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)
| Product Number | 3H31-H-0B |
| Purity | 98.0 % |
| CAS | 2818-70-4 |
| MDL Number | MFCD00457529 |
| Molecular Formula | C8H7IN2 |
| Molecular Weight | 258.062 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-H-0B
CAS: 2818-70-4
Molecule Weight: 258.062
Formula: C8H7IN2
PN: 4H56-H-62
CAS: 1935632-45-3
Molecule Weight: 274.061
Formula: C8H7IN2O
TSCA: Not listed on TSCA inventory
