| Product Number | 3H30-3-X1 |
| Purity | 97 % |
| CAS | 26974-09-4 |
| MDL Number | MFCD00160461 |
| Molecular Formula | C11H8F3N3 |
| Molecular Weight | 239.201 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-3-X1
CAS: 26974-09-4
Molecule Weight: 239.201
Formula: C11H8F3N3
PN: 3H30-3-3P
CAS: 152491-80-0
Molecule Weight: 257.192
Formula: C11H7F4N3
PN: 3H30-1-TW
CAS: 15755-15-4
Molecule Weight: 185.23
Formula: C11H11N3
PN: 3H33-7-09
CAS:
Molecule Weight: 395.25
Formula: C16H19Cl2F3N4
PN: 3H33-7-07
CAS:
Molecule Weight: 409.28
Formula: C17H21Cl2F3N4
PN: 3H33-7-08
CAS:
Molecule Weight: 399.21
Formula: C15H16Cl2F4N4
![4-[3-(Trifluoromethyl)phenyl]pyrimidin-2-amine](data:image/png;base64,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)
PN: 3H30-3-7R
CAS: 866019-76-3
Molecule Weight: 239.201
Formula: C11H8F3N3
PN: 3H33-7-05
CAS:
Molecule Weight: 415.67
Formula: C15H16Cl3F3N4
Melting Point: 131-133 ℃
TSCA: Not listed on TSCA inventory