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)
| Product Number | 4H17-3-0R |
| CAS | 1427460-55-6 |
| MDL Number | MFCD22370025 |
| Molecular Formula | C14H10F3NO2 |
| Molecular Weight | 281.234 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory