f1 := 0.7914/(1+0.3780*x^2)^2;

NiM+SSNmMUc2IiwkKiQsJiIiIkYpKiRJInhHRiUiIiMkIiUheSQhIiUhIiMkIiU5ekYv

plot (f1,x=-5..5);

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

evalf(int(f1*f1, x=-5..5));

NiMkIisuVC0rNSEiKg==

f2 := (1/Pi^0.25)*exp(-0.5*x^2);

NiM+SSNmMkc2IiomSSNQaUdJKnByb3RlY3RlZEdGKCQhI0QhIiMtSSRleHBHNiRGKEkoX3N5c2xpYkdGJTYjLCQqJEkieEdGJSIiIyQhIiYhIiIiIiI=

plot ({f1,f2}, x=-5..5);

LSUlUExPVEc2Ji0lJ0NVUlZFU0c2JDdlbzckJCEiJiIiISQiM1cnZjRIUiU9KnojISNCNyQkITNZTExMZSVHP3klISM8JCIzT3FzcFpjJCpHIilGLzckJCEzT21tVCZlc0JmJUYzJCIzNUQ4QE5SVng+ISNBNyQkITNBTEwkM3MlM3pWRjMkIjNXX15KVHdxWl5GOzckJCEzX0xMJGUvJFFrVEYzJCIzIVE2QmM7SiEpRyIhI0A3JCQhM29tbVQ1PXFdUkYzJCIzK1hTbkcmcF8xJEZGNyQkITNJTEwzXz5mX1BGMyQiM1slb2pwQDRXZCdGRjckJCEzSysrdm8xWVpORjMkIjNFPzY3VkIvIVIiISM/NyQkITM7TEwzLU9KTkxGMyQiM1VuWSY+QCJvJSlHRlY3JCQhM3AqKipcUCpvJVE3JEYzJCIzPF5xYUxGIzNyJkZWNyQkITNLbW1tIlJGaiFIRjMkIjM8bHpDVCpRLjUiISM+NyQkITMzTEwkZTRPWnIjRjMkIjMlM14oeikqKTNgKT1GYG83JCQhM3UqKioqKlxuXCEqXCNGMyQiMzZvMFRSUTEzTEZgbzckJCEzJSkqKioqKlxpeENHI0YzJCIzZWRSb0paKD1iJkZgbzckJCEzIyoqKioqKlxLcVAyI0YzJCIzRSIqbyIpKlFMcnUpRmBvNyQkITM5TEwzLVRDJSk9RjMkIjMvdTJEelV6czchIz03JCQhM1ttbW0iNHopZTtGMyQiM2daZkEnZWV0Kj1GanA3JCQhM1NtbTtIQVVqOkYzJCIzb24uQCdvKXo3QUZqcDckJCEzTW1tbW1gJ3pZIkYzJCIzKT04WmgsdHNiI0ZqcDckJCEzN0wkM0ZNRXBOIkYzJCIzI0cnKiozKFE0OipIRmpwNyQkITMjKioqKlwoPXQpZUMiRjMkIjNTcDpMNSYpZmNNRmpwNyQkITNPTCQzeCcqKWZaNkYzJCIzQSsmSENPaSEpKVFGanA3JCQhMyFvbW1taDUkXDVGMyQiMzAiKilbSSZvTEpWRmpwNyQkITN0SUwzeHJzOSUqRmpwJCIzaSUzZidmcDhBW0ZqcDckJCEzUyQqKipcKD1bakwpRmpwJCIzKWZVYW03I1sxYEZqcDckJCEzcSUqKioqXFB3JTR0RmpwJCIzIXBgKCkqRyJbLnYmRmpwNyQkITMpZioqKlxpWGcjRydGanAkIjM7IVEoZSsnemY7J0ZqcDckJCEzJG9LJDNfOjw2X0ZqcCQiM0lwK0djamRkbEZqcDckJCEzbmRtbVQmUShSVEZqcCQiM3NyKil5dTVXJSpvRmpwNyQkITNJaG0iSGRHZTokRmpwJCIzUTROJil5SFFZckZqcDckJCEzJVxtbVRnPT48I0ZqcCQiMyE0UTM+eW1oTChGanA3JCQhM0ZLJDNGcHk3ayJGanAkIjNoMSQ0dHhrMlQoRmpwNyQkITNnKioqXDd5UTE2IkZqcCQiMysoSEUnXDsybHVGanA3JCQhM2lLJDNfRCk9YCUpRmBvJCIzKzEzem5wWSVbKEZqcDckJCEzRXBtInpwKSkqKnomRmBvJCIzbVMlRzg9SycpXChGanA3JCQhMyNmK0QxOSp5WUpGYG8kIjNdQlZxT3VgMnZGanA3JCQhM3ZETUxMZSplJFxGViQiMztcVmZZUjs2dkZqcDckJCIzK2w7YSkzUkJFI0ZgbyQiM0VoblMkXEwkNHZGanA3JCQiM2JzbVRneEU9XUZgbyQiMyIqPmsrJmYuPV0oRmpwNyQkIjM3IW8iSEtrPnV4RmBvJCIzSVpEXSVSImYpWyhGanA3JCQiM3dvbVQ1RCxgNUZqcCQiM1dEdStXcHNwdUZqcDckJCIzR3E7elcjKT4vO0ZqcCQiM1pjSSdbSkRfVChGanA3JCQiMyE9bm0ielJRYkBGanAkIjNQOk4ueDx6UXRGanA3JCQiM21PTEwkZSxdNiRGanAkIjNNRTInKSopb2BickZqcDckJCIzXywrXSg9PlkyJUZqcCQiMzgyQXU0YSFIInBGanA3JCQiMzZRTGUqW0s1NiZGanAkIjMvMHh3c2FiImYnRmpwNyQkIjNzdW1tInpYdTknRmpwJCIzSF52Qz1IKnpAJ0ZqcDckJCIzI3lMTGU5aSI9c0ZqcCQiMzFYNSQzUjsnKXkmRmpwNyQkIjMjNCsrK115KSlHKUZqcCQiM2w0UlxARllGYEZqcDckJCIzJT4rK0RjbGpMKkZqcCQiM3U6TW5PW3BkW0ZqcDckJCIzSCsrXWlfUVE1RjMkIjNlRVlSSGYsIlElRmpwNyQkIjNVK10oPS1OKFI2RjMkIjNObjArJ0cpPUJSRmpwNyQkIjNiKytEInklM1Q3RjMkIjNPV2MjM3AtdFokRmpwNyQkIjNHK11QNGtoYDhGMyQiM0tTdjc8IWZcKyRGanA3JCQiMysrK11QIVtoWSJGMyQiM3M4S1RBLDVrREZqcDckJCIzS21tVDVGRW46RjMkIjN1YDpxemZgKj4jRmpwNyQkIjNpS0xMJFF4JG87RjMkIjNxKkc8JHBHaG49RmpwNyQkIjNZKysrdi5JJSk9RjMkIjMnKik9IWVGJGZFRiJGanA3JCQiMz9tbSJ6cGUqej9GMyQiMygzMkNyKTRWTicpRmBvNyQkIjM7LCsrRFwnUUgjRjMkIjMhPW4iSFhIMzRhRmBvNyQkIjMlSEwkZTlTOCZcI0YzJCIzIzRwUGQmemNTTEZgbzckJCIzcysrRDEjPWJxI0YzJCIzY2BsUmItK0w+RmBvNyQkIjMiSExMJDNzPzZIRjMkIjNHSm5zeDIkWzMiRmBvNyQkIjNhKioqXDdgV2w3JEYzJCIzR240LSY+ekdtJkZWNyQkIjNlbm1tbSpSUkwkRjMkIjMhW3QyLilcI3oqR0ZWNyQkIjMlem1tVHZKZ2EkRjMkIjMzUF5oYlw1KFIiRlY3JCQiM11NTGU5dE9jUEYzJCIzWVgjKlFkdSg9WydGRjckJCIzMSwrK11Ra1xSRjMkIjNTRlpyI1sxInlJRkY3JCQiMyFbTEwzZGc2PCVGMyQiM2U4bDN5cDpfN0ZGNyQkIjMleW1tbXcoR3BWRjMkIjNfQ0J1WjQ1dGBGOzckJCIzQysrRCJvSzBlJUYzJCIzJXlZKkcxUnkoMyNGOzckJCIzNSwrdj01cyN5JUYzJCIzcmYoW0BaYz81KUYvNyQkIiImRixGLS0lJkNPTE9SRzYmJSRSR0JHJCIjNSEiIiRGLEZcY2xGXWNsLUYmNiQ3Y283JEYqJCIzX0RFNE1vM1pzRlY3JEYxJCIzXU9FR1VOLDQmKUZWNyRGNyQiM1lWM3QzJCpcSikqRlY3JEY9JCIzP3ozWkkhSEo7IkZgbzckRkIkIjMpR007ZCUpNGtRIkZgbzckRkgkIjMreCU9QFpLQm0iRmBvNyRGTSQiMykpZjxfYicpW3o+RmBvNyRGUiQiM1lQa0IqNCgpeVEjRmBvNyRGWCQiM15fWzciNGs2I0hGYG83JEZnbiQiM3MvSjVlRiQqKmYkRmBvNyRGXG8kIjMyOW9CJWZyO10lRmBvNyRGYm8kIjNKYXJrY1omPV8mRmBvNyRGZ28kIjNpTTk+X1IwMnFGYG83JEZccCQiM000XHZGb0h3KilGYG83JEZhcCQiM3djYmtaUyp6OSJGanA3JEZmcCQiM195JEgoZjwhR1ciRmpwNyRGXHEkIjMqKm9hbiMqKXo3IT5GanA3JEZmcSQiM0BFX1VEJlxOUyNGanA3JEZbciQiM28iXGFhKmZPXkZGanA3JEZgciQiMzI8KHptJTRGVkpGanA3JEZlciQiMyUpZnUjM3AhZUZORmpwNyRGanIkIjMvYVFPRSc9ZiVSRmpwNyRGX3MkIjNaKzU0Iz4nPlNXRmpwNyRGZHMkIjMjKWUqUmhRbU8nXEZqcDckRmlzJCIzdzVGWkYmR3paJkZqcDckRl50JCIzIz1uIkc6blcjKmZGanA3JEZjdCQiMyp6WS1IMiczNGxGanA3JEZodCQiMztncCxdO00hKXBGanA3JEZddSQiMyMzSSdRblQ8XXRGanA3JEZidSQiM107X0FiPzlSd0ZqcDckRmd1JCIzNWI8Wy0kZl92KEZqcDckRlx2JCIzXTsvTms8clN5RmpwNyRGYXYkIjNPO1hdWi5VcnlGanA3JEZmdiQiM3dAdV5XOyJSKnlGanA3JEZbdyQiM1xBS0kwKXkhM3pGanA3JEZgdyQiMyxKJXAiUVUmUSJ6RmpwNyRGZXckIjNqJ3lCMXBRNCJ6RmpwNyRGanckIjMnW3UvNmBhKikqeUZqcDckRl94JCIzTylbdDxdanooeUZqcDckRmR4JCIzMUAoUVtMdCFbeUZqcDckRml4JCIza181cUUnW0F3KEZqcDckRl55JCIzIipvcHdeTT9Wd0ZqcDckRmN5JCIzJWZmVFRgLlJPKEZqcDckRmh5JCIzPFknKilcOEdwKyhGanA3JEZdeiQiM18mUi9DLmlhYidGanA3JEZieiQiM3UtSlQvJ0cjZmdGanA3JEZneiQiMyRReEEhZUkjUl8mRmpwNyRGXFtsJCIzW0Exc3dNPygpXEZqcDckRmFbbCQiM0kqcCpSVUpQeFdGanA3JEZmW2wkIjMtIj09ZywxVypSRmpwNyRGW1xsJCIza0haKCl5bCMpZk5GanA3JEZgXGwkIjNRTUlnMFlCaEpGanA3JEZlXGwkIjNpWSYqUmVCU2lGRmpwNyRGalxsJCIzbjw4IykpNCkqKTNDRmpwNyRGZF1sJCIzYW13ITMkKTMjej1GanA3JEZpXWwkIjM/SEMlKikqSHFVOUZqcDckRl5ebCQiM0JUJnAhR1ZhUjZGanA3JEZjXmwkIjMpb2xZc1JzJGUpKUZgbzckRmhebCQiMyM0WSc9JFshKXouKEZgbzckRl1fbCQiMzFaT2RXTk94YkZgbzckRmJfbCQiM3dVUXAiUjwoeVdGYG83JEZnX2wkIjMzMSpHLGBsLGYkRmBvNyRGXGBsJCIzOSM9LzMhXDBESEZgbzckRmFgbCQiMyFHV1w8cG81UiNGYG83JEZmYGwkIjNbbmRzXGh6cz5GYG83JEZbYWwkIjMlKWUxLHVlJlFtIkZgbzckRmBhbCQiM1lWO0JfY2d5OEZgbzckRmVhbCQiM2NESjdGKD5CPCJGYG83JEZqYWwkIjN6M24/aEc0QSoqRlY3JEZfYmwkIjMnUlRfRXgnZi8mKUZWNyRGZGJsRmJjbC1GZ2JsNiZGaWJsRl1jbEZqYmxGXWNsLSUrQVhFU0xBQkVMU0c2JFEieDYiUSFGamBtLSUlVklFV0c2JDskISNdRlxjbCQiI11GXGNsOyQhMic0ZSMzTCZbI2UiRmpwJCIxV2Y0ajI4cyEpISM7

plot ({f1*f1,f2*f2}, x=-4..4);

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