| Product Number | 2H10-5-0E |
| Purity | 95 % |
| CAS | 76429-69-1 |
| MDL Number | MFCD01566475 |
| Molecular Formula | C8H7ClO |
| Molecular Weight | 154.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H10-5-0E
CAS: 76429-69-1
Molecule Weight: 154.59
Formula: C8H7ClO
![5-Chlorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-5-18
CAS: 3261-05-0
Molecule Weight: 168.58
Formula: C8H5ClO2
![5,7-Dichlorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H25-5-X1
CAS: 74815-20-6
Molecule Weight: 203.02
Formula: C8H4Cl2O2
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)
PN: 2H17-5-20
CAS: 3260-94-4
Molecule Weight: 168.58
Formula: C8H5ClO2
TSCA: Not listed on TSCA inventory
![2,3-Dihydrobenzo[b]furan](data:image/png;base64,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)
