| Product Number | 4H48-1-3J |
| CAS | 21131-85-1 |
| MDL Number | MFCD06245409 |
| Molecular Formula | C8H10N2O |
| Molecular Weight | 150.181 |
| Units | Price (USD) | Availability |
|---|
PN: 4H48-1-3J
CAS: 21131-85-1
Molecule Weight: 150.181
Formula: C8H10N2O
PN: 3H30-1-S2
CAS: 27854-93-9
Molecule Weight: 122.171
Formula: C7H10N2
PN: 3H33-5-R0
CAS: 40154-79-8
Molecule Weight: 195.09
Formula: C7H12Cl2N2
PN: 3H32-1-6D
CAS: 638220-38-9
Molecule Weight: 165.24
Formula: C9H15N3
PN: 3H30-1-NK
CAS: 99980-40-2
Molecule Weight: 136.198
Formula: C8H12N2
![1-[(Pyridin-3-yl)methyl]urea](data:image/png;base64,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)
PN: 4H53-1-21
CAS: 36226-32-1
Molecule Weight: 151.169
Formula: C7H9N3O
TSCA: Not listed on TSCA inventory
