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)
| Product Number | 8H65-1-16 |
| Synonyms | 6-[(1,4'bipiperidin)-1'-ylsulfonyl]-1-hydroxy-1H-benzotriazole |
| Purity | 97 % |
| CAS | 227471-63-8 |
| MDL Number | MFCD04114694 |
| Molecular Formula | C16H23N5O3S |
| Molecular Weight | 365.45 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 25 g | 100 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 8H65-1-16
CAS: 227471-63-8
Molecule Weight: 365.45
Formula: C16H23N5O3S
Melting Point: 195-200 ℃
Flash Point: >110 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory