| Product Number | 3631-1-0X |
| Purity | 95 % |
| CAS | 24340-87-2 |
| MDL Number | MFCD14582999 |
| Molecular Formula | C10H16N2 |
| Molecular Weight | 164.252 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3631-1-0X
CAS: 24340-87-2
Molecule Weight: 164.252
Formula: C10H16N2
PN: 3632-1-0E
CAS: 19056-34-9
Molecule Weight: 164.252
Formula: C10H16N2
![2-[(2-Aminophenyl)amino]ethan-1-ol](data:image/png;base64,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)
PN: 4631-1-04
CAS: 4926-58-3
Molecule Weight: 152.197
Formula: C8H12N2O
PN: G311-A-32
CAS: 3476-89-9
Molecule Weight: 134.182
Formula: C8H10N2
PN: 3631-1-02
CAS: 16825-43-7
Molecule Weight: 242.326
Formula: C14H18N4
TSCA: Not listed on TSCA inventory
