| Product Number | 4632-1-0V |
| Purity | 95 % |
| CAS | 1864-92-2 |
| MDL Number | MFCD00043936 |
| Molecular Formula | C12H19NO |
| Molecular Weight | 193.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-1-6T
CAS: 32040-06-5
Molecule Weight: 191.274
Formula: C12H17NO
![[3-(2-Amino-1-methylethoxy)phenyl]dimethylamine](data:image/png;base64,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)
PN: 4632-1-10
CAS: 887344-41-4
Molecule Weight: 194.278
Formula: C11H18N2O
PN: 4H56-1-5L
CAS: 16015-71-7
Molecule Weight: 192.262
Formula: C11H16N2O
PN: 4632-1-13
CAS: 15799-79-8
Molecule Weight: 151.209
Formula: C9H13NO
PN: 4645-1-09
CAS: 97-19-8
Molecule Weight: 208.261
Formula: C11H16N2O2
PN: 4656-7-0D
CAS:
Molecule Weight: 253.65
Formula: C10H11ClF3NO
TSCA: Listed on TSCA inventory
