![3-[3-(Trifluoromethyl)-3H-diaziren-3-yl]aniline](data:image/png;base64,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)
| Product Number | 3640-3-00 |
| CAS | 130973-96-5 |
| MDL Number | MFCD24646280 |
| Molecular Formula | C8H6F3N3 |
| Molecular Weight | 201.152 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3640-3-00
CAS: 130973-96-5
Molecule Weight: 201.152
Formula: C8H6F3N3
PN: 4640-1-00
CAS: 1044273-14-4
Molecule Weight: 147.181
Formula: C8H9N3
PN: 3640-3-01
CAS: 1610689-08-1
Molecule Weight: 201.152
Formula: C8H6F3N3
PN: 3H42-3-00
CAS: 73899-14-6
Molecule Weight: 186.137
Formula: C8H5F3N2
![4-[3-(Trifluoromethyl)-3H-diazirin-3-yl]benzenemethanamine](data:image/png;base64,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)
PN: 3734-3-02
CAS: 400781-05-7
Molecule Weight: 215.179
Formula: C9H8F3N3
Melting Point: 68-70 ℃
Hazard Statement: H302-H312-H332-H315-H319-H335
TSCA: Not listed on TSCA inventory