![tert-Butyl 6-formyl-2-azaspiro[3.3]heptane-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-677 |
| Purity | 97.0 % |
| CAS | 1440960-67-7 |
| MDL Number | MFCD24857302 |
| Molecular Formula | C12H19NO3 |
| Molecular Weight | 225.288 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-677
CAS: 1440960-67-7
Molecule Weight: 225.288
Formula: C12H19NO3
![2-Boc-2-azaspiro[3.3]heptane-6-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-Q6
CAS: 1211526-53-2
Molecule Weight: 241.287
Formula: C12H19NO4
![tert-Butyl ((3-formylbicyclo[1.1.1]pentan-1-yl)methyl)carbamate](data:image/png;base64,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)
PN: 4256-1-93
CAS: 1638767-79-9
Molecule Weight: 225.288
Formula: C12H19NO3
![tert-Butyl 6-(aminomethyl)-2-azaspiro[3.3]heptane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-678
CAS: 1363380-79-3
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl 2-azaspiro[3.3]heptane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-03X
CAS: 1259489-92-3
Molecule Weight: 197.278
Formula: C11H19NO2
![2-Boc-5-oxo-2-azaspiro[3.3]heptane](data:image/png;base64,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)
PN: 4H56-1-193
CAS: 1251020-88-8
Molecule Weight: 211.261
Formula: C11H17NO3
![tert-Butyl 6-(hydroxymethyl)-2-azaspiro[3.3]heptane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-679
CAS: 1363381-93-4
Molecule Weight: 227.304
Formula: C12H21NO3
![2-tert-Butyl 6-methyl 2-azaspiro[3.3]heptane-2,6-dicarboxylate](data:image/png;base64,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)
PN: 4H58-1-UZ
CAS: 1408074-81-6
Molecule Weight: 255.314
Formula: C13H21NO4
TSCA: Not listed on TSCA inventory