![Lithium 1-(pyridin-2-yl)-2,6,7-trioxa-1-borabicyclo[2.2.2]octan-1-uide](data:image/png;base64,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)
| Product Number | 8H60-1-7N |
| CAS | 1425937-24-1 |
| MDL Number | MFCD26404007 |
| Molecular Formula | C9H11BLiNO3 |
| Molecular Weight | 198.94 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory