![3-[3-(Trifluoromethyl)benzyloxy]thiophene-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 6H21-3-01 |
| Purity | 97 % |
| CAS | 339009-59-5 |
| MDL Number | MFCD00173491 |
| Molecular Formula | C13H9F3O3S |
| Molecular Weight | 302.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H21-3-01
CAS: 339009-59-5
Molecule Weight: 302.27
Formula: C13H9F3O3S
![Methyl 3-[3-(trifluoromethyl)benzyloxy]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-3-16
CAS: 343375-98-4
Molecule Weight: 316.29
Formula: C14H11F3O3S
![3-[(4-Fluorobenzyl)oxy]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-3-11
CAS: 303147-78-6
Molecule Weight: 252.26
Formula: C12H9FO3S
PN: 6H66-1-55
CAS: 186588-84-1
Molecule Weight: 248.3
Formula: C13H12O3S
![Methyl 3-[(4-fluorobenzyl)oxy]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-3-01
CAS: 338417-95-1
Molecule Weight: 266.29
Formula: C13H11FO3S
Melting Point: 118-120 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900