![5,6,7,8-Tetrahydro-[1,3]dioxolo[4,5-g]isoquinoline](data:image/png;base64,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)
| Product Number | 4H56-1-930 |
| Purity | 97 % |
| CAS | 94143-83-6 |
| MDL Number | MFCD08234799 |
| Molecular Formula | C10H11NO2 |
| Molecular Weight | 177.203 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-930
CAS: 94143-83-6
Molecule Weight: 177.203
Formula: C10H11NO2
PN: 4H56-5-N5
CAS: 2328-12-3
Molecule Weight: 229.7
Formula: C11H16ClNO2
PN: 4H07-1-0R
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Molecule Weight: 179.219
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PN: 4H56-5-AW
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Molecule Weight: 199.68
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Molecule Weight: 199.68
Formula: C10H14ClNO
PN: 4H54-1-98
CAS: 65709-24-2
Molecule Weight: 206.245
Formula: C11H14N2O2
TSCA: Not listed on TSCA inventory