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)
| Product Number | 3H41-3-02 |
| Synonyms | 6-Fluoroimidazo[1,2-a]pyridine-3-carboxamidine |
| Purity | 97 % |
| CAS | 1220039-94-0 |
| MDL Number | MFCD15474976 |
| Molecular Formula | C8H7FN4 |
| Molecular Weight | 178.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory