![(1R,5S,6R)-3-Aza-6-(hydroxymethyl)bicyclo[3.1.0]hexane](data:image/png;base64,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)
| Product Number | 4H01-1-5F |
| Synonyms | (1R,5S,6R)-(3-Azabicyclo[3.1.0]hex-6-yl)methanol |
| Purity | 95.0 % |
| CAS | 134575-13-6 |
| MDL Number | MFCD11099879 |
| Molecular Formula | C6H11NO |
| Molecular Weight | 113.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-1-5F
CAS: 134575-13-6
Molecule Weight: 113.16
Formula: C6H11NO
![3-Azabicyclo[3.1.0]hexane-1-methanol hydrochloride](data:image/png;base64,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)
PN: 4H56-5-1G
CAS: 1427356-35-1
Molecule Weight: 149.62
Formula: C6H12ClNO
PN: 4H56-1-327
CAS: 664364-46-9
Molecule Weight: 115.176
Formula: C6H13NO
PN: 4H56-5-0P
CAS: 931-44-2
Molecule Weight: 151.63
Formula: C6H14ClNO
![6,6-Dimethyl-3-azabicyclo[3.1.0]hexane](data:image/png;base64,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)
PN: 3H31-1-11
CAS: 943516-54-9
Molecule Weight: 111.188
Formula: C7H13N
PN: 4H56-1-782
CAS: 36763-96-9
Molecule Weight: 129.203
Formula: C7H15NO
![6,6-Dimethyl-3-azabicyclo[3.1.0]hexane hydrochloride](data:image/png;base64,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)
PN: 3H31-5-31
CAS: 943516-55-0
Molecule Weight: 147.65
Formula: C7H14ClN
Melting Point: 118-119 ℃
TSCA: Not listed on TSCA inventory