| Product Number | 4H56-1-GF |
| Synonyms | 2-(Benzylamino)nicotinic acid |
| Purity | 97 % |
| CAS | 33522-80-4 |
| MDL Number | MFCD01568566 |
| Molecular Formula | C13H12N2O2 |
| Molecular Weight | 228.251 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-GF
CAS: 33522-80-4
Molecule Weight: 228.251
Formula: C13H12N2O2
PN: 4H57-5-00
CAS: 750549-62-3
Molecule Weight: 262.69
Formula: C13H11ClN2O2
![2-[(2-Aminoethyl)amino]nicotinic acid](data:image/png;base64,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)
PN: 4H57-1-Y0
CAS: 374063-93-1
Molecule Weight: 181.195
Formula: C8H11N3O2
PN: 4H58-5-57
CAS: 1186405-01-5
Molecule Weight: 290.75
Formula: C15H15ClN2O2
![2-[(3-Aminoprop-1-yl)amino]nicotinic acid](data:image/png;base64,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)
PN: 4657-1-Y0
CAS: 904813-55-4
Molecule Weight: 195.222
Formula: C9H13N3O2
PN: 4H57-1-00
CAS: 904813-60-1
Molecule Weight: 209.249
Formula: C10H15N3O2
PN: 4H58-9-12
CAS: 1186404-92-1
Molecule Weight: 335.201
Formula: C15H15BrN2O2
PN: 4H31-1-0X
CAS: 639807-18-4
Molecule Weight: 178.191
Formula: C9H10N2O2
TSCA: Not listed on TSCA inventory