Integration 2_________________________________________________________________________________Exercise 1 p[0] := sqrt(1/2); p[1] := sqrt(3/2) * x; p[2] := sqrt(5/8) * (3*x^2 - 1); p[3] := sqrt(7/8) * (5*x^3 - 3*x);

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+JkkicEdGKDYjIiIhLCQqJCIiIyMiIiJGM0Y0NyNGMQ==

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+JkkicEdGKDYjIiIiLCQqJiIiJyNGMCIiI0kieEdGKEYwRjQ3I0Yx

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+JkkicEdGKDYjIiIjLCQqJiIjNSMiIiJGMCwmKiRJInhHRihGMCIiJCEiIkY1RjUjRjUiIiU3I0Yx

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+JkkicEdGKDYjIiIkLCQqJiIjOSMiIiIiIiMsJiokSSJ4R0YoRjAiIiZGOSEiJEY1I0Y1IiIlNyNGMQ==

We find experimentally that 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 is LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbW5HRiQ2JFEiMEYnLyUsbWF0aHZhcmlhbnRHUSdub3JtYWxGJ0Yv unless LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiYtRiw2JVEiaUYnRi9GMi1JI21vR0YkNi1RIj1GJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRkIvJSlzdHJldGNoeUdGQi8lKnN5bW1ldHJpY0dGQi8lKGxhcmdlb3BHRkIvJS5tb3ZhYmxlbGltaXRzR0ZCLyUnYWNjZW50R0ZCLyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGUS1GLDYlUSJqRidGL0YyRj5GK0Y+, in which case the integral is LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbW5HRiQ2JFEiMUYnLyUsbWF0aHZhcmlhbnRHUSdub3JtYWxGJ0Yv. Here are three cases: int(p[1] * p[2],x=-1..1);

IiIh

int(p[2] * p[2],x=-1..1);

IiIi

int(p[3] * p[2],x=-1..1);

IiIh

We can do all 16 cases together and print the results in a table, as follows: Matrix( [seq( [seq(int(p[i] * p[j],x=-1..1), j=0..3)], i=0..3)] );

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyMtSSdSVEFCTEVHRig2JSI1XzMtQCJIKCpbJCpvJC1JJ01BVFJJWEdGKDYjNyY3Ji1JI21uRzYkRiYvSSttb2R1bGVuYW1lR0YoRiQ2I1EiMUYoLUY2NiNRIjBGKEY8Rjw3JkY8RjVGPEY8NyZGPEY8RjVGPDcmRjxGPEY8RjVJJ01hdHJpeEdGJTcjLUZCNiMvSSQlaWRHRihGLw==

We now need to find a function 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 that makes the pattern continue: p[4] := a*x^4 + b*x^2 + c ;

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+JkkicEdGKDYjIiIlLCgqJkkiYUdGKCIiIkkieEdGKEYwRjQqJkkiYkdGKEY0RjUiIiNGNEkiY0dGKEY0NyNGMQ==

The following integrals should be 0, 0, 0, 0 and 1, respectively: int(p[0] * p[4],x=-1..1); int(p[1] * p[4],x=-1..1); int(p[2] * p[4],x=-1..1); int(p[3] * p[4],x=-1..1); int(p[4] * p[4],x=-1..1);

LCgqJiIiIyMiIiJGJEkiYUc2IkYmI0YmIiImKiZGJEYlSSJiR0YoRiYjRiYiIiQqJkYkRiVJImNHRihGJkYm

IiIh

LCYqJiIjNSMiIiIiIiNJImFHNiJGJiMiIiUiI04qJkYkRiVJImJHRilGJiNGJyIjOg==

IiIh

LC4qJEkiYUc2IiIiIyNGJiIiKiomSSJiR0YlIiIiRiRGKyMiIiUiIigqJkkiY0dGJUYrRiRGKyNGLSIiJiokRipGJiNGJkYyKiZGMEYrRipGKyNGLSIiJCokRjBGJkYm

