| Product Number | 7667-5-07 |
| CAS | 42135-76-2 |
| MDL Number | MFCD00041287 |
| Molecular Formula | C7H8ClN3S |
| Molecular Weight | 201.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7667-5-07
CAS: 42135-76-2
Molecule Weight: 201.67
Formula: C7H8ClN3S
PN: 7667-5-09
CAS: 4947-89-1
Molecule Weight: 186.66
Formula: C7H7ClN2S
PN: 7667-5-13
CAS: 13124-09-9
Molecule Weight: 236.11
Formula: C7H7Cl2N3S
PN: 7667-5-17
CAS: 107707-33-5
Molecule Weight: 221.1
Formula: C7H6Cl2N2S
PN: 7667-5-11
CAS: 14580-30-4
Molecule Weight: 236.11
Formula: C7H7Cl2N3S
PN: 7767-5-03
CAS: 78862-75-6
Molecule Weight: 215.7
Formula: C8H10ClN3S
PN: 7667-5-34
CAS: 19250-09-0
Molecule Weight: 221.1
Formula: C7H6Cl2N2S
![[(4-Bromo-3-chlorophenyl)amino]hydrazinomethane-1-thione](data:image/png;base64,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)
PN: 7667-D-01
CAS: 850349-98-3
Molecule Weight: 280.57
Formula: C7H7BrClN3S
Melting Point: 119-120 ℃
TSCA: Not listed on TSCA inventory