| Product Number | 3H30-7-85 |
| CAS | 895929-38-1 |
| MDL Number | MFCD03419456 |
| Molecular Formula | C10H11ClFN3 |
| Molecular Weight | 227.67 |
| Units | Price (USD) | Availability |
|---|
PN: 3H30-7-85
CAS: 895929-38-1
Molecule Weight: 227.67
Formula: C10H11ClFN3
PN: 3H30-7-2D
CAS: 1001757-51-2
Molecule Weight: 225.65
Formula: C10H9ClFN3
PN: 3H30-B-0J
CAS: 1001757-56-7
Molecule Weight: 270.105
Formula: C10H9BrFN3
![2-[(2-Fluorophenyl)methyl]pyrazol-3-amine](data:image/png;base64,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)
PN: 3H30-3-1W
CAS: 1152858-54-2
Molecule Weight: 191.209
Formula: C10H10FN3
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: 3H30-7-1P
CAS: 925634-52-2
Molecule Weight: 264.13
Formula: C10H12Cl2FN3
PN: 3H30-7-2E
CAS: 1001757-50-1
Molecule Weight: 225.65
Formula: C10H9ClFN3
TSCA: Not listed on TSCA inventory