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)
| Product Number | 3H31-D-0Y |
| Purity | 98 % |
| CAS | 142356-40-9 |
| MDL Number | MFCD09037784 |
| Molecular Formula | C7H3BrCl2N2 |
| Molecular Weight | 265.92 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-D-0Y
CAS: 142356-40-9
Molecule Weight: 265.92
Formula: C7H3BrCl2N2
PN: 3H31-5-X8
CAS: 6478-73-5
Molecule Weight: 187.02
Formula: C7H4Cl2N2
PN: 3H32-5-T9
CAS: 6478-79-1
Molecule Weight: 201.05
Formula: C8H6Cl2N2
PN: 7H61-5-00
CAS: 19462-98-7
Molecule Weight: 219.08
Formula: C7H4Cl2N2S
PN: 3H32-5-Q0
CAS: 2818-69-1
Molecule Weight: 166.61
Formula: C8H7ClN2
PN: 4H56-5-KM
CAS: 6478-80-4
Molecule Weight: 217.05
Formula: C8H6Cl2N2O
TSCA: Not listed on TSCA inventory
