![tert-Butyl 6-oxo-2-azaspiro[3.4]octane-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-676 |
| Purity | 97.0 % |
| CAS | 1363382-39-1 |
| MDL Number | MFCD22421762 |
| Molecular Formula | C12H19NO3 |
| Molecular Weight | 225.288 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-1-676
CAS: 1363382-39-1
Molecule Weight: 225.288
Formula: C12H19NO3
![2-Boc-6-oxo-2-azaspiro[3.3]heptane](data:image/png;base64,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)
PN: 4H56-1-QT
CAS: 1181816-12-5
Molecule Weight: 211.261
Formula: C11H17NO3
![6-Boc-2-oxo-6-azaspiro[3.4]octane](data:image/png;base64,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)
PN: 4H56-1-156
CAS: 203661-71-6
Molecule Weight: 225.288
Formula: C12H19NO3
![tert-Butyl 7-oxo-2-azaspiro[4.4]nonane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-709
CAS: 1319716-42-1
Molecule Weight: 239.315
Formula: C13H21NO3
![2-Boc-2-azaspiro[3.5]nonan-7-one](data:image/png;base64,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)
PN: 4H56-1-214
CAS: 1363381-22-9
Molecule Weight: 239.315
Formula: C13H21NO3
![(3aR,6aS)-tert-Butyl 5-oxohexahydrocyclopenta[c]pyrrole-2(1H)-carboxylate](data:image/png;base64,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)
PN: 4H51-1-4G
CAS: 146231-54-1
Molecule Weight: 225.288
Formula: C12H19NO3
![7-Azaspiro[3.5]nonan-2-one, N-Boc 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znup7PP744+sj/u//GvF42cvqk64iIO0nIGNgJPFo6tSI3H777WW99dYrT33qU8ttt91WH/eMOGhrww03KZtu+tJy661318f96x//KGXy5DKw+FlK7TiEbiMg7ScgbZaJR1MnRiTWl8bX8+lPf7o+6jlf+coFZdKkI8p///dP66P+9YUvNJY+3vGO+qTrCEj7CUgbjSYeTZ0UkbheQeziGqdWiF1ee90jj/yz7L33rDJ16pfL737Xu0tbwxbnZFp//VLGj48jL+vTriMg7ScgbdKOeDR1SkTiiPn4Gi644IL6qGf95jeLyotffOrAz/K7pcvOEdl+zTPvfvKT9UlXEpD2E5A2aGc8mlZ1ROJkbvG5d9ttt/qo573//RdXEbnwws47o+xKEydHHFj6LBMnNk6W2AMEpP0EZJTGIh5NqyoiccDRs5/97GrX1rgIU79ZuHBx2X7708trXvON8re/9enZeuN037H08b3v1SddS0DaT0BGYSzj0bQqIvLxj3+8+nxxkZt+NXPmZdVSyMkn/6Y+6n3f+U4jHq9+dX3S1QSk/QQkaWXEo2llRmThwoXlKU95Stlggw2qXVv7VSx5/Nu/nVUtiSxatKQ+7l1xIOVzntO43kdcnraHCEj7CUjCyoxH08qKyNvf/vbqc5xyyin1Ud/5/vevqZZC/uu/flgf9a7/+Z/G0seMGfVJ1xOQ9hOQEVoV8Wga64jElc/iKoPPf/7zy8MPP1wf953YC2vffb9TReTyyxfVx73nllvKwOJnKU9/eikr8fd6ZRGQ9hOQEViV8Wgaq4jEdc1f8pKXVP/fn/zkJ/Vx35o//9ay3Xanln32Oa86TqSXLdlvv8bSx0kn1Uc9QUDaT0CGqRPi0TQWEfna175W/f/22muv+qjvHXXUj6ulkNmze3ePtN9ddll5/2qrlf83ZUrj9CU9SEDaT0CGoZPi0dTOiCxdurRsuummZdy4ceX666+vj/vebbfdV3bc8Yyyyy5fK0uW9MYxEcuKpc/tt9+++l26/Ec/qo97hoC0n4CsQCfGo6ldEfnwhz9c/T+OPPLI+oh/Of30K6qlkM98Zk591PXOOuus6ue/55571kc9RUDaT0Ba6OR4NI02IrHEEUsesQQSSyIM7qGHHi6ve93ZZdq003rq4ML4fdlss83Kk5/85PKnP/2pPu4pAtJ+AjKEbohH02gi0vx3sQ2E1hYsuL2cdtoVPXWOrKOOOqr6+X/wgx+sj3qOgLSfgAyim+LRlIlI7G0V9582bVq1Hpz+csMNN1SXOd1kk03KkiW9f7CkgLSfgNR0YzyaRhKROM5j2223rY77iOM/6D9vetObqt+Vr3zlK/VRTxKQ9mtPQObPL2WffUqZMKGUNdZovH3rW+OCEvV7drRujkfTcCPypS99qbrPvvvuWx+xArExfajdepuzTnfppZdWP//tttuub5Y+L7zwwr4K5sow+oCcc04jGtOnN0IS59KJt/F+fDzmdYsXl/KpT5VyzDHp2/UDt68M3I5p0+3oo48uL3rRi7o6Hk0rikic4yrOdRXnvIpzXzEyzUjE2Xpj4/pgs04WL5Se+cxnVkufv/zlL+vjnhVL3RdddNHAU9SD9RFJowvIddeVstZapTz3uXEO8OVn8X58POZxv2VFVAae3EZz+/HA7RUDt3iSbOct1gd3czyaWkXk0EMPrT4eZ91l5JqRiNtZZ80fdNbJPvGJT1Q//4022qg+ghEZXUDe/e7GE/rMmfVJQ6xrjHncb1lxnqU5c0r56U/Tt7sHblcO3H46yltsSI6LJsUf1JZbblluifMB9YjBIhLX94jrfGyxxRbVdT8YuWYk9trrnIEF7a8tt1tvpwfknnvuKRtuuGF1qeL4vYjtApA1uoBMmtQIxIIF9UlDnA465nG/DtQL2zxWpB6RXXbZpfrv8847r35XhqkZiUsvvaF6e+qplz9u1qkOP/zw6ucfS6FrrrlmtSrr/vvvr98NhmV0ARk3rhGI2KYxmPh4zGM1VgfacccdezoeTctGpBkS8paNxEEHnT/weJ5Z7r23sTQ3WEDi0rjHHPPTUd0+9KFvl0MOObJ6wTPcW1zT/mUve9mj78d5zlZbbbWy+eabV9F43/veV/0+HHvssct9vTBcfR2Q1VdfvfoD+tznPlcf9Zwf/vCH1UbT+H73i7OukrZsJH7/+zuqs/V+7nONXaEHC8iBB37v0Y9nb5MmHVHGj9/60RcBo7mdeOKJ1dd17733VttB1l577XLzzTcv9zX3kvjeYslr8uTJZZ111inrrrtumTJlysDP5cAyd+7c5e7bfIwG02rWr0b3aHT5Kqw4/uHpT3969arsy1/+cn3cM2I7TzxJxLaP5h9QL23rWdmaT+pNcbbeuHJhnHSxPgt///sj1VUNR3NbuPCuctNNC6uD/4Z7a55hOXbVbX7spptuWu5ri9/