| Product Number | 4H56-3-9S |
| CAS | 1303973-02-5 |
| MDL Number | MFCD18909852 |
| Molecular Formula | C11H21FN2O2 |
| Molecular Weight | 232.299 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-3-9S
CAS: 1303973-02-5
Molecule Weight: 232.299
Formula: C11H21FN2O2
PN: 4H48-1-N6
CAS: 140645-23-4
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-C4
CAS: 162167-97-7
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-TB
CAS: 140645-24-5
Molecule Weight: 214.309
Formula: C11H22N2O2
![[3-(N-Methyl)aminomethyl, N-Boc protected]piperidine](data:image/png;base64,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)
PN: 4H51-1-78
CAS: 169750-76-9
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: 4H56-3-9T
CAS: 1303972-97-5
Molecule Weight: 233.283
Formula: C11H20FNO3
PN: 4H51-3-19
CAS: 1255098-67-9
Molecule Weight: 268.28
Formula: C11H19F3N2O2
![tert-Butyl 3,7-diazabicyclo[3.3.1]nonane-3-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H51-5-02
CAS: 1523617-92-6
Molecule Weight: 262.78
Formula: C12H23ClN2O2
TSCA: Not listed on TSCA inventory