| Product Number | 4H15-3-40 |
| CAS | 956202-54-3 |
| MDL Number | MFCD04441785 |
| Molecular Formula | C17H13FN2O |
| Molecular Weight | 280.302 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-3-40
CAS: 956202-54-3
Molecule Weight: 280.302
Formula: C17H13FN2O
PN: 4H15-3-00
CAS: 36640-40-1
Molecule Weight: 266.275
Formula: C16H11FN2O
PN: 4H15-3-49
CAS: 1020703-69-8
Molecule Weight: 296.301
Formula: C17H13FN2O2
PN: 4H15-3-47
CAS: 1234692-05-7
Molecule Weight: 310.328
Formula: C18H15FN2O2
PN: 4H15-3-46
CAS: 1234691-91-8
Molecule Weight: 324.355
Formula: C19H17FN2O2
PN: 4H15-3-43
CAS: 882231-94-9
Molecule Weight: 338.382
Formula: C20H19FN2O2
![[3-(4-Fluorophenyl)-1-phenylpyrazol-4-yl]methanol](data:image/png;base64,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)
PN: 4H01-3-55
CAS: 36640-54-7
Molecule Weight: 268.291
Formula: C16H13FN2O
PN: 3H44-7-06
CAS: 372190-35-7
Molecule Weight: 286.73
Formula: C16H12ClFN2
TSCA: Not listed on TSCA inventory