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)
| Product Number | 2607-1-0D |
| Purity | 95 % |
| CAS | 385383-49-3 |
| MDL Number | MFCD03001238 |
| Molecular Formula | C11H12O3 |
| Molecular Weight | 192.214 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2607-1-0D
CAS: 385383-49-3
Molecule Weight: 192.214
Formula: C11H12O3
![[3-Methoxy-4-(prop-2-yn-1-yloxy)phenyl]methanol](data:image/png;base64,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)
PN: 2607-1-0E
CAS: 385383-48-2
Molecule Weight: 192.214
Formula: C11H12O3
PN: 2608-1-0G
CAS: 61813-58-9
Molecule Weight: 182.219
Formula: C10H14O3
PN: 2615-1-0F
CAS: 145654-01-9
Molecule Weight: 190.198
Formula: C11H10O3
PN: 2H01-1-14
CAS: 39270-39-8
Molecule Weight: 166.176
Formula: C9H10O3
![[4-Methoxy-3-(3-methoxypropoxy)phenyl]methanol](data:image/png;base64,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)
PN: 2608-1-01
CAS: 172900-74-2
Molecule Weight: 226.272
Formula: C12H18O4
PN: 2708-1-17
CAS: 1860-60-2
Molecule Weight: 244.29
Formula: C15H16O3
TSCA: Not listed on TSCA inventory
