| Product Number | 3H30-7-2D |
| CAS | 1001757-51-2 |
| MDL Number | MFCD02254015 |
| Molecular Formula | C10H9ClFN3 |
| Molecular Weight | 225.65 |
| Units | Price (USD) | Availability |
|---|
PN: 3H30-7-2D
CAS: 1001757-51-2
Molecule Weight: 225.65
Formula: C10H9ClFN3
PN: 3H30-7-2C
CAS: 1001757-53-4
Molecule Weight: 225.65
Formula: C10H9ClFN3
PN: 3H30-7-2B
CAS: 1001757-55-6
Molecule Weight: 225.65
Formula: C10H9ClFN3
PN: 3H30-7-85
CAS: 895929-38-1
Molecule Weight: 227.67
Formula: C10H11ClFN3
PN: 4H54-7-0D
CAS: 1001500-06-6
Molecule Weight: 255.63
Formula: C10H7ClFN3O2
PN: 3H30-B-0J
CAS: 1001757-56-7
Molecule Weight: 270.105
Formula: C10H9BrFN3
PN: 4H54-7-0H
CAS: 957299-26-2
Molecule Weight: 255.63
Formula: C10H7ClFN3O2
![4-Chloro-1-[3-(trifluoromethyl)benzyl]-1H-pyrazol-3-amine](data:image/png;base64,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)
PN: 3H30-7-2A
CAS: 1004452-00-9
Molecule Weight: 275.66
Formula: C11H9ClF3N3
TSCA: Not listed on TSCA inventory