| Product Number | 3H32-5-VK |
| Purity | 95 % |
| CAS | 78064-92-3 |
| MDL Number | MFCD06080654 |
| Molecular Formula | C11H14ClN |
| Molecular Weight | 195.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-VK
CAS: 78064-92-3
Molecule Weight: 195.69
Formula: C11H14ClN
PN: 4H56-5-4A
CAS: 220772-52-1
Molecule Weight: 258.14
Formula: C12H13Cl2NO
![[(3-Chlorophenyl)methyl]dimethylamine](data:image/png;base64,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)
PN: 3632-5-0D
CAS: 15184-97-1
Molecule Weight: 169.65
Formula: C9H12ClN
PN: 3H32-5-VQ
CAS: 72249-97-9
Molecule Weight: 195.69
Formula: C11H14ClN
PN: 3631-5-10
CAS: 1019506-76-3
Molecule Weight: 195.69
Formula: C11H14ClN
PN: 3631-5-11
CAS: 19271-24-0
Molecule Weight: 181.66
Formula: C10H12ClN
PN: 3H31-5-6F
CAS: 78251-53-3
Molecule Weight: 259.17
Formula: C12H16Cl2N2
TSCA: Not listed on TSCA inventory
