| Product Number | 4H54-3-33 |
| CAS | 174734-30-6 |
| MDL Number | MFCD20227188 |
| Molecular Formula | C9H5F3N2O2 |
| Molecular Weight | 230.146 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-3-33
CAS: 174734-30-6
Molecule Weight: 230.146
Formula: C9H5F3N2O2
PN: 3H30-3-1N
CAS: 1205639-64-0
Molecule Weight: 200.164
Formula: C9H7F3N2
![[3-(Difluoromethyl)-5-isoquinolyl]azinate](data:image/png;base64,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)
PN: 4H54-3-2A
CAS: 2149598-98-9
Molecule Weight: 224.167
Formula: C10H6F2N2O2
PN: 4H54-1-FZ
CAS: 174274-85-2
Molecule Weight: 218.256
Formula: C12H14N2O2
PN: 3H30-3-A2
CAS: 1553181-95-5
Molecule Weight: 200.164
Formula: C9H7F3N2
PN: 4H54-3-2C
CAS: 2149598-78-5
Molecule Weight: 226.183
Formula: C10H8F2N2O2
PN: 3H30-3-A1
CAS: 1236061-23-6
Molecule Weight: 200.164
Formula: C9H7F3N2
TSCA: Not listed on TSCA inventory
