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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) Marketing, Sharia, Financial, Services Cooperative Performance Evaluation of the Master of Economic Education Study Program, Tracer Study Problem Based Learning Profitabilitas STAD Sekolah Menengah Kejuruan (SMK) Vocational High School pendidikan ekonomi, kreativitas mengajar guru, motivasi belajar, pembelajaran masa pandemi
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A

Abdillah, Roychan Ahda
Abdillah, Rustam, Universitas Sebelas Maret
Adi, Bambang Wasito
Adi, Bambang Wasito (Indonesia)
Aini, Ainun Nur
aji, bagus
Ana, Testian Yushli
Anggraini, Melisa Dwi
Ariani, Rizki Putri
Ariyanti, Wahyu, Universitas Sebelas Maret
Arumsari, Margaretha Puspita
Asiani, Ani
Astrini, Estira Woro, Gadjah Mada Univeristy
Atha, Pelangi
Auliya Hakim, Muhammad Andi
Az zakiyyah, Nurul Azizah, Non Functional Budget State Analys Sethen DPR RI
Azizzah, Farah

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