7uM8+sRt+D7r44osHwju+TJw4sZx77rnVmoZY+pozZ0517q96EFpFotWsX43u0TjkkEYgRroRvYPMmzevpyOybDy++93vDvyoZlZ/BLFKg5x6JP7616VVQI4//uePm61qe+yxR/XzPvvss+ujSmwHfMELXlAtnf7iF7+oj7taxDJeLMW5vu644476uFJffdcqEq1m/Wp0j8Y11zRWY7XajTfm1167/CyWTF796lJe9ar0bd7A7dCBW6znHe0tXqHFE2z8Eb33ve9d/mvtYvV4hH/84x9lm222qYL5m9/8pvYvGI7BIvHFL15WXvKS0wadrUrXDvztxcby2O7xt7/9rT6u/OxnP6ueGF/84hdXQekVhx12WPV9nTSCC2S1ikSrWb8a/aMRr2xWX72UXXYp5be/jdOWNt7G+3Eg4WCvfAZ+YQdeGjSWTpK3sToOJCLSC0sig8WjKbaHxPe6ww479M1RyO00WCTuu++h6nohg81Wtfe///3VzzsOlh3Km9/85uo+Z555Zn3Utbbaaqvqe7qufhxaC83ngcG0mvWr9jwaV15Zyt57l7LJJo1obLxx4/158+r37Gi9sjqrVTyaXv/611d/DN/85jfrI1ZgqEicc87VQ85WpcWLFw/8SW5c/U7Ut4E03XjjjT13YsW4TEH8jo/kyPP6C8rBbjzGo1HT7REZTjxCvCqLa0A84xnPeNypTug9p512WvXkt3e8sBvCRz/60eo+H/jAB+qjrjSagAym1axfeTQG0a0RGW48muKJIv4g4omD3hbbNuJcb7GK9uc//3l9XIkXEvGCIl5YjGS1T6eyCmvseTSG0G0RGWk8QqyqiFUbseoiVmHQWmwuim0d3SrCEQGJkAy1sfwb3/hG9SQZqzi7XXMj+sknn1wfDalVJOqzSy65pEyfPr3a02vChAnV8VW33nrrMv+i9w3+SFHplohk4tF0xhlnVH8Ub3nLW+ojamI33TjqvJsvaRursOLnffrpp9dHldipYvvtt6/u86Mf/ag+7irxoiie3GMPtDvvvLM+rhx33HHLvV+PxLLqs5122qnMnj27LFq0qHoxFrsE77zzzsv8i943+CPFozo9IqOJR4hXorH7Zrwyjd05GdzVV99Wpk798kBoZw08Zt2751psRI/fl1jyjI3rg4ndu+P3PXb3jt2+u1nzQMJJkyaVWbNmVZcyiAMJ4yDidh9IuHTp0uqx7SdDPxo8qlMjMtp4NMUBZBGQOKBsqFUb/SxWXe2//3ervasuu6z7r58Su/PGE2Hs3juU5klG48DTbhfRjFOZbL311tXq2lgqiTgedNBB5fLLHzsRZmgViVaz2H50wgknlN13370+6mmDPxo8TqdFpF3xaIpTWcQfRyd8b50mToYY8TjiiIvro64UBxTGap04wDAONBxMnOpmq4En2nc/7WnloR4+0Wg7NMMS5xUbyQb7XiAgI9ApEWl3PEKccC7+n/FHECfZo+H++/9RXXkwTlXyl78MvsqnG8WpTeJJ73Wve1199Ki5A6+oF8Qr7v/8z/qImlgdGEt2/XamawEZoVUdkbGIR1Nc2jeeVI444oj6qG996Utzq6WPOFVJL4mN5XGq9/h5x3aCQcXxE895TuNME3H6IVqKiMTJSvuJgCSsqoiMZTxCbFyMCwzFqo1r4jxnfS7OgrvDDmeUXXc9q6v3vBpKrP+P3+E4zfnDQ20sj9+zWAqJUxOxnLjGTjwXxJU9Ywl+xowZtoEwPCs7ImMdj6a4xGm8Ku23P4TBfOADP6qWPs4/v3dj+t53vKO8beDnveALX6iPHjN9eiMi//u/9UlfO//888vUqVOrDfOxTenggw/u6QvTDUZARmFlRWRlxaMp1uNGRC666KL6qG9cccUtVTz23fc71V5Yveq+v/61/G78+FLWX7+UIY6VKL/7XWM1