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dihydrochloride](data:image/png;base64,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)
| Product Number | 3630-5-28 |
| CAS | 21294-14-4 |
| MDL Number | MFCD00182462 |
| Molecular Formula | C8H14Cl2N2 |
| Molecular Weight | 209.11 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3630-5-28
CAS: 21294-14-4
Molecule Weight: 209.11
Formula: C8H14Cl2N2
Melting Point: 261-267 ℃
TSCA: Not listed on TSCA inventory
