![6-Bromo-7-fluorobenzo[b]furan-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 2H21-B-01 |
| CAS | 1823358-68-4 |
| MDL Number | MFCD27664866 |
| Molecular Formula | C9H4BrFO3 |
| Molecular Weight | 259.03 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H21-B-01
CAS: 1823358-68-4
Molecule Weight: 259.03
Formula: C9H4BrFO3
![Ethyl 6-bromo-7-fluorobenzo[b]furan-2-carboxylate, technical grade](data:image/png;base64,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)
PN: 2H23-B-02
CAS: 2366994-40-1
Molecule Weight: 287.084
Formula: C11H8BrFO3
PN: 2H21-B-00
CAS: 1249506-21-5
Molecule Weight: 259.03
Formula: C9H4BrFO3
PN: 2H21-9-0C
CAS: 439107-94-5
Molecule Weight: 241.04
Formula: C9H5BrO3
PN: 2H23-3-0F
CAS: 1207537-69-6
Molecule Weight: 208.188
Formula: C11H9FO3
PN: 2H23-B-00
CAS: 1404110-02-6
Molecule Weight: 287.084
Formula: C11H8BrFO3
PN: 2H21-B-02
CAS: 550998-61-3
Molecule Weight: 259.03
Formula: C9H4BrFO3
PN: 2H21-3-0C
CAS: 89197-62-6
Molecule Weight: 180.134
Formula: C9H5FO3
TSCA: Not listed on TSCA inventory