| Product Number | 3630-3-69 |
| CAS | 1017462-08-6 |
| MDL Number | MFCD09904317 |
| Molecular Formula | C11H14FN |
| Molecular Weight | 179.238 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3630-3-69
CAS: 1017462-08-6
Molecule Weight: 179.238
Formula: C11H14FN
PN: 3630-7-70
CAS: 1209726-03-3
Molecule Weight: 201.67
Formula: C10H13ClFN
![1-(4-Fluorophenyl)bicyclo[1.1.1]pentane](data:image/png;base64,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)
PN: 1700-3-57
CAS: 271767-84-1
Molecule Weight: 162.207
Formula: C11H11F
PN: 3730-3-46
CAS: 149080-28-4
Molecule Weight: 167.227
Formula: C10H14FN
PN: 3730-7-18
CAS: 1216658-90-0
Molecule Weight: 201.67
Formula: C10H13ClFN
![[1-(2,6-Difluorophenyl)cyclobutyl]methylamine](data:image/png;base64,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)
PN: 3630-3-0H
CAS: 1215627-14-7
Molecule Weight: 197.229
Formula: C11H13F2N
PN: 3633-5-06
CAS: 209907-11-9
Molecule Weight: 197.71
Formula: C11H16ClN
PN: 3H31-3-6W
CAS: 676495-94-6
Molecule Weight: 179.238
Formula: C11H14FN
TSCA: Not listed on TSCA inventory