| Product Number | 4656-1-2N |
| CAS | 148452-31-7 |
| MDL Number | MFCD11040148 |
| Molecular Formula | C13H15NO |
| Molecular Weight | 201.269 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-1-2N
CAS: 148452-31-7
Molecule Weight: 201.269
Formula: C13H15NO
![[1,1-Dimethyl-2-(naphthalen-2-yl)ethyl]amine](data:image/png;base64,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)
PN: 3730-1-35
CAS: 198226-63-0
Molecule Weight: 199.297
Formula: C14H17N
PN: 4657-1-71
CAS: 14108-60-2
Molecule Weight: 215.252
Formula: C13H13NO2
PN: 4657-5-R2
CAS: 122745-11-3
Molecule Weight: 251.71
Formula: C13H14ClNO2
PN: 4657-5-S2
CAS: 122745-12-4
Molecule Weight: 251.71
Formula: C13H14ClNO2
PN: 4656-1-X5
CAS: 5267-64-1
Molecule Weight: 151.209
Formula: C9H13NO
TSCA: Not listed on TSCA inventory
