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)
| Product Number | 3631-5-0N |
| Purity | 95 % |
| CAS | 16183-39-4 |
| MDL Number | MFCD07407515 |
| Molecular Formula | C11H16ClN |
| Molecular Weight | 197.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3631-5-0N
CAS: 16183-39-4
Molecule Weight: 197.71
Formula: C11H16ClN
PN: 3631-5-0S
CAS: 807343-03-9
Molecule Weight: 183.68
Formula: C10H14ClN
PN: 3631-5-09
CAS: 1019506-73-0
Molecule Weight: 195.69
Formula: C11H14ClN
PN: 3H32-5-VQ
CAS: 72249-97-9
Molecule Weight: 195.69
Formula: C11H14ClN
PN: 3631-5-0M
CAS: 62924-61-2
Molecule Weight: 169.65
Formula: C9H12ClN
PN: 3631-5-10
CAS: 1019506-76-3
Molecule Weight: 195.69
Formula: C11H14ClN
PN: 3631-5-00
CAS: 15205-19-3
Molecule Weight: 190.07
Formula: C8H9Cl2N
TSCA: Not listed on TSCA inventory
