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)
| Product Number | 4H30-1-V1 |
| Synonyms | 1,3-Dihydro-2-benzofuran-5-amine |
| CAS | 61964-08-7 |
| MDL Number | MFCD05864561 |
| Molecular Formula | C8H9NO |
| Molecular Weight | 135.166 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-V1
CAS: 61964-08-7
Molecule Weight: 135.166
Formula: C8H9NO
PN: 4H30-1-A7
CAS: 98475-10-6
Molecule Weight: 135.166
Formula: C8H9NO
PN: 4756-1-1T
CAS: 63405-88-9
Molecule Weight: 137.182
Formula: C8H11NO
Melting Point: 105-107 ℃
TSCA: Not listed on TSCA inventory
