| Product Number | 4H56-5-NC |
| Purity | 95 % |
| CAS | 251569-98-9 |
| MDL Number | MFCD20483682 |
| Molecular Formula | C8H16ClNO |
| Molecular Weight | 177.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-NC
CAS: 251569-98-9
Molecule Weight: 177.67
Formula: C8H16ClNO
PN: 4H31-1-71
CAS: 550369-51-2
Molecule Weight: 141.214
Formula: C8H15NO
![3-Oxa-9-azaspiro[5.5]undecane](data:image/png;base64,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)
PN: 4H56-1-0SF
CAS: 311-21-7
Molecule Weight: 155.241
Formula: C9H17NO
![8-Oxa-2-azaspiro[4.5]decane hydrochloride](data:image/png;base64,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)
PN: 4H56-5-H6
CAS: 1408074-48-5
Molecule Weight: 177.67
Formula: C8H16ClNO
PN: 4H30-5-18
CAS: 389621-77-6
Molecule Weight: 165.66
Formula: C7H16ClNO
PN: 4H30-1-W3
CAS: 65412-03-5
Molecule Weight: 129.203
Formula: C7H15NO
![7-Oxa-2-azaspiro[3.5]nonane hydrochloride](data:image/png;base64,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)
PN: 4H44-5-11
CAS: 1417633-09-0
Molecule Weight: 163.65
Formula: C7H14ClNO
TSCA: Not listed on TSCA inventory
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)