| Product Number | 3H30-5-4T |
| Purity | 97 % |
| CAS | 89026-16-4 |
| MDL Number | MFCD08668255 |
| Molecular Formula | C5H12Cl2N4 |
| Molecular Weight | 199.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-5-4T
CAS: 89026-16-4
Molecule Weight: 199.08
Formula: C5H12Cl2N4
PN: 3H30-5-V3
CAS: 56-92-8
Molecule Weight: 184.06
Formula: C5H11Cl2N3
![[2-(1H-Imidazol-5-yl)ethyl]amine dihydrochloride](data:image/png;base64,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)
PN: 3H30-5-1X
CAS: 65592-96-3
Molecule Weight: 184.06
Formula: C5H11Cl2N3
TSCA: Not listed on TSCA inventory
