![exo-3-Aminomethyl-8-Boc-8-azabicyclo[3.2.1]octane](data:image/png;base64,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)
| Product Number | 4H56-1-094 |
| Synonyms | tert-Butyl (1R,3S,5S)-3-(aminomethyl)-8-azabicyclo[3.2.1]octane-8-carboxylate |
| CAS | 273207-53-7 |
| MDL Number | MFCD20126200 |
| Molecular Formula | C13H24N2O2 |
| Molecular Weight | 240.347 |
| 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: 4H56-1-094
CAS: 273207-53-7
Molecule Weight: 240.347
Formula: C13H24N2O2
PN: 4H51-1-RC
CAS: 1451390-44-5
Molecule Weight: 254.374
Formula: C14H26N2O2
PN: 4H51-1-SN
CAS: 1449131-15-0
Molecule Weight: 254.374
Formula: C14H26N2O2
PN: 4H56-1-0LL
CAS: 929974-12-9
Molecule Weight: 254.374
Formula: C14H26N2O2
![exo-8-Boc-3-cyano-8-azabicyclo[3.2.1]octane](data:image/png;base64,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)
PN: 4H56-1-PS
CAS: 1147558-40-4
Molecule Weight: 236.315
Formula: C13H20N2O2
![exo-8-Boc-8-azabicyclo[3.2.1]octane-3-methanol](data:image/png;base64,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)
PN: 4H56-1-032
CAS: 273207-58-2
Molecule Weight: 241.331
Formula: C13H23NO3
PN: 4H56-1-R70
CAS: 664364-76-5
Molecule Weight: 213.321
Formula: C12H23NO2
PN: 4H56-1-S70
CAS: 1853230-28-0
Molecule Weight: 213.321
Formula: C12H23NO2
TSCA: Not listed on TSCA inventory