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)
| Product Number | 4H56-1-GV |
| Purity | 97 % |
| CAS | 139645-23-1 |
| MDL Number | MFCD18802468 |
| Molecular Formula | C7H7NO3 |
| Molecular Weight | 153.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory