![2-(2,3-Dihydrobenzo[b]furan-5-yl)-1,3-thiazole-4-carboxylic acid](data:image/png;base64,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)
| Product Number | 8H21-1-04 |
| Synonyms | 2-(2,3-Dihydro-1-benzofuran-5-yl)-1,3-thiazole-4-carboxylic acid; 4-Carboxy-2-(2,3-dihydro-1-benzofuran-5-yl)-1,3-thiazole |
| CAS | 368869-97-0 |
| MDL Number | MFCD01313485 |
| Molecular Formula | C12H9NO3S |
| Molecular Weight | 247.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H21-1-04
CAS: 368869-97-0
Molecule Weight: 247.27
Formula: C12H9NO3S
![2-(2,3-Dihydrobenzo[b]furan-5-yl)thiazole-4-carbonyl chloride](data:image/png;base64,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)
PN: 8H16-5-07
CAS: 306936-10-7
Molecule Weight: 265.71
Formula: C12H8ClNO2S
PN: 8H21-1-36
CAS: 132307-22-3
Molecule Weight: 265.28
Formula: C12H11NO4S
PN: 8H70-1-Q4
CAS: 57677-79-9
Molecule Weight: 263.31
Formula: C13H13NO3S
PN: 8H21-1-37
CAS: 115299-07-5
Molecule Weight: 235.26
Formula: C11H9NO3S
![2-(2,3-Dihydrobenzo[b]furan-5-yl)-4-methyl-1,3-thiazole-5-carbonyl chloride](data:image/png;base64,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)
PN: 8H16-5-08
CAS: 306936-09-4
Molecule Weight: 279.74
Formula: C13H10ClNO2S
Melting Point: 210-214 ℃
TSCA: Not listed on TSCA inventory