Sylvan: Theories of Emotion is a game based off of the concepts of six psychological theories of emotion (common sense theory, James-Lange theory, Cannon-Bard theory, Schachter-Singer cognitive arousal theory, facial feedback theory, Lazarus’s cognitive mediational theory) that students learn about in AP Psychology.
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data:image/png;base64,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
BattleStart
RunStart
3
1
1
0.1Continue
Continue
Skull
8
Conscious emotion -> ANS arousal,Common sense theory
ANS arousal -> conscious emotion,James-Lange theory
ANS arousal + simultaneous conscious emotion,Cannon-Bard theory
Cognitive appraisal + ANS arousal -> conscious emotion,Schachter-Singer cognitive arousal theory
Facial expression -> conscious emotion,Facial feedback theory
Threat appraisal -> conscious emotion -> bodily response,Lazarus's cognitive mediational theory
truefalse1