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)
| Product Number | 2607-5-0W |
| Synonyms | 3-Oxa-4-(4-chlorophenyl)butanol |
| Purity | 97 % |
| CAS | 1200-15-3 |
| MDL Number | MFCD00172032 |
| Molecular Formula | C9H11ClO2 |
| Molecular Weight | 186.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2607-5-0W
CAS: 1200-15-3
Molecule Weight: 186.64
Formula: C9H11ClO2
![1-Chloro-4-[(2-chloroethoxy)methyl]benzene](data:image/png;base64,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)
PN: 2607-5-0Z
CAS: 29904-52-7
Molecule Weight: 205.08
Formula: C9H10Cl2O
PN: 2607-5-29
CAS: 1195-44-4
Molecule Weight: 156.61
Formula: C8H9ClO
![2-[(3-Chlorophenyl)methoxy]ethan-1-ol](data:image/png;base64,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)
PN: 2607-5-0X
CAS: 478257-99-7
Molecule Weight: 186.64
Formula: C9H11ClO2
PN: 2623-5-0N
CAS: 5406-33-7
Molecule Weight: 184.62
Formula: C9H9ClO2
TSCA: Not listed on TSCA inventory
