![3-[1-(4-Iodophenyl)-1H-pyrrol-2-yl]acrylic acid](data:image/png;base64,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)
| Product Number | 4H21-H-09 |
| CAS | 261349-39-7 |
| MDL Number | MFCD01934716 |
| Molecular Formula | C13H10INO2 |
| Molecular Weight | 339.132 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory