use numbers to type, D for decimal, and C for CLEARdata:image/png;base64,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data:image/png;base64,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lengthquad functiona=Sprite(2) doThinkFor doThink reportGetImageAttribute
smdnumber #1number #2display answer
functionacode
display answeranswer shower
display answeranswer shower
clear displayfunctiondisplay answer
blankE length
number deleter-1
display E
clear displayfunctiondisplay answer
clear displayfunctionmdisplay answerclear displayfunctionddisplay answerclear displayfunctionadisplay answerclear displayfunctiondisplay answer
number #2number #2number #2number #2clear displaydisplay answerfunctiondisplay answernumber #1number #2percenter
quad part 1-12quad part 22
display answer
Sprite(2)
Sprite(2)quadratic0110138.79000000000002i-0.255102040816326541.202134364538342x=