| Product Number | 3H31-5-3M |
| CAS | 87394-65-8 |
| MDL Number | MFCD04115049 |
| Molecular Formula | C9H12ClN3 |
| Molecular Weight | 197.67 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H31-5-3M
CAS: 87394-65-8
Molecule Weight: 197.67
Formula: C9H12ClN3
PN: 3H32-5-3D
CAS: 502133-62-2
Molecule Weight: 211.69
Formula: C10H14ClN3
PN: 3H31-5-BH
CAS: 87394-55-6
Molecule Weight: 197.67
Formula: C9H12ClN3
![1-[5-Chloro-4-(difluoromethyl)pyridin-2-yl]piperazine](data:image/png;base64,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)
PN: 3H32-7-5D
CAS: 1565827-81-7
Molecule Weight: 247.67
Formula: C10H12ClF2N3
PN: 3H31-5-3N
CAS: 885277-30-5
Molecule Weight: 197.67
Formula: C9H12ClN3
PN: 3H32-1-81
CAS: 64728-49-0
Molecule Weight: 240.31
Formula: C14H16N4
PN: 3H32-5-TG
CAS: 26163-06-4
Molecule Weight: 156.61
Formula: C7H9ClN2
TSCA: Not listed on TSCA inventory
