| Product Number | 4H17-3-Y3 |
| Synonyms | tert-Butyl 3-fluoro-4-oxopiperidine-1-carboxylate; 1-(tert-Butoxycarbonyl)-3-fluoro-4-oxopiperidine |
| CAS | 211108-50-8 |
| MDL Number | MFCD10566554 |
| Molecular Formula | C10H16FNO3 |
| Molecular Weight | 217.24 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H17-3-Y3
CAS: 211108-50-8
Molecule Weight: 217.24
Formula: C10H16FNO3
PN: 4H56-3-0L
CAS: 1215071-17-2
Molecule Weight: 235.231
Formula: C10H15F2NO3
PN: 4H56-3-7W
CAS: 1400264-85-8
Molecule Weight: 253.246
Formula: C10H17F2NO4
![8-Boc-2-Fluoro-8-azabicyclo[3.2.1]octan-3-one](data:image/png;base64,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)
PN: 4H56-3-8E
CAS: 1404196-37-7
Molecule Weight: 243.278
Formula: C12H18FNO3
PN: 4H51-3-S1
CAS: 1174020-44-0
Molecule Weight: 219.256
Formula: C10H18FNO3
PN: 4H51-3-R2
CAS: 955029-44-4
Molecule Weight: 219.256
Formula: C10H18FNO3
PN: 4H51-3-34
CAS: 1174020-40-6
Molecule Weight: 219.256
Formula: C10H18FNO3
PN: 4H51-3-35
CAS: 955028-88-3
Molecule Weight: 219.256
Formula: C10H18FNO3
TSCA: Not listed on TSCA inventory