| Product Number | 2H23-1-70 |
| CAS | 24007-57-6 |
| MDL Number | MFCD25961436 |
| Molecular Formula | C11H12O4 |
| Molecular Weight | 208.213 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H23-1-70
CAS: 24007-57-6
Molecule Weight: 208.213
Formula: C11H12O4
![2,3-Dihydrobenzo[b]furan-2-carboxylic acid](data:image/png;base64,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)
PN: 2H21-1-Z0
CAS: 1914-60-9
Molecule Weight: 164.16
Formula: C9H8O3
![Ethyl 1H,2H-naphtho[2,1-b]furan-2-carboxylate](data:image/png;base64,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)
PN: 2H23-1-0F
CAS: 62019-34-5
Molecule Weight: 242.274
Formula: C15H14O3
![1H,2H-Naphtho[2,1-b]furan-2-carboxylic acid](data:image/png;base64,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)
PN: 2H21-1-0L
CAS: 24758-31-4
Molecule Weight: 214.22
Formula: C13H10O3
PN: 2H21-5-0A
CAS: 34385-94-9
Molecule Weight: 198.6
Formula: C9H7ClO3
![Methyl 2-[(3S)-6-hydroxy-2,3-dihydro-1-benzofuran-3-yl]acetate](data:image/png;base64,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)
PN: 2H29-1-48
CAS: 1000414-38-9
Molecule Weight: 208.213
Formula: C11H12O4
TSCA: Not listed on TSCA inventory