![Spiro[cyclobutane-1,3'-indoline] hydrochloride](data:image/png;base64,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)
| Product Number | 3H31-5-5D |
| CAS | 32670-02-3 |
| MDL Number | MFCD28023681 |
| Molecular Formula | C11H14ClN |
| Molecular Weight | 195.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-5-5D
CAS: 32670-02-3
Molecule Weight: 195.69
Formula: C11H14ClN
![Spiro[cyclohexane-1,3'-indoline] hydrochloride](data:image/png;base64,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)
PN: 3H31-5-5E
CAS: 4740-63-0
Molecule Weight: 223.74
Formula: C13H18ClN
PN: 3H31-1-S1
CAS: 22160-09-4
Molecule Weight: 133.194
Formula: C9H11N
TSCA: Not listed on TSCA inventory
