| Product Number | 7H37-1-0H |
| Purity | 95 % |
| CAS | 55219-11-9 |
| MDL Number | MFCD09751294 |
| Molecular Formula | C9H5NS |
| Molecular Weight | 159.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7H37-5-00
CAS: 28989-29-9
Molecule Weight: 193.65
Formula: C9H4ClNS
![4-Bromobenzo[b]thiophene-2-carbonitrile](data:image/png;base64,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)
PN: 7H37-9-X5
CAS: 1312118-13-0
Molecule Weight: 238.1
Formula: C9H4BrNS
PN: 7H37-3-13
CAS: 2121705-26-6
Molecule Weight: 227.2
Formula: C10H4F3NS
![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
![2-(Hydroxymethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-1-X4
CAS: 17890-56-1
Molecule Weight: 164.22
Formula: C9H8OS
![Benzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-1-X6
CAS: 3541-37-5
Molecule Weight: 162.21
Formula: C9H6OS
TSCA: Not listed on TSCA inventory
![2-Methylbenzo[b]thiophene](data:image/png;base64,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)