| Product Number | 4H30-1-6J |
| Synonyms | (1,3-Oxazol-4-yl)methylamine |
| CAS | 55242-82-5 |
| MDL Number | MFCD04114937 |
| Molecular Formula | C4H6N2O |
| Molecular Weight | 98.105 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-5-35
CAS: 1072806-60-0
Molecule Weight: 134.56
Formula: C4H7ClN2O
![4-[(Methylamino)methyl]-1,3-oxazole](data:image/png;base64,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)
PN: 4H31-1-61
CAS: 1065073-38-2
Molecule Weight: 112.132
Formula: C5H8N2O
PN: 7H67-1-29
CAS: 118802-31-6
Molecule Weight: 128.15
Formula: C4H4N2OS
TSCA: Not listed on TSCA inventory
