| Product Number | 3H30-1-4D |
| Synonyms | 4-[1,2,4]Triazol-1-ylaniline |
| Purity | 95 % |
| CAS | 6523-49-5 |
| MDL Number | MFCD00171470 |
| Molecular Formula | C8H8N4 |
| Molecular Weight | 160.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-4D
CAS: 6523-49-5
Molecule Weight: 160.18
Formula: C8H8N4
PN: 3H30-1-87
CAS: 176032-78-3
Molecule Weight: 160.18
Formula: C8H8N4
PN: 3H30-1-6W
CAS: 39876-84-1
Molecule Weight: 160.18
Formula: C8H8N4
PN: 3H30-9-0M
CAS: 1129540-72-2
Molecule Weight: 239.076
Formula: C8H7BrN4
PN: 4H01-1-55
CAS: 68337-15-5
Molecule Weight: 161.164
Formula: C8H7N3O
![[4-(1H-1,2,4-Triazol-1-yl)phenyl]methanol](data:image/png;base64,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)
PN: 4H01-1-X9
CAS: 143426-50-0
Molecule Weight: 175.191
Formula: C9H9N3O
![1-[4-(Bromomethyl)phenyl]-1H-1,2,4-triazole hydrobromide hydrate](data:image/png;base64,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)
PN: 3H32-9-Z7
CAS: 1138011-23-0
Molecule Weight: 337.015
Formula: C9H11Br2N3O
Melting Point: 143 ℃
TSCA: Not listed on TSCA inventory
