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)
| Product Number | 4H18-1-36 |
| CAS | 82470-72-2 |
| MDL Number | MFCD00228545 |
| Molecular Formula | C15H11NO3 |
| Molecular Weight | 253.257 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory