![6-Bromo-3-(trifluoromethyl)benzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
| Product Number | 6H15-B-04 |
| CAS | 2166684-08-6 |
| MDL Number | MFCD29431297 |
| Molecular Formula | C10H4BrF3OS |
| Molecular Weight | 309.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H15-B-04
CAS: 2166684-08-6
Molecule Weight: 309.1
Formula: C10H4BrF3OS
![4-Bromo-3-(trifluoromethyl)benzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-B-06
CAS: 2169644-07-7
Molecule Weight: 309.1
Formula: C10H4BrF3OS
![6-Bromo-3-(trifluoromethyl)benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-B-06
CAS: 826995-54-4
Molecule Weight: 325.1
Formula: C10H4BrF3O2S
![5-Bromo-3-(trifluoromethyl)benzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-B-03
CAS: 2169338-25-2
Molecule Weight: 309.1
Formula: C10H4BrF3OS
![7-Bromo-3-(trifluoromethyl)benzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-B-07
CAS: 2166848-19-5
Molecule Weight: 309.1
Formula: C10H4BrF3OS
![6-Bromo-2-(hydroxymethyl)-3-(trifluoromethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-B-06
CAS: 2089810-65-9
Molecule Weight: 311.12
Formula: C10H6BrF3OS
![4-Bromo-3-(trifluoromethyl)benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-B-07
CAS:
Molecule Weight: 325.1
Formula: C10H4BrF3O2S
![5-Bromo-3-(trifluoromethyl)benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-B-03
CAS: 826995-52-2
Molecule Weight: 325.1
Formula: C10H4BrF3O2S
TSCA: Not listed on TSCA inventory