| Product Number | 3H32-H-31 |
| CAS | 50877-42-4 |
| MDL Number | MFCD04038745 |
| Molecular Formula | C10H9IN2 |
| Molecular Weight | 284.1 |
| Units | Price (USD) | Availability |
|---|
PN: 4H48-H-19
CAS: 116228-38-7
Molecule Weight: 298.083
Formula: C10H7IN2O
PN: 3H32-H-28
CAS: 143128-30-7
Molecule Weight: 284.1
Formula: C10H9IN2
![1-[4-(Aminomethyl)benzyl]-1H-pyrazole hydrochloride, tech](data:image/png;base64,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)
PN: 3H30-5-59
CAS: 904696-62-4
Molecule Weight: 223.7
Formula: C11H14ClN3
![{3-[(1H-Pyrazol-1-yl)methyl]phenyl}methylamine](data:image/png;base64,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)
PN: 3H30-1-X9
CAS: 562803-76-3
Molecule Weight: 187.246
Formula: C11H13N3
PN: 3H37-1-8U
CAS: 179057-34-2
Molecule Weight: 183.214
Formula: C11H9N3
![4-[(1-Pyrazolyl)methyl]aniline](data:image/png;base64,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)
PN: 3H30-1-JH
CAS: 142335-61-3
Molecule Weight: 173.219
Formula: C10H11N3
TSCA: Not listed on TSCA inventory
