| Product Number | 7H30-1-X9 |
| Synonyms | 2-Methyl-1,3-thiazole-4-methylamine |
| Purity | 97 % |
| CAS | 103694-26-4 |
| MDL Number | MFCD06212804 |
| Molecular Formula | C5H8N2S |
| Molecular Weight | 128.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7H30-1-X9
CAS: 103694-26-4
Molecule Weight: 128.19
Formula: C5H8N2S
![2-Methyl-4-[(methylamino)methyl]-1,3-thiazole](data:image/png;base64,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)
PN: 7H31-1-08
CAS: 144163-81-5
Molecule Weight: 142.22
Formula: C6H10N2S
PN: 7H30-1-0E
CAS: 317830-81-2
Molecule Weight: 142.22
Formula: C6H10N2S
PN: 7H30-5-16
CAS: 1171981-10-4
Molecule Weight: 229.16
Formula: C7H14Cl2N2S
PN: 8H48-1-X2
CAS: 31825-95-3
Molecule Weight: 142.18
Formula: C5H6N2OS
PN: 7H67-1-54
CAS: 174223-29-1
Molecule Weight: 158.24
Formula: C5H6N2S2
PN: 7H41-5-03
CAS: 18876-82-9
Molecule Weight: 177.65
Formula: C5H8ClN3S
TSCA: Not listed on TSCA inventory
HTN: 2934.10.9000
