![Bis[1-(4-fluorophenyl)carbamimidamido] 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)
| Product Number | 4641-3-02 |
| Synonyms | N-(4-Fluorophenyl)guanidine oxalate |
| Purity | 97 % |
| CAS | 1980014-65-0 |
| MDL Number | MFCD26408124 |
| Molecular Formula | C16H14F2N6O4 |
| Molecular Weight | 392.323 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory