![3,4-Dihydro-4,4-dimethyl-1,3,5-triazino[1,2-a]benzimidazol-2-amine](data:image/png;base64,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)
| Product Number | 3H30-1-HT |
| CAS | 325738-83-8 |
| MDL Number | MFCD02323006 |
| Molecular Formula | C11H13N5 |
| Molecular Weight | 215.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory