| Product Number | 4H48-1-A0 |
| CAS | 7126-47-8 |
| MDL Number | MFCD12923836 |
| Molecular Formula | C7H10N2O |
| Molecular Weight | 138.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-A0
CAS: 7126-47-8
Molecule Weight: 138.17
Formula: C7H10N2O
PN: 4H48-1-06J
CAS: 132911-42-3
Molecule Weight: 124.143
Formula: C6H8N2O
PN: 4H48-1-06G
CAS: 156741-80-9
Molecule Weight: 138.17
Formula: C7H10N2O
PN: 4H48-1-06D
CAS: 1228957-04-7
Molecule Weight: 166.224
Formula: C9H14N2O
![2-[(Dimethylamino)methyl]pyrrole](data:image/png;base64,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)
PN: 3H31-1-9G
CAS: 14745-84-7
Molecule Weight: 124.187
Formula: C7H12N2
PN: 4H48-1-06H
CAS: 7151-19-1
Molecule Weight: 138.17
Formula: C7H10N2O
Melting Point: 97-99 ℃
TSCA: Not listed on TSCA inventory
