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)
| Product Number | 8669-1-87 |
| Purity | 95 % |
| CAS | 890094-43-6 |
| MDL Number | MFCD07658141 |
| Molecular Formula | C11H13NO5S |
| Molecular Weight | 271.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8669-1-87
CAS: 890094-43-6
Molecule Weight: 271.29
Formula: C11H13NO5S
PN: 8669-1-86
CAS: 50283-86-8
Molecule Weight: 287.33
Formula: C12H17NO5S
PN: 8H68-1-00
CAS: 929973-72-8
Molecule Weight: 242.29
Formula: C10H14N2O3S
TSCA: Not listed on TSCA inventory