| Product Number | 4H56-5-F3 |
| CAS | 1713162-92-5 |
| MDL Number | MFCD26097155 |
| Molecular Formula | C10H16Cl2N2O2 |
| Molecular Weight | 267.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-F3
CAS: 1713162-92-5
Molecule Weight: 267.15
Formula: C10H16Cl2N2O2
![2-[(3R)-Pyrrolidin-3-yloxy]pyridine dihydrochloride](data:image/png;base64,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)
PN: 4H07-5-16
CAS: 1260613-92-0
Molecule Weight: 237.12
Formula: C9H14Cl2N2O
![2-[(3S)-Pyrrolidin-3-yloxy]pyridine dihydrochloride](data:image/png;base64,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)
PN: 4H07-5-17
CAS: 1029715-21-6
Molecule Weight: 237.12
Formula: C9H14Cl2N2O
PN: 4H56-5-3B
CAS: 1220039-88-2
Molecule Weight: 200.67
Formula: C9H13ClN2O
PN: 4H56-5-DY
CAS: 1420994-15-5
Molecule Weight: 214.69
Formula: C10H15ClN2O
PN: 4H56-5-F0
CAS: 1420836-27-6
Molecule Weight: 214.69
Formula: C10H15ClN2O
PN: 4H07-7-0Y
CAS: 1779126-62-3
Molecule Weight: 218.66
Formula: C9H12ClFN2O
PN: 4H07-7-1C
CAS: 1707361-72-5
Molecule Weight: 218.66
Formula: C9H12ClFN2O
Melting Point: 146-148 ℃
TSCA: Not listed on TSCA inventory