| Product Number | 2603-5-06 |
| Purity | 95 % |
| CAS | 6256-31-1 |
| MDL Number | MFCD11610689 |
| Molecular Formula | C10H13ClO |
| Molecular Weight | 184.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2603-5-06
CAS: 6256-31-1
Molecule Weight: 184.66
Formula: C10H13ClO
![[1-(2-Chlorophenyl)cyclopropyl]methanol](data:image/png;base64,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)
PN: 2601-5-0W
CAS: 886366-24-1
Molecule Weight: 182.65
Formula: C10H11ClO
PN: 2703-5-01
CAS: 5468-97-3
Molecule Weight: 184.66
Formula: C10H13ClO
TSCA: Not listed on TSCA inventory
