| Product Number | 4258-5-13 |
| Purity | 97.0 % |
| CAS | 1630907-39-9 |
| MDL Number | MFCD28014565 |
| Molecular Formula | C7H14ClNO2 |
| Molecular Weight | 179.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4258-5-13
CAS: 1630907-39-9
Molecule Weight: 179.64
Formula: C7H14ClNO2
![Methyl 3-(aminomethyl)bicyclo[1.1.1]pentane-1-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4258-5-23
CAS: 1638761-28-0
Molecule Weight: 191.66
Formula: C8H14ClNO2
![Methyl 3-(aminomethyl)bicyclo[1.1.1]pentane-1-carboxylate](data:image/png;base64,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)
PN: 4258-1-56
CAS: 1638764-99-4
Molecule Weight: 155.197
Formula: C8H13NO2
PN: 4230-5-01
CAS: 1172902-07-6
Molecule Weight: 179.64
Formula: C7H14ClNO2
![Methyl 3-carbamoylbicyclo[1.1.1]pentane-1-carboxylate](data:image/png;base64,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)
PN: 4248-1-24
CAS: 156329-77-0
Molecule Weight: 169.18
Formula: C8H11NO3
PN: 4258-5-14
CAS: 1630906-92-1
Molecule Weight: 165.62
Formula: C6H12ClNO2
PN: 4158-5-0A
CAS: 29840-56-0
Molecule Weight: 167.63
Formula: C6H14ClNO2
PN: 4258-5-E1
CAS: 1159279-83-0
Molecule Weight: 165.62
Formula: C6H12ClNO2
TSCA: Not listed on TSCA inventory