| Product Number | 6H23-1-14 |
| CAS | 139926-23-1 |
| MDL Number | MFCD00205205 |
| Molecular Formula | C7H8O3S |
| Molecular Weight | 172.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H23-1-14
CAS: 139926-23-1
Molecule Weight: 172.2
Formula: C7H8O3S
PN: 6H66-1-Y3
CAS: 60166-83-8
Molecule Weight: 158.17
Formula: C6H6O3S
PN: 6H23-1-13
CAS: 139926-22-0
Molecule Weight: 186.23
Formula: C8H10O3S
PN: 6H66-1-X2
CAS: 5118-07-0
Molecule Weight: 144.14
Formula: C5H4O3S
PN: 6H66-1-55
CAS: 186588-84-1
Molecule Weight: 248.3
Formula: C13H12O3S
PN: 6H29-1-X3
CAS: 5118-06-9
Molecule Weight: 158.17
Formula: C6H6O3S
![3-[(4-Fluorobenzyl)oxy]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-3-11
CAS: 303147-78-6
Molecule Weight: 252.26
Formula: C12H9FO3S
Melting Point: 121-123 ℃
TSCA: Not listed on TSCA inventory