![1,2,3-Trimethyl-4,9-dioxo-4,9-dihydro-3H-naphtho[2,3-d]imidazol-1-ium methanesulfonate](data:image/png;base64,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)
| Product Number | 8H64-1-57 |
| CAS | 330196-52-6 |
| MDL Number | MFCD00832029 |
| Molecular Formula | C15H16N2O5S |
| Molecular Weight | 336.36 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory