| Product Number | 3H30-3-S0 |
| CAS | 1071435-62-5 |
| MDL Number | MFCD09256747 |
| Molecular Formula | C8H9F3N2 |
| Molecular Weight | 190.169 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-3-S0
CAS: 1071435-62-5
Molecule Weight: 190.169
Formula: C8H9F3N2
PN: 3H30-3-4X
CAS: 566158-78-9
Molecule Weight: 204.196
Formula: C9H11F3N2
PN: 3H30-3-S5
CAS: 1932509-91-5
Molecule Weight: 204.196
Formula: C9H11F3N2
![1-[6-(Trifluoromethyl)-3-pyridyl]cyclopropanamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-0U
CAS: 2149589-66-0
Molecule Weight: 238.64
Formula: C9H10ClF3N2
PN: 3H30-3-04
CAS: 387350-39-2
Molecule Weight: 176.142
Formula: C7H7F3N2
PN: 3H32-3-0U
CAS: 1030632-94-0
Molecule Weight: 175.154
Formula: C8H8F3N
PN: 7H67-3-01
CAS: 386715-34-0
Molecule Weight: 206.19
Formula: C7H5F3N2S
PN: 4H02-3-0A
CAS: 1228631-54-6
Molecule Weight: 191.153
Formula: C8H8F3NO
TSCA: Not listed on TSCA inventory