![4-[4-(Trifluoromethyl)phenyl]dihydro-2H-pyran-2,6(3H)-dione](data:image/png;base64,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)
| Product Number | 2H26-3-06 |
| CAS | 306935-53-5 |
| MDL Number | MFCD01570714 |
| Molecular Formula | C12H9F3O3 |
| Molecular Weight | 258.196 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H26-3-06
CAS: 306935-53-5
Molecule Weight: 258.196
Formula: C12H9F3O3
PN: 2H26-1-31
CAS: 4160-80-9
Molecule Weight: 190.198
Formula: C11H10O3
PN: 2H25-1-77
CAS: 61949-75-5
Molecule Weight: 176.215
Formula: C11H12O2
![2-{1-[4-(Trifluoromethyl)phenyl]cyclobutyl}acetic acid](data:image/png;base64,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)
PN: 2821-3-0T
CAS: 1358805-32-9
Molecule Weight: 258.24
Formula: C13H13F3O2
TSCA: Not listed on TSCA inventory