| Product Number | 7H31-5-04 |
| Purity | 95 % |
| CAS | 120740-06-9 |
| MDL Number | MFCD18206726 |
| Molecular Formula | C5H7ClN2S |
| Molecular Weight | 162.64 |
| Units | Price (USD) | Availability |
|---|
PN: 7H31-5-04
CAS: 120740-06-9
Molecule Weight: 162.64
Formula: C5H7ClN2S
PN: 7H31-5-05
CAS: 120740-07-0
Molecule Weight: 176.66
Formula: C6H9ClN2S
PN: 7H33-5-03
CAS: 153471-67-1
Molecule Weight: 185.07
Formula: C4H6Cl2N2S
PN: 7H31-5-00
CAS: 1289388-63-1
Molecule Weight: 188.67
Formula: C7H9ClN2S
PN: 7H33-5-0A
CAS: 933751-05-4
Molecule Weight: 201.11
Formula: C5H10Cl2N2S
![1-[(2-Chloro-1,3-thiazol-5-yl)methyl]-4-methylpiperazine](data:image/png;base64,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)
PN: 8H70-5-0X
CAS: 341967-70-2
Molecule Weight: 231.74
Formula: C9H14ClN3S
TSCA: Not listed on TSCA inventory