| Product Number | 4H56-3-Z3 |
| Synonyms | 1-(1-Benzylpyrrolidin-3-yl)-2,2,2-trifluoroethan-1-one |
| CAS | 1283719-11-8 |
| MDL Number | MFCD18800678 |
| Molecular Formula | C13H14F3NO |
| Molecular Weight | 257.256 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-3-Z3
CAS: 1283719-11-8
Molecule Weight: 257.256
Formula: C13H14F3NO
PN: 4H56-3-Z5
CAS: 1182349-49-0
Molecule Weight: 271.283
Formula: C14H16F3NO
PN: 4H56-3-Z4
CAS: 1159982-63-4
Molecule Weight: 271.283
Formula: C14H16F3NO
PN: 4H56-7-2S
CAS: 1198285-40-3
Molecule Weight: 321.72
Formula: C14H15ClF3NO2
PN: 4H22-3-16
CAS: 1198286-70-2
Molecule Weight: 361.317
Formula: C16H18F3NO5
PN: 4H15-3-79
CAS: 874218-16-3
Molecule Weight: 257.256
Formula: C13H14F3NO
PN: 4H56-3-C6
CAS: 373604-45-6
Molecule Weight: 257.256
Formula: C13H14F3NO
![3-Benzyl-3-azabicyclo[3.2.1]octan-8-one](data:image/png;base64,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)
PN: 4H56-1-827
CAS: 83507-33-9
Molecule Weight: 215.296
Formula: C14H17NO
TSCA: Not listed on TSCA inventory