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3-[(4-bromobenzene)amido]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 8H66-9-14 |
| CAS | 355384-02-0 |
| MDL Number | MFCD01341388 |
| Molecular Formula | C13H10BrNO3S |
| Molecular Weight | 340.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-9-14
CAS: 355384-02-0
Molecule Weight: 340.19
Formula: C13H10BrNO3S
![Methyl 3-{[3-(chloromethyl)benzoyl]amino}thiophene-2-carboxylate](data:image/png;base64,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)
PN: 8H58-5-28
CAS: 306935-11-5
Molecule Weight: 309.76
Formula: C14H12ClNO3S
![3-{[3-(chloromethyl)benzoyl]amino}thiophene-2-Carboxylic acid](data:image/png;base64,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)
PN: 8H58-5-12
CAS: 648858-97-3
Molecule Weight: 295.74
Formula: C13H10ClNO3S
![Methyl 3-[(2-bromoacetyl)amino]thiophene-2-carboxylate, tech](data:image/png;base64,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)
PN: 8H58-9-X2
CAS: 227958-47-6
Molecule Weight: 278.12
Formula: C8H8BrNO3S
TSCA: Not listed on TSCA inventory