| Product Number | 4256-5-26 |
| CAS | 1212406-48-8 |
| MDL Number | MFCD07783056 |
| Molecular Formula | C7H16ClNO |
| Molecular Weight | 165.66 |
| Units | Price (USD) | Availability |
|---|
PN: 4256-5-26
CAS: 1212406-48-8
Molecule Weight: 165.66
Formula: C7H16ClNO
PN: 4256-5-27
CAS:
Molecule Weight: 169.65
Formula: C6H16ClNO2
![diendo-(3-Aminobicyclo[2.2.1]hept-2-yl)methanol hydrochloride](data:image/png;base64,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)
PN: 4256-5-34
CAS: 205639-89-0
Molecule Weight: 177.67
Formula: C8H16ClNO
![diexo-(3-Aminobicyclo[2.2.1]hept-2-yl)methanol hydrochloride](data:image/png;base64,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)
PN: 4256-5-35
CAS: 205639-91-4
Molecule Weight: 177.67
Formula: C8H16ClNO
PN: 4256-5-32
CAS: 1212253-95-6
Molecule Weight: 179.69
Formula: C8H18ClNO
PN: 4256-5-58
CAS: 28250-45-5
Molecule Weight: 165.66
Formula: C7H16ClNO
PN: 4256-5-25
CAS: 1173031-67-8
Molecule Weight: 193.72
Formula: C9H20ClNO
PN: 4256-1-44
CAS: 109647-95-2
Molecule Weight: 157.257
Formula: C9H19NO
TSCA: Not listed on TSCA inventory