| Product Number | 4H48-3-4Y |
| CAS | 1980049-28-2 |
| MDL Number | MFCD28987630 |
| Molecular Formula | C14H19F3N2O |
| Molecular Weight | 288.314 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-4Y
CAS: 1980049-28-2
Molecule Weight: 288.314
Formula: C14H19F3N2O
PN: 4H48-3-1F
CAS: 646455-72-3
Molecule Weight: 260.26
Formula: C12H15F3N2O
PN: 4H48-3-4X
CAS: 765298-12-2
Molecule Weight: 274.287
Formula: C13H17F3N2O
PN: 4H48-3-6J
CAS: 1090043-67-6
Molecule Weight: 218.179
Formula: C9H9F3N2O
PN: 4H48-3-09
CAS: 874767-59-6
Molecule Weight: 204.152
Formula: C8H7F3N2O
![1,1,1-Trifluoro-4-[4-(4-fluorobenzyl)-1,4-diazepan-1-yl]but-3-en-2-one](data:image/png;base64,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)
PN: 4H17-3-77
CAS: 646455-46-1
Molecule Weight: 302.297
Formula: C14H17F3N2O2
PN: 4H48-3-5N
CAS: 1092346-22-9
Molecule Weight: 204.152
Formula: C8H7F3N2O
PN: 4H48-3-6H
CAS: 402479-94-1
Molecule Weight: 219.167
Formula: C8H8F3N3O
TSCA: Not listed on TSCA inventory