| Product Number | 6666-1-11 |
| CAS | 135-13-7 |
| MDL Number | MFCD00021761 |
| Molecular Formula | C9H8O4S |
| Molecular Weight | 212.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6666-1-11
CAS: 135-13-7
Molecule Weight: 212.22
Formula: C9H8O4S
![2-[(2-Ethoxy-2-oxoethyl)thio]benzoic acid](data:image/png;base64,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)
PN: 6666-1-08
CAS: 18926-41-5
Molecule Weight: 240.27
Formula: C11H12O4S
PN: 6666-1-0J
CAS: 41394-95-0
Molecule Weight: 196.26
Formula: C10H12O2S
PN: 6666-1-0K
CAS: 21213-10-5
Molecule Weight: 196.26
Formula: C10H12O2S
![2-[(3,3,3-Trifluoro-2-hydroxypropyl)thio]benzoic acid](data:image/png;base64,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)
PN: 6666-3-07
CAS: 886361-21-3
Molecule Weight: 266.23
Formula: C10H9F3O3S
TSCA: Not listed on TSCA inventory
