data:image/png;base64,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data:image/png;base64,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

210"There is a beggar on the street, Throw coin to him or ignore him?",The Knights Guard Has Invited You To Try Out For Their Local Scouting. Will You Go?1001The Princess Of Bagnovia Comes Up To and Asks for your help finding her Lost Cat .Will You Help Her?,A Cat Comes Out and Attacks You . Defend Yourself Or Run?