BEGIN:VCARD
VERSION:3.0
FN:John Kaplan
N:Kaplan;John;;;
TITLE:Director
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
NOTE:John excels in identifying and driving double-digit-percentage savings for his clients by focusing on full-potential versus incremental-improvement programs. He applies 30 years of hands-on industry experience along with broad functional expertise to secure clients' confidence in their pursuit and implementation of high-value revenues\, margins\, and operating-expense opportunities that clients have usually considered but rarely successfully completed. Prior to joining AlixPartners\, he had 10 years of C-level operating roles\, leading food manufacturing and distribution companies with revenues up to $1 billion through growth\, acquisitions\, and turnaround situations.John has a Master of Management from Northwestern University's J.L. Kellogg Graduate School of Management.
URL:https\://www.alixpartners.com/our-people/28396/john-kaplan/
ORG:AlixPartners;
ADR;TYPE=WORK:;;Dallas;;;;
TEL;TYPE=WORK:+1-214-289-0627
TEL;TYPE=CELL:+1-214-289-0627
EMAIL;TYPE=INTERNET:jkaplan@alixpartners.com
CLASS:PUBLIC
END:VCARD
