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)
| Product Number | 3H31-1-81 |
| Synonyms | N-Methyl-N-[(1-methyl-1H-imidazol-5-yl)methyl]amine |
| Purity | 97 % |
| CAS | 384821-19-6 |
| MDL Number | MFCD07772801 |
| Molecular Formula | C6H11N3 |
| Molecular Weight | 125.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-81
CAS: 384821-19-6
Molecule Weight: 125.175
Formula: C6H11N3
PN: 3H30-1-V1
CAS: 486414-86-2
Molecule Weight: 111.148
Formula: C5H9N3
Flash Point: 109 ℃
TSCA: Not listed on TSCA inventory