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)
| Product Number | 8H66-1-8D |
| CAS | 926273-18-9 |
| MDL Number | MFCD09047601 |
| Molecular Formula | C9H9NO3S |
| Molecular Weight | 211.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-1-8D
CAS: 926273-18-9
Molecule Weight: 211.24
Formula: C9H9NO3S
![Methyl 3-[(3-chloro-2,2-dimethylpropanoyl)amino]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 8H58-5-32
CAS: 339100-27-5
Molecule Weight: 275.75
Formula: C11H14ClNO3S
PN: 8H58-1-Y1
CAS: 50901-18-3
Molecule Weight: 185.2
Formula: C7H7NO3S
![3-[(2-Chloroacetyl)amino]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 8H58-5-10
CAS: 648858-95-1
Molecule Weight: 219.64
Formula: C7H6ClNO3S
TSCA: Not listed on TSCA inventory