| Product Number | 4H30-1-91 |
| CAS | 31466-55-4 |
| MDL Number | MFCD01631941 |
| Molecular Formula | C13H20N2O |
| Molecular Weight | 220.316 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-91
CAS: 31466-55-4
Molecule Weight: 220.316
Formula: C13H20N2O
![[2-Amino-1-(4-methoxyphenyl)ethyl]dimethylamine](data:image/png;base64,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)
PN: 4756-1-74
CAS: 851169-57-8
Molecule Weight: 194.278
Formula: C11H18N2O
PN: 4H30-5-23
CAS: 1172916-46-9
Molecule Weight: 309.23
Formula: C13H22Cl2N2O2
PN: 4H56-1-ZB
CAS: 74190-66-2
Molecule Weight: 177.247
Formula: C11H15NO
PN: 4H07-5-44
CAS: 341526-79-2
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 4H07-5-R0
CAS:
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 4H07-5-S0
CAS:
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 3H30-5-35
CAS: 31788-96-2
Molecule Weight: 263.21
Formula: C12H20Cl2N2
TSCA: Not listed on TSCA inventory