![10-Cyclohexyl-5,5-difluoro-5H-4l4,5l4-dipyrrolo[1,2-c:2',1'-f][1,3,2]diazaborinine](data:image/png;base64,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)
| Product Number | 6H60-3-19 |
| CAS | |
| MDL Number | MFCD30145462 |
| Molecular Formula | C15H17BF2N2 |
| Molecular Weight | 274.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory