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)
| Product Number | 3H31-1-43 |
| Synonyms | N-Methyl(2-methylpyrimidin-5-yl)methanamine |
| CAS | 1248406-79-2 |
| MDL Number | MFCD16665333 |
| Molecular Formula | C7H11N3 |
| Molecular Weight | 137.186 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H31-1-43
CAS: 1248406-79-2
Molecule Weight: 137.186
Formula: C7H11N3
PN: 3H32-1-BA
CAS: 14273-46-2
Molecule Weight: 123.159
Formula: C6H9N3
PN: 3H31-1-5J
CAS: 497818-07-2
Molecule Weight: 123.159
Formula: C6H9N3
TSCA: Not listed on TSCA inventory