| Product Number | 3H30-7-1T |
| Purity | 95 % |
| CAS | 1246384-94-0 |
| MDL Number | MFCD18426511 |
| Molecular Formula | C9H7ClFN3 |
| Molecular Weight | 211.62 |
| Units | Price (USD) | Availability |
|---|
PN: 3H30-7-1T
CAS: 1246384-94-0
Molecule Weight: 211.62
Formula: C9H7ClFN3
PN: 3H30-3-7P
CAS: 1246931-19-0
Molecule Weight: 177.182
Formula: C9H8FN3
PN: 3H30-3-7Q
CAS: 1420660-49-6
Molecule Weight: 191.209
Formula: C10H10FN3
PN: 3H30-5-63
CAS: 78583-81-0
Molecule Weight: 193.63
Formula: C9H8ClN3
PN: 4H30-3-X9
CAS: 1246384-88-2
Molecule Weight: 207.208
Formula: C10H10FN3O
PN: 3H30-5-U8
CAS: 126417-82-1
Molecule Weight: 207.66
Formula: C10H10ClN3
![5-Amino-4-fluoro-3-[3-(trifluoromethyl)phenyl]-1H-pyrazole](data:image/png;base64,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)
PN: 3H30-3-W5
CAS:
Molecule Weight: 245.181
Formula: C10H7F4N3
PN: 3H30-5-5X
CAS: 126520-01-2
Molecule Weight: 193.63
Formula: C9H8ClN3
TSCA: Not listed on TSCA inventory