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Posted September 2, 2020      

40th Annual International ONLINE Critical Thinking Conference SCHEDULE!

Posted by: System Admin | Posted for: the Community


{"ops":[{"attributes":{"color":"#0047b2","size":"large","bold":true},"insert":"The 40th Annual International Critical Thinking Conference is just around the corner... No worries- there is still time to sign up and join us "},{"attributes":{"align":"center"},"insert":"\n\n"},{"attributes":{"color":"#002966","bold":true},"insert":"Here is the link with information and to REGISTER NOW:"},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"bold":true,"link":" https://www.criticalthinking.org/pages/40th-conference-main/1364"},"insert":" https://www.criticalthinking.org/pages/40th-conference-main/1364"},{"attributes":{"align":"center"},"insert":"\n\n"},{"attributes":{"color":"#0066cc","size":"large","bold":true},"insert":"TO VIEW THE SCHEDULE FOR THIS ONLINE EVENT PLEASE VISIT:"},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"bold":true,"link":"http://www.criticalthinking.org/pages/40th-conference-online-schedule/1420"},"insert":"http://www.criticalthinking.org/pages/40th-conference-online-schedule/1420"},{"attributes":{"align":"center"},"insert":"\n\n\n\n"}]}


Posted August 19, 2020      

Critical Thinking Training for Police Recruits, Officers, & Leaders

Posted by: System Admin | Posted for: the Community


{"ops":[{"attributes":{"size":"large","bold":true},"insert":"Equip Your Recruits and Officers with the Paul-Elder Framework for Critical Thinking 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"}},{"attributes":{"size":"large"},"insert":" 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"},{"attributes":{"align":"center"},"insert":"\n"},{"insert":" Accounts for Emotions, Desires, and Ethics "},{"attributes":{"align":"center"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"center"},"insert":"\n"},{"insert":" Universally Applicable "},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"\n"}]}


Posted June 25, 2020      

FREE! Webinar for Educators: 'Bringing Analysis to the Center of Instruction Using the Tools of Critical Thinking'

Posted by: System Admin | Posted for: the Community


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