| Product Number | 4H56-5-W8 |
| Synonyms | trans-4-Methyl-L-proline hydrochloride; (2S,4R)-2-Carboxy-4-methylpyrrolidine hydrochloride; (4R)-4-Methyl-L-proline hydrochloride |
| Purity | 95 % |
| CAS | 365280-18-8 |
| MDL Number | MFCD22126139 |
| Molecular Formula | C6H12ClNO2 |
| Molecular Weight | 165.62 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-5-W8
CAS: 365280-18-8
Molecule Weight: 165.62
Formula: C6H12ClNO2
PN: 4H21-5-0M
CAS: 201481-62-1
Molecule Weight: 165.62
Formula: C6H12ClNO2
PN: 4H21-1-S3
CAS: 6734-41-4
Molecule Weight: 129.159
Formula: C6H11NO2
![2-Azabicyclo[2.1.1]hexane-1-carboxylic acid hydrochloride](data:image/png;base64,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)
PN: 4H21-5-07
CAS: 116129-07-8
Molecule Weight: 163.6
Formula: C6H10ClNO2
![(6S)-5-Azaspiro[2.4]heptane-6-carboxylic acid hydrochloride](data:image/png;base64,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)
PN: 4H21-5-S0
CAS: 2200278-74-4
Molecule Weight: 177.63
Formula: C7H12ClNO2
PN: 4H57-5-R3
CAS: 123053-48-5
Molecule Weight: 165.62
Formula: C6H12ClNO2
PN: 4H57-5-S3
CAS: 1508261-86-6
Molecule Weight: 165.62
Formula: C6H12ClNO2
PN: 4H57-1-06
CAS: 42856-71-3
Molecule Weight: 129.159
Formula: C6H11NO2
Melting Point: 145-147 ℃
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2933.97.9700