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)
| Product Number | 4H48-1-00A |
| Purity | 95 % |
| CAS | 1211515-65-9 |
| MDL Number | MFCD21364482 |
| Molecular Formula | C6H10N2O |
| Molecular Weight | 126.159 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-00A
CAS: 1211515-65-9
Molecule Weight: 126.159
Formula: C6H10N2O
PN: 4H48-1-HY
CAS: 676627-00-2
Molecule Weight: 114.148
Formula: C5H10N2O
PN: 4H48-1-RC
CAS: 1407997-81-2
Molecule Weight: 114.148
Formula: C5H10N2O
PN: 4H48-1-SC
CAS: 1292289-46-3
Molecule Weight: 114.148
Formula: C5H10N2O
PN: 4H48-5-B2
CAS: 1400764-39-7
Molecule Weight: 150.61
Formula: C5H11ClN2O
PN: 4H48-5-R7
CAS: 1434126-92-7
Molecule Weight: 150.61
Formula: C5H11ClN2O
PN: 4H48-5-S7
CAS: 1638744-96-3
Molecule Weight: 150.61
Formula: C5H11ClN2O
PN: 4H48-1-HW
CAS: 933723-27-4
Molecule Weight: 128.175
Formula: C6H12N2O
TSCA: Not listed on TSCA inventory