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)
| Product Number | 8H69-1-57 |
| CAS | 301331-16-8 |
| MDL Number | MFCD00227564 |
| Molecular Formula | C10H13N3O4S |
| Molecular Weight | 271.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-1-57
CAS: 301331-16-8
Molecule Weight: 271.29
Formula: C10H13N3O4S
PN: 8669-1-51
CAS: 23530-42-9
Molecule Weight: 244.27
Formula: C9H12N2O4S
PN: 8669-1-X2
CAS: 23530-40-7
Molecule Weight: 216.21
Formula: C7H8N2O4S
Melting Point: 146-148 ℃
TSCA: Not listed on TSCA inventory