VpxdO06WCv8iIKM01hFZ2fEIV1xxRfX9xG6PcTncfhPHeeyzz3nVlQbnz++DI4s/+cnGEkar6/bELO7ziU/UJ/QxAWmDsYrIqohH0wEHHFAthfTD5X7rZs/+fbX08ZGP/Lg+6k2xVDFxYmMpIy7FMJhYOnna0xqXYRhYaoEgIG3S7oisyniE2267rTqCd/311x/yam69aMmSxnU9dtzxjOoStX3je99rLGG0OhVH8wqj//Ef9Ql9SkDaqF0RWdXxaDrxxBOrpZB3vetd9VHP+sxn5lRLH6eddkV91PviKqERiO98pz5piD21Jk8uA7/gpcydW5/ShwSkzUYbkU6JR3jooYfKlltuWZ70pCeV+fPn18c958Yb7ynTpp1W9tjjm+XBB4fYrbWXxbEesRorjv0Y6hoaccxIRGaHHRrneKGvCcgYyEakk+LRFLsqxlJIXDu+1x1wwCnlRS86ufzwh3+uj/rHjBmNQJxwQn3ymDh6Pe7japZ9T0DGyEgj0onxaNp1112riJx33nn1Uc+48MILy7rrPq/stddH6qP+EscxDPzeVhvLb7mlPm2I8z2tuWYpm28eR5/Wp/QRARlDw41IJ8cjLFiwoPratthii+qo214TuyrH1evi53TllVfVx/3npJMaSxj77VefPOaoo8rAL0Wc6rY+oY8IyBhbUUQ6PR5Nhx56aLUUcvzxx9dHXe+zn/1s9b3F6b0pjY3lU6Y0NpZf1uIcYLffXv8IfUZAVoKhItIt8QhxIZ4NNtigPOUpT6muwNYrbh94ElxvvfXKU5/61GrXZf4lrkYYSyHbb29jOUMSkJWkHpFuikdTXFs6Xqnvu+++9VHXeuc731l9T5/+9KfrI/bcsxGRc86pT6AiICvRshGJM952UzzCww8/XLbddtvq6oW//vWv6+Ouc9VVV1W7KMflTvvxlC0r9Kc/lfLMZ5by1a/WJ1ARkJUsIhLxiCfhbopH049//OPqFfu0adOqa0p0s1e+8pXV93LBBRfUR8AwCMgqECcrjOMrulVcByGeeL/+9a/XR11j1qxZ1few22671UcMRxxYus8+pUyY0NgbK96+9a2xWFe/Jz1MQBixP//5z+XJT35y2XTTTcvSpUvr444XuyI/+9nPrlYh/uEPf6iPWZHYJhLRiOuEREjiqPV4G+/Hx20z6RsCQsqHPvSh6hX8kUceWR91vI997GPV137YYYfVR6xIHES41lqNa4PUjwmK9+PjMY/70fMEhJRY8pgwYUIZN25cuf766+vjjrVw4cLqutWxS/I999xTH7MizeuCzJxZnzQ0z9jb6toi9AwBIe2rX/1q9Ur+jW98Y33Usd7+9rdXX/Mpp5xSHzEckyY1ArFgQX3SECdkjHncj54nIKTFXlhxTeh4Qn7Na15T9t9//46+7bHHHtXXGrsixy7JJAwscVaBWLy4PmmIj8c8VmPR8wSEUfn+979fPSl30+1b3/pW/dtguASEZQgIo3bLLbeUG264oStuvXQallXCKiyWISDA8B1yiI3oPEpAgOG75prGaqxWu/HG/Nprl5/RkwQEGJmzz25c+naXXUr57W/j2seNt/F+HEgYc/qCgAAjd+WVpey9dymbbNKIxsYbN96fN69+T3qYgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkCKgACQIiAApAgIACkCAkDK/we6EnbQTHKOggAAAABJRU5ErkJggg==)
PN: 4H51-1-2U
CAS: 203661-69-2
Molecule Weight: 239.315
Formula: C13H21NO3
PN: 4H56-1-311
CAS: 419571-73-6
Molecule Weight: 241.331
Formula: C13H23NO3
TSCA: Not listed on TSCA inventory