| Product Number | 3H37-1-8H |
| Purity | 95 % |
| CAS | 121358-86-9 |
| MDL Number | MFCD09999186 |
| Molecular Formula | C11H9N3 |
| Molecular Weight | 183.214 |
| Units | Price (USD) | Availability |
|---|
PN: 3H37-1-8H
CAS: 121358-86-9
Molecule Weight: 183.214
Formula: C11H9N3
PN: 3H37-1-3E
CAS: 91091-13-3
Molecule Weight: 198.229
Formula: C11H10N4
PN: 4H15-1-8C
CAS: 63874-95-3
Molecule Weight: 186.214
Formula: C11H10N2O
PN: 3H37-1-8U
CAS: 179057-34-2
Molecule Weight: 183.214
Formula: C11H9N3
![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
![{1-[(4-Fluorophenyl)methyl]-1H-pyrazol-4-yl}methanol](data:image/png;base64,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)
PN: 4H56-3-1J
CAS: 1094202-70-6
Molecule Weight: 206.22
Formula: C11H11FN2O
PN: 3H32-H-28
CAS: 143128-30-7
Molecule Weight: 284.1
Formula: C10H9IN2
TSCA: Not listed on TSCA inventory
