![Methyl 2-[(3S)-6-hydroxy-2,3-dihydro-1-benzofuran-3-yl]acetate](data:image/png;base64,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)
| Product Number | 2H29-1-48 |
| Purity | 97.0 % |
| CAS | 1000414-38-9 |
| MDL Number | MFCD20488619 |
| Molecular Formula | C11H12O4 |
| Molecular Weight | 208.213 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H29-1-48
CAS: 1000414-38-9
Molecule Weight: 208.213
Formula: C11H12O4
PN: 2H23-1-70
CAS: 24007-57-6
Molecule Weight: 208.213
Formula: C11H12O4
Hazard Statement: H302-H312-H315-H319-H332-H335
TSCA: Not listed on TSCA inventory