![2-{[(Dimethylamino)methylidene]amino}-3-[2-(3-nitrophenyl)-2-oxoethyl]-1,3-thiazol-3-ium bromide](data:image/png;base64,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)
| Product Number | 8H54-9-04 |
| CAS | 244640-14-0 |
| MDL Number | MFCD00113936 |
| Molecular Formula | C14H15BrN4O3S |
| Molecular Weight | 399.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory