![2,6-Diaminospiro[3.3]heptane, 2-Boc protected](data:image/png;base64,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)
| Product Number | 4251-1-03 |
| Synonyms | tert-Butyl (6-aminospiro[3.3]hept-2-yl)carbamate; 2-Amino-6-[(tert-butoxycarbonyl)amino]spiro[3.3]heptane |
| CAS | 1239589-52-6 |
| MDL Number | MFCD09054707 |
| Molecular Formula | C12H22N2O2 |
| Molecular Weight | 226.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4251-1-03
CAS: 1239589-52-6
Molecule Weight: 226.32
Formula: C12H22N2O2
![2-(Boc-amino)-7-azaspiro[3.5]nonane](data:image/png;base64,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)
PN: 4H56-1-142
CAS: 147611-03-8
Molecule Weight: 240.347
Formula: C13H24N2O2
![2-(Boc-amino)-6-hydroxyspiro[3.3]heptane](data:image/png;base64,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)
PN: 4H56-1-164
CAS: 1000933-99-2
Molecule Weight: 227.304
Formula: C12H21NO3
PN: 4256-1-0E
CAS: 2108646-71-3
Molecule Weight: 248.326
Formula: C14H20N2O2
PN: 4256-1-53
CAS: 509143-00-4
Molecule Weight: 228.336
Formula: C12H24N2O2
![5-tert-Butoxycarbonylamino-bicyclo[3.1.1]hept-1-ylammonium chloride](data:image/png;base64,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)
PN: 4233-5-00
CAS: 1461706-82-0
Molecule Weight: 262.78
Formula: C12H23ClN2O2
PN: 4256-1-0V
CAS: 3712-40-1
Molecule Weight: 199.294
Formula: C11H21NO2
PN: 4256-1-0G
CAS: 124783-63-7
Molecule Weight: 219.284
Formula: C13H17NO2
TSCA: Not listed on TSCA inventory