![3-{[2-(Trifluoromethyl)quinazolin-4-yl]amino}propanoic acid](data:image/png;base64,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)
| Product Number | 4H57-3-35 |
| CAS | 692762-85-9 |
| MDL Number | MFCD05744720 |
| Molecular Formula | C12H10F3N3O2 |
| Molecular Weight | 285.226 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H57-3-35
CAS: 692762-85-9
Molecule Weight: 285.226
Formula: C12H10F3N3O2
![4-{[2-(Trifluoromethyl)quinazolin-4-yl]amino}butanoic acid](data:image/png;base64,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)
PN: 4H57-3-33
CAS: 927969-26-4
Molecule Weight: 299.253
Formula: C13H12F3N3O2
![3-{[7-Methoxy-2-(trifluoromethyl)quinazolin-4-yl]amino}propanoic acid](data:image/png;base64,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)
PN: 4H57-3-37
CAS: 929455-33-4
Molecule Weight: 315.252
Formula: C13H12F3N3O3
![2-{[2-(Trifluoromethyl)quinazolin-4-yl]amino}butanedioic acid](data:image/png;base64,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)
PN: 4H57-3-32
CAS: 1094029-61-4
Molecule Weight: 329.235
Formula: C13H10F3N3O4
![{[2-(Trifluoromethyl)quinazolin-4-yl]amino}acetic acid](data:image/png;base64,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)
PN: 4H57-3-28
CAS: 927969-20-8
Molecule Weight: 271.199
Formula: C11H8F3N3O2
PN: 3H31-3-9A
CAS: 929418-48-4
Molecule Weight: 227.19
Formula: C10H8F3N3
![2-{[2-(Trifluoromethyl)quinazolin-4-yl]amino}propanoic acid](data:image/png;base64,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)
PN: 4H57-3-29
CAS: 1017606-68-6
Molecule Weight: 285.226
Formula: C12H10F3N3O2
![3-Hydroxy-2-{[2-(trifluoromethyl)quinazolin-4-yl]amino}propanoic acid](data:image/png;base64,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)
PN: 4H57-3-31
CAS: 1094029-25-0
Molecule Weight: 301.225
Formula: C12H10F3N3O3
TSCA: Not listed on TSCA inventory