Nco70WnrtYiMdDxKvRaROsQjE5CaEJCh5SPF3vWudxVfn2OOOaY63Pd6JSKjFY9Sr0SkLvHIBKQmBGRoCxYs2PBgyYsAm2p6REY7HqVqRJY2LCLrWvE4sybxyASkJgRk8/IlSvKlSvLX5pxzzqkOM0BTIzJW8SiVEdm39e9d2IrImqZEpBWPxa14XND6uA+tQTwyAakJAdm8eRdfnF7T+rrkiyb+4Q9/qA5T0bSIjHU8Sr9sRWR6KyL/q/Xvtp6KpFT3iLTikVrxaH2h0k9b8fh5DeKRCUhNCMim1i1Zkm7aeed0Vuvr8p3rrqsOM4SmRKRb8Sityi+HtiKSF+VaR2RAPFIrHqkm8cgEpCYEZDM++MHiQfPzQw5Jr6xfXx1lC+oekW7HY4O6R6TG8cgEpCYEpOLHP24/aPJ2xx3VUTpQ14jUJh6lukak5vHIBKQmBGSAV15J6W1vaz9w3ve+6ihboW4RqV08SnWLSAPikQlITQjIADfc0H7g5PdvfuKJ6ihbqS4RqW08SnWJSEPikQlITQjIn73wwsYH8fnnV0cJ6nZEah+PUrcj0qB4ZAJSEwLyZ9Ontx88++6b0qpV1VG2Qbci0ph4lLoVkYbFIxOQmhCQll/9KqUdd2w/gObNq44yAgZG5OKLbykuEzOaGheP0lhHpIHxyASkJgSk5cQT2w+gd7yjvSOdUZEjcuCBn0n77PP36ZxzPjtqEWlsPEpjFZGGxiMTkJro+4D88IftB9C4cSktWlQdZYTNnXtzmjDhdcXP3Cc+8YkRj0jj41Ea7Yg0OB6ZgNREXwdk3bqU3vKW9oPoQx+qjjJKrrjiiuJnbqQj0jPxKI1WRBoej0xAaqKvA3LNNe0H0S67pPTMM9VRRtFIR6Tn4lEaGJF3v7s6GnPBBY2ORyYgNdG3AXn++ZT22KP9QJo5szrKGBipiPRsPEo5IpMmpfT5z1dHYv7lX1J685tT+td/rY40hoDURN8G5JOfbMfjr/4qpRdfrI4yRrY1Ij0fDzZLQGqiLwPyH/+R0vjx7YB85zvVUcZYNCLi0fLLX6Z09tkpHXxwSrvu2n459qCDUjrrrPZYjxKQmujLgLznPe14HH10dYQu2dqIiEfLrFkbfxHa3JbHrr66eq+eICA10XcBya/75gfX9tun9Mgj1VG6qNOIiEfLtde2f47z4ecf/WhKDz6Y0urV7ZdjH3oopY99rD2W5/Tge9oISE30XUBOOKH9oOqXz7dhhouIeLQ8+2z7gp/55/ib36yObpTH8pw8d+nS6mijCUhN9F1A8jOQ1sKUvE1tbQ0VEfH4s4suaochv/HZcKZObc/94herI40mIDXRdwGhEaoRuf/++8WjNHlyOwqdvOHZ7be35x55ZHWk0QSkJgSEuhoYkZ122kk8Snvu2Y7CihXVkU0tX96eu/fe1ZFGE5CaEBDqbGBEDjjgAPHI8hnkOQrr11dHNpUv15Pn5vv0kBENSPkDNpxO5/UTAaHuPvzhD6f99tsvPeFdIts8A2lWQJ566qk0ffr0dMQRR6Q99tgjTZgwofht6KijjkqXXHJJWrx4cfUujdEzAenTE6roQ+U+kDvvrI5sKu8nyXOnTKmONNrWr+Jb0GkYOp030Jw5c1rP/nbYcN+htqbqiYD08QlV9KEvfKH9c33yydWRTeUjtfLcfORWDxnRFbfTRbzTeaW5c+cW88eNG5emTZuW7r333rRy5cq0du3a9PTTT6f77rsvXXbZZenQQw+t3rUxGh+QPj+hij6UrxxdvoPmTTdVRzeaP789J58Hks8d6SGdr+Id6DQMnc7Lnml9k3ZsfZPy/AULFlSHe0ajA+KEKvrV7Nkbf3H6+MfbvyzlX5rye308/HD7XKfyF6f8tgU9prNVvEOdhqHTedmFF15YzD311FOrQz2l0QFxQhX97Ior2pfkyT/Xm9vy2JVXVu/VEzpbxTtUhqHTrROTJ08u5t59993VoY6tWLEiLVmypNbbGWecUXyep5xyyiZj27ItbW0vtLZXWlsaie33v0+bcEIV/S4fwJMPFDnwwPaBIzvv3P57fruCBh/cM5zOVvEOVQMx3NaJvfbaq5ibIxDxta99bZN/t5+2v25tV7W2ldtt5jej6Hb++YO/yA5nhL60XfWGbVEuWsPpdF5WHnm1vpOTdTbj2muv3fDv9eP219uNQkD+6Z8Gf5GdUAV9abvqDduiXLSG0+m8bFufgWTLli1LS5YsqfXWmJewNncUiWcg0Jc6W8U71GkYBs677bbb0tSpU4szXHfbbbc0adKkdP3116eXX365GB+JfSBN0Oid6E6ogr40/Gq/FSIBOfHEE9P8+fPT448/ntasWZMeffTRdOyxx6Zzzz23GC+PwjrttNMG/i96TqMD4oQq