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)
| Product Number | 5661-3-06 |
| Synonyms | Potassium trifluoro-(2-phenylphenyl)boranuide |
| Purity | 95 % |
| CAS | 1456913-20-4 |
| MDL Number | |
| Molecular Formula | C12H9BF3K |
| Molecular Weight | 260.11 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 5661-3-06
CAS: 1456913-20-4
Molecule Weight: 260.11
Formula: C12H9BF3K
PN: 6760-3-X4
CAS: 274257-34-0
Molecule Weight: 198.04
Formula: C7H7BF3K
TSCA: Not listed on TSCA inventory