| Product Number | 2H25-1-88 |
| CAS | 3993-57-5 |
| MDL Number | MFCD00088614 |
| Molecular Formula | C13H12O3 |
| Molecular Weight | 216.236 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![7-[(2-Bromoallyl)oxy]-4-methyl-2H-chromen-2-one](data:image/png;base64,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)
PN: 2H25-9-07
CAS: 72478-67-2
Molecule Weight: 295.132
Formula: C13H11BrO3
PN: 2H25-1-87
CAS: 116703-26-5
Molecule Weight: 272.3
Formula: C16H16O4
PN: 2H25-3-11
CAS: 115453-82-2
Molecule Weight: 258.196
Formula: C12H9F3O3
TSCA: Not listed on TSCA inventory
