| Product Number | 3633-M-01 |
| Synonyms | Benzyltrimethylazanium; dichloroiodanuide |
| Purity | 97 % |
| CAS | 114971-52-7 |
| MDL Number | MFCD00075259 |
| Molecular Formula | C10H16Cl2IN |
| Molecular Weight | 348.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3633-M-01
CAS: 114971-52-7
Molecule Weight: 348.05
Formula: C10H16Cl2IN
PN: 3733-5-02
CAS: 56-93-9
Molecule Weight: 185.7
Formula: C10H16ClN
PN: 3732-9-X1
CAS: 5350-41-4
Molecule Weight: 230.149
Formula: C10H16BrN
PN: 4633-1-00
CAS: 100-85-6
Molecule Weight: 167.252
Formula: C10H17NO
PN: M007-3-61
CAS: 6427-70-9
Molecule Weight: 295.209
Formula: C10H16F6NP
![N-[4-(Aminomethyl)benzyl]-N,N--dimethylamine](data:image/png;base64,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)
PN: 3632-1-0F
CAS: 34490-85-2
Molecule Weight: 164.252
Formula: C10H16N2
PN: 3633-5-01
CAS: 56-37-1
Molecule Weight: 227.78
Formula: C13H22ClN
Melting Point: 124-126 ℃
TSCA: Not listed on TSCA inventory
EINECS: 601-338-7
