![2-{[(1-Eth-1-ynylbut-2-enyl)oxy]carbonyl}benzoic acid](data:image/png;base64,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)
| Product Number | 2923-1-20 |
| CAS | 175205-32-0 |
| MDL Number | MFCD00220857 |
| Molecular Formula | C14H12O4 |
| Molecular Weight | 244.246 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2923-1-20
CAS: 175205-32-0
Molecule Weight: 244.246
Formula: C14H12O4
PN: 2623-1-76
CAS: 33693-84-4
Molecule Weight: 222.24
Formula: C12H14O4
PN: 2623-1-77
CAS: 907948-73-6
Molecule Weight: 206.241
Formula: C12H14O3
![2-{[(1-Hydroxyprop-2-yn-1-yl)oxy]carbonyl}benzoic acid](data:image/png;base64,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)
PN: 2929-1-34
CAS: 42969-62-0
Molecule Weight: 220.18
Formula: C11H8O5
TSCA: Not listed on TSCA inventory
