![1,5-Diazabicyclo[4.3.0]nonene-5-tetraphenylborate](data:image/png;base64,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)
| Product Number | 7H60-1-00 |
| CAS | 627543-58-2 |
| MDL Number | MFCD28348382 |
| Molecular Formula | C31H33BN2 |
| Molecular Weight | 444.43 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7H60-1-00
CAS: 627543-58-2
Molecule Weight: 444.43
Formula: C31H33BN2
Melting Point: 245(dec.) ℃
TSCA: Not listed on TSCA inventory