| Product Number | 1700-5-28 |
| CAS | 1798-84-1 |
| MDL Number | MFCD15527177 |
| Molecular Formula | C9H9Cl |
| Molecular Weight | 152.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![[1-(4-Chlorophenyl)cyclopropyl]methanamine](data:image/png;base64,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)
PN: 3630-5-0H
CAS: 69385-29-1
Molecule Weight: 181.66
Formula: C10H12ClN
PN: 3637-5-0N
CAS: 64399-27-5
Molecule Weight: 177.63
Formula: C10H8ClN
PN: 2601-5-09
CAS: 80866-81-5
Molecule Weight: 182.65
Formula: C10H11ClO
PN: 1900-5-15
CAS: 3047-24-3
Molecule Weight: 166.65
Formula: C10H11Cl
TSCA: Not listed on TSCA inventory
