| Product Number | 7667-1-15 |
| CAS | 1226-46-6 |
| MDL Number | MFCD00040477 |
| Molecular Formula | C17H20N2S |
| Molecular Weight | 284.42 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7667-1-15
CAS: 1226-46-6
Molecule Weight: 284.42
Formula: C17H20N2S
PN: 3732-1-X1
CAS: 101-61-1
Molecule Weight: 254.377
Formula: C17H22N2
![N1,N1-Diethyl-4-[4-(diethylamino)benzyl]aniline](data:image/png;base64,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)
PN: 3732-1-07
CAS: 135-91-1
Molecule Weight: 310.485
Formula: C21H30N2
Melting Point: 202-206 ℃
TSCA: Listed on TSCA inventory