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)
| Product Number | 4H53-1-0X |
| Purity | 95 % |
| CAS | 54582-34-2 |
| MDL Number | MFCD01314625 |
| Molecular Formula | C9H12N2O |
| Molecular Weight | 164.208 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H53-1-0X
CAS: 54582-34-2
Molecule Weight: 164.208
Formula: C9H12N2O
![[(4-Chlorophenyl)methyl]urea](data:image/png;base64,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)
PN: 4653-5-0C
CAS: 65608-74-4
Molecule Weight: 184.62
Formula: C8H9ClN2O
TSCA: Not listed on TSCA inventory
