| Product Number | 4H21-1-NZ |
| Purity | 98 % |
| CAS | 250674-49-8 |
| MDL Number | MFCD11044184 |
| Molecular Formula | C9H6N2O2 |
| Molecular Weight | 174.159 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-NZ
CAS: 250674-49-8
Molecule Weight: 174.159
Formula: C9H6N2O2
PN: 4H21-1-XD
CAS: 1017793-59-7
Molecule Weight: 174.159
Formula: C9H6N2O2
PN: 4H58-1-MN
CAS: 71082-55-8
Molecule Weight: 187.198
Formula: C11H9NO2
PN: 4H58-1-MD
CAS: 254883-95-9
Molecule Weight: 187.198
Formula: C11H9NO2
PN: 4H58-1-MJ
CAS: 948291-17-6
Molecule Weight: 187.198
Formula: C11H9NO2
PN: 4H23-1-HB
CAS: 53951-84-1
Molecule Weight: 187.198
Formula: C11H9NO2
![Imidazo[1,5-a]pyridine-6-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-093
CAS: 256935-76-9
Molecule Weight: 162.148
Formula: C8H6N2O2
TSCA: Not listed on TSCA inventory
