![4-{[(2-Amino-4-hydroxypteridin-6-yl)methyl]amino}benzoic acid](data:image/png;base64,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)
| Product Number | 4H57-1-53 |
| Synonyms | Pteroic acid |
| CAS | 119-24-4 |
| MDL Number | MFCD00075823 |
| Molecular Formula | C14H12N6O3 |
| Molecular Weight | 312.289 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: >300 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory