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5-chlorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 6H23-5-01 |
| CAS | 35212-96-5 |
| MDL Number | MFCD09027104 |
| Molecular Formula | C10H7ClO2S |
| Molecular Weight | 226.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H23-5-01
CAS: 35212-96-5
Molecule Weight: 226.67
Formula: C10H7ClO2S
![5-Chlorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-5-X2
CAS: 13771-75-0
Molecule Weight: 212.65
Formula: C9H5ClO2S
![Methyl 4-chlorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-5-03
CAS: 35212-95-4
Molecule Weight: 226.67
Formula: C10H7ClO2S
![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
![Methyl 6-chlorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-5-04
CAS: 104795-85-9
Molecule Weight: 226.67
Formula: C10H7ClO2S
![Methyl benzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-1-0F
CAS: 22913-24-2
Molecule Weight: 192.23
Formula: C10H8O2S
PN: 6H23-5-0A
CAS: 1207537-67-4
Molecule Weight: 240.7
Formula: C11H9ClO2S
PN: 6H60-5-00
CAS: 90407-15-1
Molecule Weight: 240.7
Formula: C11H9ClO2S
Melting Point: 113-115 ℃
TSCA: Not listed on TSCA inventory