Search
Search
Structure Search
Service & Support
Start A PO
Questions & Feedback
Specials
View Specials
Download Specials
Services
Analytical
Purification
Packaging
Sourcing
About
International Distributors
About Us
Contact Us
Structure Search
Service & Support
Start A PO
Questions & Feedback
Specials
View Specials
Download Specials
Services
Analytical
Purification
Packaging
Sourcing
About
International Distributors
About Us
Contact Us
Home
Product 4H56-5-2T
3H-Spiro[isobenzofuran-1,4'-piperidine] hydrochloride
Product Number
4H56-5-2T
CAS
37663-44-8
MDL Number
MFCD02179146
Molecular Formula
C12H16ClNO
Molecular Weight
225.72
Pricing
Details
Units
Price (USD)
Availability
Bulk
Contact for Price
Contact for Availability
Inquire
Properties
Downloads
Safety
Regulatory
TSCA
: Not listed on TSCA inventory
Download Certificate of Analysis
Lot Number
×
![3H-Spiro[isobenzofuran-1,4'-piperidine] hydrochloride](data:image/png;base64,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)