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)
| Product Number | 4H30-1-A9 |
| Purity | 98 % |
| CAS | 89976-56-7 |
| MDL Number | MFCD09907911 |
| Molecular Formula | C8H8N2O |
| Molecular Weight | 148.165 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-A9
CAS: 89976-56-7
Molecule Weight: 148.165
Formula: C8H8N2O
![5-(Trifluoromethyl)benzo[D]isoxazol-3-amine](data:image/png;base64,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)
PN: 4H30-3-0G
CAS: 868271-14-1
Molecule Weight: 202.136
Formula: C8H5F3N2O
![6-Methylbenzo[d]isoxazol-3-ylamine](data:image/png;base64,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)
PN: 4H30-1-BF
CAS: 1378699-89-8
Molecule Weight: 148.165
Formula: C8H8N2O
![7-(Trifluoromethyl)benzo[D]isoxazol-3-amine](data:image/png;base64,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)
PN: 4H30-3-0E
CAS: 229623-52-3
Molecule Weight: 202.136
Formula: C8H5F3N2O
PN: 4H30-5-1P
CAS: 89692-53-5
Molecule Weight: 168.58
Formula: C7H5ClN2O
![5-Fluorobenzo[d]isoxazol-3-amine](data:image/png;base64,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)
PN: 4H30-3-0B
CAS: 868271-13-0
Molecule Weight: 152.128
Formula: C7H5FN2O
PN: 4H30-5-1S
CAS: 868271-15-2
Molecule Weight: 168.58
Formula: C7H5ClN2O
TSCA: Not listed on TSCA inventory
