![4-[4-(2,6-Difluorophenyl)-1,3-dithiol-2-ylidene]-1,4-thiazinan-4-ium sulfonate](data:image/png;base64,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)
| Product Number | 8H64-3-00 |
| CAS | 286464-11-7 |
| MDL Number | MFCD28045521 |
| Molecular Formula | C13H12F2NO4S4 |
| Molecular Weight | 412.48 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory