| Product Number | 4H01-3-0S |
| Purity | 95 % |
| CAS | 1139432-29-3 |
| MDL Number | MFCD20441490 |
| Molecular Formula | C11H9FN2O |
| Molecular Weight | 204.204 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-3-0S
CAS: 1139432-29-3
Molecule Weight: 204.204
Formula: C11H9FN2O
![2-[4-(Chloromethyl)phenyl]-5-fluoropyrimidine, technical grade](data:image/png;base64,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)
PN: 3H32-7-9N
CAS: 1139432-30-6
Molecule Weight: 222.65
Formula: C11H8ClFN2
PN: 4H01-1-2C
CAS: 100806-78-8
Molecule Weight: 186.214
Formula: C11H10N2O
PN: 4H21-1-F6
CAS: 199678-12-1
Molecule Weight: 200.197
Formula: C11H8N2O2
TSCA: Not listed on TSCA inventory