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)
| Product Number | 4837-3-X8 |
| Synonyms | [3-(Trifluoromethyl)benzoyl](fluoro)acetonitrile; 3-[Cyano(fluoro)acetyl]benzotrifluoride |
| CAS | 1263063-11-1 |
| MDL Number | MFCD18426514 |
| Molecular Formula | C10H5F4NO |
| Molecular Weight | 231.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4837-3-X8
CAS: 1263063-11-1
Molecule Weight: 231.15
Formula: C10H5F4NO
PN: 4837-3-X2
CAS: 27328-86-5
Molecule Weight: 213.159
Formula: C10H6F3NO
PN: 4837-3-X9
CAS: 267880-81-9
Molecule Weight: 281.157
Formula: C11H5F6NO
PN: 2817-3-13
CAS: 1533-03-5
Molecule Weight: 202.176
Formula: C10H9F3O
PN: 2817-3-18
CAS: 85068-34-4
Molecule Weight: 270.174
Formula: C11H8F6O
PN: 2817-3-X3
CAS: 721-37-9
Molecule Weight: 242.12
Formula: C9H4F6O
PN: 2717-3-0E
CAS:
Molecule Weight: 238.157
Formula: C10H7F5O
PN: 4837-K-00
CAS: 1823517-15-2
Molecule Weight: 339.056
Formula: C10H5F3INO
TSCA: Not listed on TSCA inventory