![tert-Butyl 6-(hydroxymethyl)-2-azaspiro[3.3]heptane-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-679 |
| Purity | 97.0 % |
| CAS | 1363381-93-4 |
| MDL Number | MFCD22419350 |
| Molecular Formula | C12H21NO3 |
| Molecular Weight | 227.304 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-679
CAS: 1363381-93-4
Molecule Weight: 227.304
Formula: C12H21NO3
PN: 4H56-1-0RG
CAS: 158602-43-8
Molecule Weight: 215.293
Formula: C11H21NO3
![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
![tert-Butyl ((3-(hydroxymethyl)bicyclo[1.1.1]pentan-1-yl)methyl)carbamate](data:image/png;base64,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)
PN: 4256-1-95
CAS: 1638761-29-1
Molecule Weight: 227.304
Formula: C12H21NO3
![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
![2-Boc-5-hydroxy-2-azaspiro[3.3]heptane](data:image/png;base64,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)
PN: 4H56-1-200
CAS: 1330764-31-2
Molecule Weight: 213.277
Formula: C11H19NO3
![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
TSCA: Not listed on TSCA inventory