| Product Number | 6H23-9-02 |
| Synonyms | 4-Bromo-3-methoxy-2-(methoxycarbonyl)thiophene; Methyl 4-bromo-3-methoxy-2-thenoate |
| Purity | 97 % |
| CAS | 110545-67-0 |
| MDL Number | MFCD00173933 |
| Molecular Formula | C7H7BrO3S |
| Molecular Weight | 251.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H23-9-02
CAS: 110545-67-0
Molecule Weight: 251.09
Formula: C7H7BrO3S
PN: 6H29-9-01
CAS: 95201-93-7
Molecule Weight: 237.07
Formula: C6H5BrO3S
PN: 6H29-9-02
CAS: 96232-71-2
Molecule Weight: 315.96
Formula: C6H4Br2O3S
PN: 6H23-1-13
CAS: 139926-22-0
Molecule Weight: 186.23
Formula: C8H10O3S
PN: 6H66-9-0A
CAS: 120715-53-9
Molecule Weight: 315.96
Formula: C6H4Br2O3S
![Methyl 4-bromo-3-[(2,3,3-trichloroacryloyl)oxy]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-D-01
CAS: 648859-31-8
Molecule Weight: 394.44
Formula: C9H4BrCl3O4S
Melting Point: 75-77 ℃
TSCA: Not listed on TSCA inventory