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)
| Product Number | 3H32-5-C2 |
| Synonyms | 1-Chloro-2,7-naphthyridine |
| CAS | 69042-30-4 |
| MDL Number | MFCD00234389 |
| Molecular Formula | C8H5ClN2 |
| Molecular Weight | 164.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-AQ
CAS: 1335053-95-6
Molecule Weight: 199.03
Formula: C8H4Cl2N2
PN: 3H32-M-0F
CAS: 1234616-02-4
Molecule Weight: 290.49
Formula: C8H4ClIN2
PN: 3H32-5-MR
CAS: 337958-60-8
Molecule Weight: 199.03
Formula: C8H4Cl2N2
TSCA: Not listed on TSCA inventory
