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)
| Product Number | 2620-1-42 |
| CAS | 53002-66-7 |
| MDL Number | MFCD00100582 |
| Molecular Formula | C12H16O4 |
| Molecular Weight | 224.256 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2620-1-42
CAS: 53002-66-7
Molecule Weight: 224.256
Formula: C12H16O4
PN: 2629-1-1S
CAS: 77956-92-4
Molecule Weight: 208.213
Formula: C11H12O4
![1-[2-Hydroxy-6-(2-hydroxypropoxy)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 2620-1-39
CAS: 3361-17-9
Molecule Weight: 210.229
Formula: C11H14O4
PN: 2621-1-3L
CAS: 1878-62-2
Molecule Weight: 194.186
Formula: C10H10O4
PN: 2615-1-2Q
CAS: 92637-96-2
Molecule Weight: 180.203
Formula: C10H12O3
PN: 2920-1-X1
CAS: 23226-84-8
Molecule Weight: 192.214
Formula: C11H12O3
PN: 2620-1-33
CAS: 249278-25-9
Molecule Weight: 222.284
Formula: C13H18O3
TSCA: Not listed on TSCA inventory
