![ethyl[(methylthio)(propylamino)methylidene]ammonium 4-methylbenzene-1-sulfonate](data:image/png;base64,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)
| Product Number | 8664-1-20 |
| CAS | 249278-30-6 |
| MDL Number | MFCD00213739 |
| Molecular Formula | C14H24N2O3S2 |
| Molecular Weight | 332.48 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory