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Keywords ARCS, tutorial videos, activeness, learning motivation Agency Cost Analytic Hierarchy Process (AHP) Analytic Hierarchy Process (AHP), Bantuan Operasional Sekolah (BOS), Sekolah Menengah Kejuruan (SMK) Bantuan Operasional Sekolah (BOS) Consumer Education, Income Level of Parents, Consumption Behavior Critical Thinking Debt to Equity Ratio (DER) Foreign direct investment, economic growth, the United States, Investment, Sector, Development Indonesia, automotive, industry, macro environment Initial Public Offering (IPO), Small and Medium Enterprises (SMEs), Financial Performance, Financial Ratio Internal Marketing, Internal Marketing Mix, Employee Performance Management of BOS, Analytical Hierarchy Process (AHP) Performance Evaluation of the Master of Economic Education Study Program, Tracer Study Problem Based Learning Profitabilitas STAD Sekolah Menengah Kejuruan (SMK) Self-management, Social Support, Burnout Vocational High School pendidikan ekonomi, kreativitas mengajar guru, motivasi belajar, pembelajaran masa pandemi
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