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)
| Product Number | 4H56-1-0PX |
| CAS | 406192-63-0 |
| MDL Number | MFCD11553052 |
| Molecular Formula | C9H7N3O4 |
| Molecular Weight | 221.172 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-1-0PX
CAS: 406192-63-0
Molecule Weight: 221.172
Formula: C9H7N3O4
![2-Acetyl-5-nitrobenzo[b]furan](data:image/png;base64,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)
PN: 4H54-1-JQ
CAS: 23136-39-2
Molecule Weight: 205.169
Formula: C10H7NO4
![Benzo[b]furan-2-carbohydrazide](data:image/png;base64,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)
PN: 4H56-1-7N
CAS: 42974-19-6
Molecule Weight: 176.175
Formula: C9H8N2O2
PN: 4H54-1-29
CAS: 10242-12-3
Molecule Weight: 207.141
Formula: C9H5NO5
TSCA: Not listed on TSCA inventory