![tert-Butyl 6-(aminomethyl)-2-azaspiro[3.3]heptane-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-678 |
| Purity | 97.0 % |
| CAS | 1363380-79-3 |
| MDL Number | MFCD22419342 |
| Molecular Formula | C12H22N2O2 |
| Molecular Weight | 226.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
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 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
PN: 4H56-1-0RG
CAS: 158602-43-8
Molecule Weight: 215.293
Formula: C11H21NO3
![tert-Butyl ((3-(aminomethyl)bicyclo[1.1.1]pentan-1-yl)methyl)carbamate](data:image/png;base64,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)
PN: 4256-1-94
CAS: 1638768-06-5
Molecule Weight: 226.32
Formula: C12H22N2O2
![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-Amino-2-azaspiro[3.3]heptane, N2-Boc protected](data:image/png;base64,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)
PN: 4H51-1-2P
CAS: 1211586-09-2
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: 4H56-1-672
CAS: 1251006-64-0
Molecule Weight: 240.347
Formula: C13H24N2O2
TSCA: Not listed on TSCA inventory