Homework Simulator
Use Arrow Keys or WASD to move and Space to select
Options on the right are Actions
Options on the left are Attacks
The more Productivity and Knowlege you have, the easier the challanges are and the more damage you can deal
Attacks need balancing
Probably gonna do some re drawing of the costumes
Noone can die
Still need to work on balancing the stat 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data:image/png;base64,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 Events:
Distracted - Decreases Productivity, Student misses a turn
Extended Due Date - HW misses a turn
Good Sleep - Increase Productivity
HW from other classes - Productivity is decreased
Only do Odds - Increases productivity, HW misses a turn
Teacher Forgets to Check - Damage to HWStudent 200.255-2Student1-1HW TurnNumbers00.5Student Click15StudentGoogle7011101Attacks150100-4-312-32-11HW TurnStudent DoDamageNum1signNum2Damage02201StudentDo5011101Attacks15010000-2-10-20-1HW TurnStudent CalculatorDamageNumberDamage0Number30Starter2201Damage11StarterAttacksStudentCalculator5011101Attacks15010000-2-40-30-1HW TurnFighting:
Untaught Info - Deals Damage, Decreases Knowlage
Trick Question - Deals Damage
Show Your Work - Deals Damage, student can't use calculator next turn
Passive:
Hard Subject - Decreases Knowlage
Changed Due Date - Decreases Productivity-3-8000000-5-800111101Attacks-150100trueAttacksStudent Turn22DoCalculatorStudyLofiYTCollumnSelector1RowSelector2CollumnSelector1RowSelector1CollumnSelector2RowSelector3CollumnSelector2RowSelector2CollumnSelector2RowSelector1Produc Change,Know ChangeYTGoogleStudyYTGoogleLofiCalculatorDotrueStarter0Starter0falseX,Y100Homework10010100X,Y100.02Produc Change,Know Change00.528-72-26-12594-7240-125-38-8-93-6128-8-26-6194-840-61-3858-9342858-2649458404false100X,Y100Student51001005false