| Product Number | 2H10-H-01 |
| Purity | 99 % |
| CAS | 5876-51-7 |
| MDL Number | MFCD00079766 |
| Molecular Formula | C7H5IO2 |
| Molecular Weight | 248.019 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H10-H-01
CAS: 5876-51-7
Molecule Weight: 248.019
Formula: C7H5IO2
![6-Iodobenzo[d][1,3]dioxol-5-amine](data:image/png;base64,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)
PN: 4H30-H-01
CAS: 1000802-34-5
Molecule Weight: 263.034
Formula: C7H6INO2
PN: 2H10-K-02
CAS: 663934-17-6
Molecule Weight: 284
Formula: C7H3F2IO2
PN: 2H10-S-01
CAS: 94670-76-5
Molecule Weight: 326.915
Formula: C7H4BrIO2
Boiling Point: 94 ℃
Density: 1.91
TSCA: Not listed on TSCA inventory
HTN: 2932.99.6100
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)