| Product Number | 4H21-1-C5 |
| Synonyms | 1-Carboxyphenazine |
| Purity | 95 % |
| CAS | 2538-68-3 |
| MDL Number | MFCD00185184 |
| Molecular Formula | C13H8N2O2 |
| Molecular Weight | 224.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-C5
CAS: 2538-68-3
Molecule Weight: 224.219
Formula: C13H8N2O2
PN: 4H21-1-B5
CAS: 6924-66-9
Molecule Weight: 174.159
Formula: C9H6N2O2
PN: 4H21-5-54
CAS: 103942-92-3
Molecule Weight: 258.66
Formula: C13H7ClN2O2
PN: 4H23-1-HF
CAS: 6924-71-6
Molecule Weight: 188.186
Formula: C10H8N2O2
PN: 4H21-1-YD
CAS: 904813-39-4
Molecule Weight: 188.186
Formula: C10H8N2O2
PN: 4H21-1-2C
CAS: 83297-77-2
Molecule Weight: 268.272
Formula: C15H12N2O3
![1H-Pyrrolo[3,2-b]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-WA
CAS: 860496-20-4
Molecule Weight: 162.148
Formula: C8H6N2O2
PN: 4H58-5-6Q
CAS: 933726-33-1
Molecule Weight: 243.04
Formula: C9H4Cl2N2O2
Melting Point: 239-245 ℃
Hazard Statement: H315-H319-H335-H317-H334
TSCA: Not listed on TSCA inventory