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2-cyano-3-[3-(trifluoromethyl)phenyl]acrylate](data:image/png;base64,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)
| Product Number | 4837-3-Y0 |
| CAS | 149550-20-9 |
| MDL Number | MFCD03283527 |
| Molecular Formula | C13H10F3NO2 |
| Molecular Weight | 269.223 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4837-3-Y0
CAS: 149550-20-9
Molecule Weight: 269.223
Formula: C13H10F3NO2
![Ethyl 2-cyano-3-[4-(trifluoromethyl)phenyl]acrylate](data:image/png;base64,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)
PN: 4837-3-X4
CAS: 149550-21-0
Molecule Weight: 269.223
Formula: C13H10F3NO2
PN: 4937-1-00
CAS: 18153-16-7
Molecule Weight: 226.235
Formula: C13H10N2O2
PN: 4937-1-X6
CAS: 2017-88-1
Molecule Weight: 215.252
Formula: C13H13NO2
Melting Point: 77-82 ℃
Hazard Statement: H302-H312-H315-H319-H332-H335
TSCA: Not listed on TSCA inventory