| Product Number | 4H58-3-Y7 |
| CAS | 1858251-84-9 |
| MDL Number | MFCD28103349 |
| Molecular Formula | C13H16F2N2O2 |
| Molecular Weight | 270.28 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | 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: 4H58-3-Y7
CAS: 1858251-84-9
Molecule Weight: 270.28
Formula: C13H16F2N2O2
PN: 4H58-3-94
CAS: 1858256-51-5
Molecule Weight: 288.27
Formula: C13H15F3N2O2
PN: 4H58-3-Y2
CAS: 1430223-87-2
Molecule Weight: 256.253
Formula: C12H14F2N2O2
PN: 4H58-3-W1
CAS: 812643-49-5
Molecule Weight: 274.243
Formula: C12H13F3N2O2
PN: 4H58-3-7R
CAS: 948018-58-4
Molecule Weight: 252.289
Formula: C13H17FN2O2
![tert-Butyl 4-[2,5-difluoro-4-(methoxycarbonyl)phenyl]piperazine-1-carboxylate](data:image/png;base64,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)
PN: 4H58-3-AM
CAS:
Molecule Weight: 356.37
Formula: C17H22F2N2O4
PN: 4H58-3-Y6
CAS: 1858241-61-8
Molecule Weight: 255.265
Formula: C13H15F2NO2
PN: 4H58-3-Y8
CAS: 1858251-27-0
Molecule Weight: 257.237
Formula: C12H13F2NO3
TSCA: Not listed on TSCA inventory