| Product Number | 8H66-9-15 |
| CAS | 1216708-87-0 |
| MDL Number | MFCD11505028 |
| Molecular Formula | C11H10BrNO2S |
| Molecular Weight | 300.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-9-15
CAS: 1216708-87-0
Molecule Weight: 300.17
Formula: C11H10BrNO2S
![Methyl 3-amino-6-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 8H58-9-X0
CAS: 1017782-63-6
Molecule Weight: 286.14
Formula: C10H8BrNO2S
![Ethyl 3-amino-4-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 8H66-9-28
CAS: 1227954-68-8
Molecule Weight: 300.17
Formula: C11H10BrNO2S
PN: 8H58-1-0C
CAS: 34761-09-6
Molecule Weight: 221.27
Formula: C11H11NO2S
PN: 8H66-9-16
CAS: 1308649-79-7
Molecule Weight: 300.17
Formula: C11H10BrNO2S
![Methyl 3-amino-4-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 8H66-9-25
CAS: 1980045-04-2
Molecule Weight: 286.14
Formula: C10H8BrNO2S
![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
![Methyl 3-amino-5-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 8H66-9-24
CAS: 1036380-75-2
Molecule Weight: 286.14
Formula: C10H8BrNO2S
TSCA: Not listed on TSCA inventory