f1 :=(2*x-1)*sin(14.498*(x)^0.5)-2*((x-x^2)^0.5)*cos(14.498*(x)^0.5);

NiM+SSNmMUc2IiwmKiYsJkkieEdGJSIiIyEiIiIiIkYsLUkkc2luRzYkSSpwcm90ZWN0ZWRHRjBJKF9zeXNsaWJHRiU2IywkKiRGKSQiIiZGKyQiJilcOSEiJEYsRiwqJiwmRilGLCokRilGKkYrRjUtSSRjb3NHRi9GMkYsISIj

plot (f1, x=0..1);

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