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)
| Product Number | 3H32-1-CS |
| CAS | 107862-65-7 |
| MDL Number | MFCD18072560 |
| Molecular Formula | C6H8N2 |
| Molecular Weight | 108.144 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-CS
CAS: 107862-65-7
Molecule Weight: 108.144
Formula: C6H8N2
![(5,6-Dihydro-4H-pyrrolo[1,2-b]pyrazol-2-yl)methanol](data:image/png;base64,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)
PN: 4H01-1-9M
CAS: 623564-45-4
Molecule Weight: 138.17
Formula: C7H10N2O
TSCA: Not listed on TSCA inventory