![1-[2,6-Dinitro-4-(trifluoromethyl)phenyl]piperazine](data:image/png;base64,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)
| Product Number | 4H55-3-03 |
| Purity | 97 % |
| CAS | 36317-84-7 |
| MDL Number | MFCD00052948 |
| Molecular Formula | C11H11F3N4O4 |
| Molecular Weight | 320.228 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H55-3-03
CAS: 36317-84-7
Molecule Weight: 320.228
Formula: C11H11F3N4O4
![N-[2-Nitro-4-(trifluoromethyl)phenyl]piperazine](data:image/png;base64,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)
PN: 4H54-3-Y5
CAS: 58315-38-1
Molecule Weight: 275.231
Formula: C11H12F3N3O2
![N1,N2-Di[2,6-dinitro-4-(trifluoromethyl)phenyl]ethane-1,2-diamine](data:image/png;base64,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)
PN: 4855-3-00
CAS: 138800-05-2
Molecule Weight: 528.28
Formula: C16H10F6N6O8
![1-Methyl-4-[2-nitro-4-(trifluoromethyl)phenyl]piperazine hydrochloride](data:image/png;base64,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)
PN: 4H54-7-28
CAS: 298703-18-1
Molecule Weight: 325.72
Formula: C12H15ClF3N3O2
![2-{4-[2-Nitro-4-(trifluoromethyl)phenyl]piperazino}ethan-1-ol](data:image/png;base64,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)
PN: 4H54-3-0K
CAS: 330633-81-3
Molecule Weight: 319.284
Formula: C13H16F3N3O3
![3-Methyl-1-[2-nitro-4-(trifluoromethyl)phenyl]piperazine hydrochloride](data:image/png;base64,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)
PN: 4H54-7-30
CAS: 299426-31-6
Molecule Weight: 325.72
Formula: C12H15ClF3N3O2
![1-[2-Nitro-4-(trifluoromethyl)phenyl]homopiperazine](data:image/png;base64,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)
PN: 4H54-3-Z4
CAS: 646455-48-3
Molecule Weight: 289.258
Formula: C12H14F3N3O2
![1-[2-Nitro-4-(trifluoromethyl)phenyl]homopiperazine hydrochloride](data:image/png;base64,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)
PN: 4H54-7-25
CAS: 1185299-12-0
Molecule Weight: 325.72
Formula: C12H15ClF3N3O2
Melting Point: 128-130 ℃
TSCA: Not listed on TSCA inventory