![(2Z)-2-[(2-Fluorophenyl)methylidene]-6-hydroxy-1-benzofuran-3-one](data:image/png;base64,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)
| Product Number | 2H20-3-Z1 |
| CAS | 637753-50-5 |
| MDL Number | MFCD04065084 |
| Molecular Formula | C15H9FO3 |
| Molecular Weight | 256.232 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H20-3-Z1
CAS: 637753-50-5
Molecule Weight: 256.232
Formula: C15H9FO3
![(2Z)-2-[(4-Fluorophenyl)methylidene]-6-hydroxy-1-benzofuran-3-one](data:image/png;base64,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)
PN: 2H20-3-Z2
CAS: 139311-84-5
Molecule Weight: 256.232
Formula: C15H9FO3
TSCA: Not listed on TSCA inventory