| Product Number | 8H23-5-0D |
| CAS | 181283-33-0 |
| MDL Number | MFCD25960235 |
| Molecular Formula | C10H8ClNO2S |
| Molecular Weight | 241.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H23-5-0D
CAS: 181283-33-0
Molecule Weight: 241.69
Formula: C10H8ClNO2S
PN: 8H23-5-0C
CAS: 1026241-99-5
Molecule Weight: 241.69
Formula: C10H8ClNO2S
![Methyl 3-aminobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 8H58-1-17
CAS: 35212-85-2
Molecule Weight: 207.25
Formula: C10H9NO2S
PN: 8H23-5-0B
CAS: 35212-87-4
Molecule Weight: 241.69
Formula: C10H8ClNO2S
PN: 8H23-5-0E
CAS: 35212-86-3
Molecule Weight: 241.69
Formula: C10H8ClNO2S
PN: 8H58-1-0C
CAS: 34761-09-6
Molecule Weight: 221.27
Formula: C11H11NO2S
![Methyl 7-chlorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-5-02
CAS: 550998-56-6
Molecule Weight: 226.67
Formula: C10H7ClO2S
PN: 8H58-5-0A
CAS: 67189-92-8
Molecule Weight: 255.72
Formula: C11H10ClNO2S
TSCA: Not listed on TSCA inventory