| Product Number | 2H25-1-2S |
| Purity | 95 % |
| CAS | 2688-48-4 |
| MDL Number | MFCD00005857 |
| Molecular Formula | C8H6O3 |
| Molecular Weight | 150.133 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H25-1-2S
CAS: 2688-48-4
Molecule Weight: 150.133
Formula: C8H6O3
![2,3-Dihydro-5-hydroxybenzo[b]furan](data:image/png;base64,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)
PN: 2H01-1-Y0
CAS: 40492-52-2
Molecule Weight: 136.15
Formula: C8H8O2
![Naphtho[2,1-b]furan-2(1H)-one](data:image/png;base64,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)
PN: 2H25-1-30
CAS: 4352-63-0
Molecule Weight: 184.194
Formula: C12H8O2
PN: 2721-1-09
CAS: 1758-25-4
Molecule Weight: 196.202
Formula: C10H12O4
PN: 2H23-1-76
CAS: 155852-41-8
Molecule Weight: 192.214
Formula: C11H12O3
TSCA: Not listed on TSCA inventory
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)