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)
| Product Number | 3H31-1-AP |
| Purity | 98.0 % |
| CAS | 123771-23-3 |
| MDL Number | MFCD06738924 |
| Molecular Formula | C12H15N3 |
| Molecular Weight | 201.273 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-AP
CAS: 123771-23-3
Molecule Weight: 201.273
Formula: C12H15N3
PN: 3H32-3-57
CAS: 885275-03-6
Molecule Weight: 219.263
Formula: C12H14FN3
PN: 3H32-7-98
CAS: 1158245-62-5
Molecule Weight: 292.18
Formula: C12H16Cl2FN3
TSCA: Not listed on TSCA inventory