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)
| Product Number | 4H58-3-8V |
| CAS | 2006277-43-4 |
| MDL Number | MFCD28977389 |
| Molecular Formula | C11H8FNO4 |
| Molecular Weight | 237.186 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory