| Product Number | 4756-1-81 |
| CAS | 23023-17-8 |
| MDL Number | MFCD09881831 |
| Molecular Formula | C12H19NO2 |
| Molecular Weight | 209.289 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4756-1-81
CAS: 23023-17-8
Molecule Weight: 209.289
Formula: C12H19NO2
![[1-(3,4-Dimethoxyphenyl)cyclopropyl]methylamine](data:image/png;base64,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)
PN: 4756-1-80
CAS: 927993-35-9
Molecule Weight: 207.273
Formula: C12H17NO2
PN: 4H56-5-4G
CAS: 1208550-10-0
Molecule Weight: 243.73
Formula: C12H18ClNO2
PN: 4756-5-11
CAS: 1477-68-5
Molecule Weight: 203.67
Formula: C9H14ClNO2
PN: 4637-1-5Y
CAS: 63609-01-8
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 4756-5-10
CAS: 645-33-0
Molecule Weight: 203.67
Formula: C9H14ClNO2
PN: 4756-1-24
CAS: 36377-59-0
Molecule Weight: 195.262
Formula: C11H17NO2
PN: 4756-1-23
CAS: 86456-97-5
Molecule Weight: 195.262
Formula: C11H17NO2
TSCA: Not listed on TSCA inventory