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)
| Product Number | 3H32-3-CB |
| Purity | 97 % |
| CAS | 73221-25-7 |
| MDL Number | MFCD19705789 |
| Molecular Formula | C7H4F3N3 |
| Molecular Weight | 187.125 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory