| Product Number | 2617-K-03 |
| CAS | 1824275-06-0 |
| MDL Number | MFCD28103443 |
| Molecular Formula | C9H8FIO2 |
| Molecular Weight | 294.064 |
| Units | Price (USD) | Availability |
|---|
PN: 2617-K-03
CAS: 1824275-06-0
Molecule Weight: 294.064
Formula: C9H8FIO2
PN: 2615-K-00
CAS: 943831-00-3
Molecule Weight: 280.037
Formula: C8H6FIO2
PN: 4637-K-X2
CAS: 1824049-35-5
Molecule Weight: 319.074
Formula: C10H7FINO2
PN: 2617-3-58
CAS: 295779-86-1
Molecule Weight: 168.167
Formula: C9H9FO2
PN: 2615-K-09
CAS: 1822673-81-3
Molecule Weight: 266.01
Formula: C7H4FIO2
PN: 2621-K-10
CAS: 1823324-07-7
Molecule Weight: 296.036
Formula: C8H6FIO3
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)
PN: 2H17-K-00
CAS: 1344901-35-4
Molecule Weight: 278.021
Formula: C8H4FIO2
PN: 2617-3-57
CAS: 445-82-9
Molecule Weight: 168.167
Formula: C9H9FO2
TSCA: Not listed on TSCA inventory