| Product Number | 7H33-5-09 |
| CAS | 849776-43-8 |
| MDL Number | MFCD03306023 |
| Molecular Formula | C10H12ClNS |
| Molecular Weight | 213.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 7H33-5-09
CAS: 849776-43-8
Molecule Weight: 213.72
Formula: C10H12ClNS
![2-(Aminomethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 7H30-1-Y2
CAS: 6314-43-8
Molecule Weight: 163.24
Formula: C9H9NS
TSCA: Not listed on TSCA inventory
![2-Methylbenzo[b]thiophene](data:image/png;base64,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)