| Product Number | 4H57-1-23 |
| CAS | 394655-10-8 |
| MDL Number | MFCD06245325 |
| Molecular Formula | C11H15N3O2 |
| Molecular Weight | 221.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H57-1-23
CAS: 394655-10-8
Molecule Weight: 221.26
Formula: C11H15N3O2
PN: 4H57-1-24
CAS: 168123-44-2
Molecule Weight: 235.287
Formula: C12H17N3O2
PN: 4H21-1-B8
CAS: 446831-27-2
Molecule Weight: 206.245
Formula: C11H14N2O2
PN: 4H21-1-T3
CAS: 159589-70-5
Molecule Weight: 220.272
Formula: C12H16N2O2
![3-Amino-2-[(2-aminoethyl)amino]benzoic acid](data:image/png;base64,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)
PN: 4657-1-08
CAS: 394655-20-0
Molecule Weight: 195.222
Formula: C9H13N3O2
PN: 4H55-1-14
CAS: 374063-89-5
Molecule Weight: 251.242
Formula: C11H13N3O4
PN: 4H57-1-0B
CAS: 835879-06-6
Molecule Weight: 235.287
Formula: C12H17N3O2
PN: 4H54-1-66
CAS: 168123-39-5
Molecule Weight: 251.242
Formula: C11H13N3O4
TSCA: Not listed on TSCA inventory