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)
| Product Number | 4H07-3-20 |
| CAS | 1206524-03-9 |
| MDL Number | MFCD23382062 |
| Molecular Formula | C10H12F5N3O |
| Molecular Weight | 285.218 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory