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)
| Product Number | 3837-B-0W |
| CAS | 2385529-04-2 |
| MDL Number | |
| Molecular Formula | C9H4BrF4N |
| Molecular Weight | 282.036 |
| Units | Price (USD) | Availability |
|---|
PN: 3837-B-0W
CAS: 2385529-04-2
Molecule Weight: 282.036
Formula: C9H4BrF4N
PN: 3837-B-04
CAS: 1159512-69-2
Molecule Weight: 264.045
Formula: C9H5BrF3N
![2-[4-Bromo-2-fluoro-3-(trifluoromethyl)phenyl]-2-hydroxyacetonitrile](data:image/png;base64,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)
PN: 4839-B-00
CAS:
Molecule Weight: 298.035
Formula: C9H4BrF4NO
![2-[2-Fluoro-3-(trifluoromethyl)phenyl]acetonitrile](data:image/png;base64,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)
PN: 3837-3-23
CAS: 239087-10-6
Molecule Weight: 203.14
Formula: C9H5F4N
PN: 3837-B-0L
CAS: 2092340-69-5
Molecule Weight: 282.036
Formula: C9H4BrF4N
PN: 3837-3-48
CAS: 1706438-79-0
Molecule Weight: 217.167
Formula: C10H7F4N
PN: 2817-B-0M
CAS: 2384288-98-4
Molecule Weight: 285.036
Formula: C9H5BrF4O
PN: 3837-B-01
CAS: 732306-26-2
Molecule Weight: 264.045
Formula: C9H5BrF3N
TSCA: Not listed on TSCA inventory