![N-(2-Fluorophenyl)[1,2,5]oxadiazolo[3,4-b]pyrazine-5,6-diamine](data:image/png;base64,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)
| Product Number | 4H56-3-2C |
| CAS | 294873-69-1 |
| MDL Number | MFCD00733555 |
| Molecular Formula | C10H7FN6O |
| Molecular Weight | 246.205 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory