![Pyrrolo[2,1-f][1,2,4]triazine-2-methanamine](data:image/png;base64,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)
| Product Number | 3H30-1-AR |
| CAS | 1367935-52-1 |
| MDL Number | MFCD22070540 |
| Molecular Formula | C7H8N4 |
| Molecular Weight | 148.169 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory