| Product Number | 4233-5-05 |
| Purity | 96 % |
| CAS | 180323-49-3 |
| MDL Number | MFCD23106006 |
| Molecular Formula | C7H14ClNO2 |
| Molecular Weight | 179.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4258-5-11
CAS: 180196-56-9
Molecule Weight: 179.64
Formula: C7H14ClNO2
PN: 4258-5-30
CAS: 222530-29-2
Molecule Weight: 179.64
Formula: C7H14ClNO2
PN: 4233-5-05
CAS: 180323-49-3
Molecule Weight: 179.64
Formula: C7H14ClNO2
PN: 4257-5-04
CAS: 1203306-05-1
Molecule Weight: 165.62
Formula: C6H12ClNO2
![Methyl 4-aminobicyclo[2.2.1]heptane-1-carboxylate](data:image/png;base64,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)
PN: 4258-1-41
CAS: 1252672-38-0
Molecule Weight: 169.224
Formula: C9H15NO2
PN: 4257-1-09
CAS: 71830-08-5
Molecule Weight: 129.159
Formula: C6H11NO2
PN: 4H58-5-B8
CAS: 1392804-16-8
Molecule Weight: 193.67
Formula: C8H16ClNO2
PN: 4233-5-03
CAS: 87360-22-3
Molecule Weight: 193.67
Formula: C8H16ClNO2
TSCA: Not listed on TSCA inventory