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)
| Product Number | 3H30-1-LZ |
| CAS | 439108-84-6 |
| MDL Number | MFCD03012714 |
| Molecular Formula | C12H10N4 |
| Molecular Weight | 210.24 |
| Units | Price (USD) | Availability |
|---|
PN: 3H30-1-LZ
CAS: 439108-84-6
Molecule Weight: 210.24
Formula: C12H10N4
![4-{Imidazo[1,2-a]pyrimidin-2-yl}aniline](data:image/png;base64,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)
PN: 3H30-1-LT
CAS: 58609-93-1
Molecule Weight: 210.24
Formula: C12H10N4
![2-(3-Nitro-phenyl)imidazo[1,2-a] pyrimidine](data:image/png;base64,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)
PN: 4H54-1-16
CAS: 134044-50-1
Molecule Weight: 240.222
Formula: C12H8N4O2
![4-Imidazo[1,2-a]pyrimidin-2-yl-benzonitrile](data:image/png;base64,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)
PN: 3H37-1-13
CAS: 104691-51-2
Molecule Weight: 220.235
Formula: C13H8N4
![N-(4-Imidazo[1,2-a]pyrimidin-2-ylphenyl)acetamide](data:image/png;base64,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)
PN: 4H48-1-0AE
CAS: 103779-36-8
Molecule Weight: 252.277
Formula: C14H12N4O
![2-(2,4-Dichlorophenyl)imidazo[1,2-a]pyrimidine](data:image/png;base64,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)
PN: 3H32-5-JV
CAS: 143696-74-6
Molecule Weight: 264.11
Formula: C12H7Cl2N3
![2-(4-Nitro-phenyl)imidazo[1,2-a] pyrimidine](data:image/png;base64,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)
PN: 4H54-1-17
CAS: 28266-96-8
Molecule Weight: 240.222
Formula: C12H8N4O2
![2-(3-Bromophenyl)imidazo[1,2-a]pyrimidine](data:image/png;base64,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)
PN: 3H32-9-39
CAS: 134044-47-6
Molecule Weight: 274.121
Formula: C12H8BrN3
TSCA: Not listed on TSCA inventory