| Product Number | 4653-3-X0 |
| Purity | 97 % |
| CAS | 76523-24-5 |
| MDL Number | MFCD00085086 |
| Molecular Formula | C8H9FN2O |
| Molecular Weight | 168.171 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4748-3-19
CAS: 86010-68-6
Molecule Weight: 167.183
Formula: C9H10FNO
![[(4-Methylphenyl)methyl]urea](data:image/png;base64,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)
PN: 4H53-1-0X
CAS: 54582-34-2
Molecule Weight: 164.208
Formula: C9H12N2O
PN: 3H33-7-00
CAS: 459-20-1
Molecule Weight: 175.63
Formula: C8H11ClFN
Melting Point: 172-175 ℃
TSCA: Not listed on TSCA inventory
