| Product Number | 1900-7-00 |
| CAS | 680214-58-8 |
| MDL Number | MFCD01935788 |
| Molecular Formula | C15H12ClF |
| Molecular Weight | 246.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 1900-7-00
CAS: 680214-58-8
Molecule Weight: 246.71
Formula: C15H12ClF
![2-[4-(Bromomethyl)styryl]-1-chloro-3-fluorobenzene](data:image/png;base64,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)
PN: 1900-F-02
CAS: 680214-59-9
Molecule Weight: 325.61
Formula: C15H11BrClF
TSCA: Not listed on TSCA inventory
