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)
| Product Number | 8669-1-Z2 |
| Purity | 98 % |
| CAS | 226396-31-2 |
| MDL Number | MFCD06659864 |
| Molecular Formula | C7H10BNO4S |
| Molecular Weight | 215.03 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 154-156 ℃
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000