| Product Number | 3H32-5-HV |
| CAS | 141556-45-8 |
| MDL Number | MFCD02684541 |
| Molecular Formula | C21H25ClN2 |
| Molecular Weight | 340.9 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-5-HV
CAS: 141556-45-8
Molecule Weight: 340.9
Formula: C21H25ClN2
![1,3-Bis[2,6-bis(isopropyl)phenyl]-1H-imidazol-3-ium chloride](data:image/png;base64,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)
PN: 3H33-5-X1
CAS: 250285-32-6
Molecule Weight: 425.06
Formula: C27H37ClN2
PN: 3H37-1-7K
CAS: 25373-49-3
Molecule Weight: 169.187
Formula: C10H7N3
PN: 3H30-1-9J
CAS: 65113-25-9
Molecule Weight: 173.219
Formula: C10H11N3
PN: 4H15-1-3Z
CAS: 151055-86-6
Molecule Weight: 172.187
Formula: C10H8N2O
PN: 3H30-1-G7
CAS: 25373-55-1
Molecule Weight: 173.219
Formula: C10H11N3
PN: 4H01-1-B9
CAS: 25373-56-2
Molecule Weight: 174.203
Formula: C10H10N2O
PN: 3H37-1-V2
CAS: 25372-03-6
Molecule Weight: 169.187
Formula: C10H7N3
TSCA: Not listed on TSCA inventory