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)
| Product Number | 4731-3-01 |
| Synonyms | Methyl-[2-(trifluoromethoxy)benzyl]amine |
| Purity | 97 % |
| CAS | 823188-82-5 |
| MDL Number | MFCD09046582 |
| Molecular Formula | C9H10F3NO |
| Molecular Weight | 205.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4731-3-01
CAS: 823188-82-5
Molecule Weight: 205.18
Formula: C9H10F3NO
PN: 4656-3-20
CAS: 886762-84-1
Molecule Weight: 219.207
Formula: C10H12F3NO
PN: 4630-3-52
CAS: 175205-64-8
Molecule Weight: 191.153
Formula: C8H8F3NO
PN: 4656-3-11
CAS: 243863-36-7
Molecule Weight: 173.163
Formula: C8H9F2NO
![1-[2-(Trifluoromethoxy)benzyl]piperazine](data:image/png;base64,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)
PN: 4H07-3-04
CAS: 886762-54-5
Molecule Weight: 260.26
Formula: C12H15F3N2O
PN: 4756-3-36
CAS: 1159512-67-0
Molecule Weight: 221.179
Formula: C9H10F3NO2
PN: 4631-1-0S
CAS: 6851-80-5
Molecule Weight: 151.209
Formula: C9H13NO
PN: 4656-3-74
CAS: 906645-42-9
Molecule Weight: 205.18
Formula: C9H10F3NO
TSCA: Not listed on TSCA inventory