![2-[(2-Ethoxy-2-oxoethyl)thio]benzoic acid](data:image/png;base64,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)
| Product Number | 6666-1-08 |
| CAS | 18926-41-5 |
| MDL Number | MFCD02364338 |
| Molecular Formula | C11H12O4S |
| Molecular Weight | 240.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6666-1-08
CAS: 18926-41-5
Molecule Weight: 240.27
Formula: C11H12O4S
PN: 6666-1-11
CAS: 135-13-7
Molecule Weight: 212.22
Formula: C9H8O4S
PN: 6666-9-04
CAS: 1341391-39-6
Molecule Weight: 289.14
Formula: C10H9BrO3S
Melting Point: 113-114 ℃
TSCA: Not listed on TSCA inventory
