| Product Number | 3H31-1-4M |
| CAS | 6935-27-9 |
| MDL Number | MFCD00006251 |
| Molecular Formula | C12H12N2 |
| Molecular Weight | 184.242 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![N-[(4-Fluorophenyl)methyl]pyridin-2-amine](data:image/png;base64,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)
PN: 3H31-3-98
CAS: 1692-02-0
Molecule Weight: 202.232
Formula: C12H11FN2
![N-[(2-Fluorophenyl)methyl]pyridin-2-amine](data:image/png;base64,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)
PN: 3H31-3-95
CAS: 919230-18-5
Molecule Weight: 202.232
Formula: C12H11FN2
![N-[(3-Fluorophenyl)methyl]pyridin-2-amine](data:image/png;base64,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)
PN: 3H31-3-96
CAS: 942899-94-7
Molecule Weight: 202.232
Formula: C12H11FN2
PN: 3H31-9-34
CAS: 427900-17-2
Molecule Weight: 263.138
Formula: C12H11BrN2
PN: 3H31-H-06
CAS: 1125410-03-8
Molecule Weight: 310.138
Formula: C12H11IN2
PN: 3H31-9-33
CAS: 280116-83-8
Molecule Weight: 263.138
Formula: C12H11BrN2
TSCA: Listed on TSCA inventory
