![N-[(4E)-6-Chloro-3,4-dihydro-2H-1-benzothiopyran-4-ylidene]hydroxylamine](data:image/png;base64,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)
| Product Number | 8H47-5-E0 |
| Purity | 95 % |
| CAS | 1029134-50-6 |
| MDL Number | MFCD08056679 |
| Molecular Formula | C9H8ClNOS |
| Molecular Weight | 213.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory