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)
| Product Number | 4H56-1-817 |
| Purity | 97.0 % |
| CAS | 1349719-23-8 |
| MDL Number | MFCD20233039 |
| Molecular Formula | C10H13NO2 |
| Molecular Weight | 179.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory