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acid](data:image/png;base64,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)
| Product Number | 6660-3-Z6 |
| CAS | 1195945-65-3 |
| MDL Number | MFCD07363781 |
| Molecular Formula | C9H12BFO3 |
| Molecular Weight | 198 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| 1 g | $ 70 | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 6660-3-Z6
CAS: 1195945-65-3
Molecule Weight: 198
Formula: C9H12BFO3
PN: 6660-3-W0
CAS: 850589-53-6
Molecule Weight: 183.97
Formula: C8H10BFO3
PN: 6660-3-Z5
CAS: 850589-57-0
Molecule Weight: 212.03
Formula: C10H14BFO3
PN: 6660-3-N4
CAS: 850589-55-8
Molecule Weight: 237.94
Formula: C8H7BF4O3
PN: 6660-3-Z9
CAS: 609807-25-2
Molecule Weight: 169.95
Formula: C7H8BFO3
PN: 6660-3-P0
CAS: 913835-56-0
Molecule Weight: 213.96
Formula: C8H8BFO5
PN: 6660-3-V6
CAS: 850589-56-9
Molecule Weight: 246.04
Formula: C13H12BFO3
PN: 6660-3-Z2
CAS: 925910-42-5
Molecule Weight: 187.94
Formula: C7H7BF2O3
Melting Point: 136-140 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090