![(1R,2R,3S,5R)-2-Amino-6,6-dimethylbicyclo[3.1.1]heptan-3-carboxylic acid hydrochloride](data:image/png;base64,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)
| Product Number | 4257-5-17 |
| CAS | 1027343-50-5 |
| MDL Number | MFCD09881418 |
| Molecular Formula | C10H18ClNO2 |
| Molecular Weight | 219.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![(1R,2R,3R,5R)-2-Amino-6,6-dimethylbicyclo[3.1.1]heptan-3-carboxylic acid hydrochloride](data:image/png;base64,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)
PN: 4257-5-16
CAS: 1027343-52-7
Molecule Weight: 219.71
Formula: C10H18ClNO2
PN: 4257-5-17
CAS: 1027343-50-5
Molecule Weight: 219.71
Formula: C10H18ClNO2
![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: 4257-1-10
CAS: 129042-71-3
Molecule Weight: 171.24
Formula: C9H17NO2
PN: 4257-5-18
CAS: 57266-55-4
Molecule Weight: 179.64
Formula: C7H14ClNO2
PN: 4258-5-09
CAS: 202921-88-8
Molecule Weight: 193.67
Formula: C8H16ClNO2
PN: 4257-1-13
CAS: 26685-83-6
Molecule Weight: 143.186
Formula: C7H13NO2
![(1R,2R,3S,5R)-2-Amino-2,6,6-trimethylbicyclo[3.1.1]heptane-3-carboxylic acid methyl ester hydrochloride](data:image/png;base64,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)
PN: 4258-5-07
CAS: 705949-01-5
Molecule Weight: 247.76
Formula: C12H22ClNO2
TSCA: Not listed on TSCA inventory