| Product Number | 4H56-5-97 |
| Purity | 97 % |
| CAS | 1009376-74-2 |
| MDL Number | MFCD23703443 |
| Molecular Formula | C8H16ClNO2 |
| Molecular Weight | 193.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-97
CAS: 1009376-74-2
Molecule Weight: 193.67
Formula: C8H16ClNO2
PN: 4H33-5-1F
CAS: 1009376-86-6
Molecule Weight: 193.67
Formula: C8H16ClNO2
PN: 4H23-1-8J
CAS: 908245-03-4
Molecule Weight: 157.213
Formula: C8H15NO2
PN: 4H58-1-UJ
CAS: 1009376-78-6
Molecule Weight: 157.213
Formula: C8H15NO2
PN: 4H23-1-8G
CAS: 183786-23-4
Molecule Weight: 157.213
Formula: C8H15NO2
![Methyl 2-azabicyclo[2.2.2]octane-6-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H56-1-JM
CAS: 97791-59-8
Molecule Weight: 205.68
Formula: C9H16ClNO2
PN: 4H23-5-S2
CAS: 164323-84-6
Molecule Weight: 179.64
Formula: C7H14ClNO2
PN: 4H23-5-2A
CAS: 1205749-70-7
Molecule Weight: 193.67
Formula: C8H16ClNO2
TSCA: Not listed on TSCA inventory