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)
| Product Number | 2H10-9-48 |
| Synonyms | (7-Bromo-2,3-dihydro-1-benzofuran-5-yl)methanol |
| CAS | 501430-83-7 |
| MDL Number | MFCD22375453 |
| Molecular Formula | C9H9BrO2 |
| Molecular Weight | 229.073 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H10-9-48
CAS: 501430-83-7
Molecule Weight: 229.073
Formula: C9H9BrO2
![7-Bromo-2,3-dihydrobenzo[b]furan-5-carboxaldehyde](data:image/png;base64,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)
PN: 2H15-9-X1
CAS: 875551-14-7
Molecule Weight: 227.057
Formula: C9H7BrO2
PN: 2H10-9-0H
CAS: 206347-30-0
Molecule Weight: 199.047
Formula: C8H7BrO
![2,3-Dihydro-5-(hydroxymethyl)benzo[b]furan](data:image/png;base64,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)
PN: 2H01-1-X8
CAS: 103262-35-7
Molecule Weight: 150.177
Formula: C9H10O2
PN: 2H10-9-31
CAS: 123266-59-1
Molecule Weight: 277.943
Formula: C8H6Br2O
![5-Bromo-2,3-dihydrobenzo[b]furan](data:image/png;base64,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)
PN: 2H10-9-X6
CAS: 66826-78-6
Molecule Weight: 199.047
Formula: C8H7BrO
PN: 2H21-9-0B
CAS: 196597-68-9
Molecule Weight: 271.11
Formula: C11H11BrO3
PN: 2H02-1-0A
CAS: 7228-49-1
Molecule Weight: 164.204
Formula: C10H12O2
Melting Point: 40-42 ℃
TSCA: Not listed on TSCA inventory