![S-2-[(2-Chloroacetyl)amino]pentanoic acid](data:image/png;base64,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)
| Product Number | 4158-5-35 |
| CAS | 34337-03-6 |
| MDL Number | MFCD00190855 |
| Molecular Formula | C7H12ClNO3 |
| Molecular Weight | 193.63 |
| Units | Price (USD) | Availability |
|---|
PN: 4158-5-35
CAS: 34337-03-6
Molecule Weight: 193.63
Formula: C7H12ClNO3
![2-[(2-Chloroacetyl)amino]hexanoic acid](data:image/png;base64,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)
PN: 4158-5-33
CAS: 56787-36-1
Molecule Weight: 207.65
Formula: C8H14ClNO3
![2-[(2-Chloroacetyl)amino]-4-methylpentanoic acid](data:image/png;base64,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)
PN: 4158-5-30
CAS: 688-12-0
Molecule Weight: 207.65
Formula: C8H14ClNO3
PN: 4158-5-0K
CAS: 101072-54-2
Molecule Weight: 179.6
Formula: C6H10ClNO3
PN: 4158-1-16
CAS: 255714-49-9
Molecule Weight: 177.2
Formula: C7H15NO4
PN: 4158-1-SB
CAS: 15891-50-6
Molecule Weight: 159.185
Formula: C7H13NO3
TSCA: Not listed on TSCA inventory
