| Product Number | 3H30-1-P4 |
| Synonyms | 1-(Pyridin-2-yl)ethylamine |
| CAS | 42088-91-5 |
| MDL Number | MFCD05215238 |
| Molecular Formula | C7H10N2 |
| Molecular Weight | 122.171 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![(+)-2-[(1R)-1-Aminoethyl)]pyridine](data:image/png;base64,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)
PN: 3H30-1-A9
CAS: 45695-03-2
Molecule Weight: 122.171
Formula: C7H10N2
![(-)-2-[(1S)-1-Aminoethyl]pyridine](data:image/png;base64,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)
PN: 3H30-1-S3
CAS: 27854-90-6
Molecule Weight: 122.171
Formula: C7H10N2
PN: 3H30-1-VD
CAS: 58088-67-8
Molecule Weight: 136.198
Formula: C8H12N2
PN: 3H30-1-PB
CAS: 100155-73-5
Molecule Weight: 136.198
Formula: C8H12N2
PN: 3H30-1-0B
CAS: 503417-37-6
Molecule Weight: 134.182
Formula: C8H10N2
PN: 3H30-1-NT
CAS: 58088-72-5
Molecule Weight: 150.225
Formula: C9H14N2
DOT/IATA/IMDG: UN 2735 - HC 8 - PG III
TSCA: Not listed on TSCA inventory