6EvDr/ZbIRKQzVm6dGnafffdi7+X54HkkwgXLlxYmdk7Gh0QJ1RBXxp6FQ8YLgyl4eY999xzxb6P0uzZs4v5OSJnnnlmWrRoUVq1alV66aWXisDkM9Evv/zydNhhhw34vzRLowOS9fkJVdCPhl7FA4YLQ2moeXm/R34p66STTkozZswYNDZr1qw0fvz4Dfcdamuqxgck6+MTqqAf1WbFHRiBww8/vHiGUfXkk0+m8847rxjPL3Hlq/Huv//+6eijj04zZ85Mjz32WPUujdETAcn69IQq6Ee1CUi2bt26Yif6cccdl04//fTqcE/rmYAAfaNWASnl8zYmTpxYvbmnCQjQNLUMyJIlS9LefXaimYAATdP1gORzPu666660fPnytHr16uKIqvwOg/n8j34iIEDTdD0g+Qzz448/vniL2nzo7pQpU9K8efPSq6++Wp3a0wQEaJquB4Q2AQGaRkBqQkCAphGQmhAQoGkEpCYEBGgaAakJAQGaRkBqQkCAphGQmhAQoGkEpCYEBGgaAakJAQGaRkBqQkCAphGQmhAQoGkEpCYEBGgaAakJAQGaRkBqQkCAphGQmhAQoGkEpCYEBGgaAakJAQGaRkBqQkCAphGQmhAQoGkEpCYEBGgaAakJAQGaRkBqQkCAphGQmhAQoGkEpCYEBGgaAakJAQGaRkBq4oILLigCcs4551SHAGpJQGpi2bJl6Utf+lJ65plnqkMAtSQgAIQICAAhAgJAiIAAECIgAIQISJc99dRTafr06emII45Ie+yxR5owYUI64IAD0lFHHZUuueSStHjx4updisN98zacTucBRFhdumjOnDlphx122LDQD7VVDXV7VafzACKsLl0yd+7cYnEfN25cmjZtWrr33nvTypUr09q1a9PTTz+d7rvvvnTZZZelQw89tHrXjsPQ6TyACKtLF+STBXfcccdicV+wYEF1eFidhqHTeQARVpcuuPDCC4uF/dRTT60OdaTTMHQ6DyDC6tIFkydPLhb2u+++uzrUkU7D0Ok8gAirSxfstddexcK+YsWK6lBHyjB0ugGMBqtLF5RHXq1fv7461JFqIIbbAEaD1aULRuoZyHA6nQcQYXXpAvtAgF5gdemC8iis0047rTrUkU7DMHDebbfdlqZOnZr222+/tNtuu6VJkyal66+/Pr388suVewF0ZvhViBFXngeSTyJcuHBhdXhYkYCceOKJaf78+enxxx9Pa9asSY8++mg69thj07nnnlu5F0Bnhl+FGBWzZ88uFvcckTPPPDMtWrQorVq1Kr300ktFYPKZ6Jdffnk67LDDqncNBWRzli5dmnbffffqzQAdGXp1YdTNmjUrjR8/fsNCP9RWNdTtVcPNe+6554od+gARQ68ujIknn3wynXfeeenwww8vng3kq/Huv//+6eijj04zZ85Mjz32WPUuw4ahNNS8vN8jv5R10kknpRkzZlSHATqy6epCTxv4zCZHK79sBhAhIH1o3bp1xU704447Lp1++unVYYCOCEgfW7ZsWZo4cWL1ZoCOCEgfW7JkSdp7772rNwN0RED6RD7n46677krLly9Pq1evLg4Tzm+bm09qBIgQkD6RL5ty/PHHF++7ng/dnTJlSpo3b1569dVXq1MBOiIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAyP8HQAvYvWHTpx8AAAAASUVORK5CYII=)
PN: 4H56-1-0BH
CAS: 1223573-41-8
Molecule Weight: 199.25
Formula: C10H17NO3
![tert-Butyl 8-amino-5-oxa-2-azaspiro[3.4]octane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-0EX
CAS: 1408074-44-1
Molecule Weight: 228.292
Formula: C11H20N2O3
![tert-Butyl 7-amino-5-oxa-2-azaspiro[3.4]octane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-0EU
CAS: 1250998-24-3
Molecule Weight: 228.292
Formula: C11H20N2O3
![6-Boc-1-oxa-6-azaspiro[3.3]heptan-3-one](data:image/png;base64,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)
PN: 4H56-1-0PY
CAS: 1349199-61-6
Molecule Weight: 213.233
Formula: C10H15NO4
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