| Product Number | 4257-5-19 |
| CAS | 156292-34-1 |
| MDL Number | MFCD05863639 |
| Molecular Formula | C7H14ClNO2 |
| Molecular Weight | 179.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4257-5-19
CAS: 156292-34-1
Molecule Weight: 179.64
Formula: C7H14ClNO2
PN: 4257-5-08
CAS: 359849-58-4
Molecule Weight: 165.62
Formula: C6H12ClNO2
PN: 4257-5-09
CAS: 158414-44-9
Molecule Weight: 165.62
Formula: C6H12ClNO2
PN: 4257-5-00
CAS: 128110-37-2
Molecule Weight: 165.62
Formula: C6H12ClNO2
PN: 4258-5-09
CAS: 202921-88-8
Molecule Weight: 193.67
Formula: C8H16ClNO2
![diexo-3-Aminobicyclo[2.2.1]heptane-2-carboxylic acid](data:image/png;base64,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)
PN: 4257-1-12
CAS: 88330-32-9
Molecule Weight: 155.197
Formula: C8H13NO2
PN: 4257-5-18
CAS: 57266-55-4
Molecule Weight: 179.64
Formula: C7H14ClNO2
PN: 4257-1-13
CAS: 26685-83-6
Molecule Weight: 143.186
Formula: C7H13NO2
TSCA: Not listed on TSCA inventory