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)
| Product Number | 4H56-1-U2 |
| Synonyms | (1R)-1-(4-Hydroxyphenyl)ethylamine; (R)-4-Hydroxy-alpha-methylbenzylamine |
| CAS | 134855-88-2 |
| MDL Number | MFCD03844647 |
| Molecular Formula | C8H11NO |
| Molecular Weight | 137.182 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-U2
CAS: 134855-88-2
Molecule Weight: 137.182
Formula: C8H11NO
PN: G311-A-03
CAS: 41851-59-6
Molecule Weight: 151.209
Formula: C9H13NO
PN: G311-A-04
CAS: 22038-86-4
Molecule Weight: 151.209
Formula: C9H13NO
PN: 4633-5-07
CAS: 90642-63-0
Molecule Weight: 187.67
Formula: C9H14ClNO
PN: 4656-5-57
CAS: 1185579-44-5
Molecule Weight: 201.69
Formula: C10H16ClNO
PN: 4656-1-SQ
CAS: 191109-48-5
Molecule Weight: 167.208
Formula: C9H13NO2
PN: 4656-1-8H
CAS: 138713-55-0
Molecule Weight: 167.208
Formula: C9H13NO2
Melting Point: 121 ℃
TSCA: Not listed on TSCA inventory