We can get Maple to find LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiYUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic=, LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiYkYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= and LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiY0YnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= based on this information: _EnvExplicit := true;

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+SS1fRW52RXhwbGljaXRHRihJJXRydWVHRiY3I0Yu

sol := solve({ int(p[0] * p[4],x=-1..1) = 0, int(p[1] * p[4],x=-1..1) = 0, int(p[2] * p[4],x=-1..1) = 0, int(p[3] * p[4],x=-1..1) = 0, int(p[4] * p[4],x=-1..1) = 1, a > 0 },{a,b,c});

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+SSRzb2xHRig8JS9JImFHRigsJCokIiIjIyIiIkYzIyIkMCIiIzsvSSJiR0YoLCRGMiMhI1giIikvSSJjR0YoLCRGMiMiIipGODcjRi4=

p[4] := factor(subs(sol,p[4]));

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+JkkicEdGKDYjIiIlLCQqJiIiIyMiIiJGMywoKiRJInhHRihGMCIjTiokRjhGMyEjSSIiJEY1RjUjRjwiIzs3I0Yx

q := (n) -> sqrt(n + 1/2)*diff((x^2-1)^n,x$n)/(2^n * n!);

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+SSJxR0YoZio2I0kibkdGKEYoNiRJKW9wZXJhdG9yR0YoSSZhcnJvd0dGKEYoKiotSSVzcXJ0R0YlNiMsJjkkIiIiI0Y6IiIjRjpGOi1JJWRpZmZHRiY2JCksJiokSSJ4R0YoRjxGOiEiIkY6RjktSSIkR0YmNiRGQ0Y5RjopRjxGOUZELUkqZmFjdG9yaWFsR0YmNiNGOUZERihGKEYoNyNGLg==

q(1); q(2); q(3); q(4);

LCQqJiIiJyMiIiIiIiNJInhHNiJGJkYl

LCQqJiIjNSMiIiIiIiMsJiokSSJ4RzYiRiciIzchIiVGJkYmI0YmIiM7

LCQqJiIjOSMiIiIiIiMsJiokSSJ4RzYiIiIkIiNbKiYsJiokRipGJ0YmISIiRiZGJkYqRiYiI3NGJiNGJiIjJyo=

LCQqJiIiIyMiIiJGJCwoKiRJInhHNiIiIiUiJCVRKiYsJiokRilGJEYmISIiRiZGJkYpRiQiJV82KiRGLkYkIiRXIkYmI0YmIiRjIw==

seq(factor(q(n)/p[n]),n=1..4);

NiYiIiJGI0YjRiM=

_________________________________________________________________________________Exercise 2The general picture is that for any positive integers LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEibkYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= and LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEibUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic=, there are constants 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 such 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Here are some examples: factor(int(x^3*ln(x)^5,x));

LCQqJkkieEc2IiIiJSwuKiQtSSNsbkc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkdGJTYjRiQiIiYiJEciKiRGKUYmISRnIiokRikiIiQiJGciKiRGKSIiIyEkPyJGKSIjZyEjOiIiIkY7I0Y7IiQ3Jg==

factor(int(x^4*ln(x),x));

LCQqJkkieEc2IiIiJiwmLUkjbG5HNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHRiU2I0YkRiYhIiIiIiJGLyNGLyIjRA==

factor(int(x^4*ln(x)^3,x));

LCQqJkkieEc2IiIiJiwqKiQtSSNsbkc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkdGJTYjRiQiIiQiJEQiKiRGKSIiIyEjdkYpIiNJISInIiIiRjYjRjYiJEQn

_________________________________________________________________________________Exercise 3These first few integrals involve functions that you may not have seen before. The LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiYtRiw2JVEkZXJmRicvRjBRJmZhbHNlRicvRjNRJ25vcm1hbEYnLUkjbW9HRiQ2LVEwJkFwcGx5RnVuY3Rpb247RidGPC8lJmZlbmNlR0Y7LyUqc2VwYXJhdG9yR0Y7LyUpc3RyZXRjaHlHRjsvJSpzeW1tZXRyaWNHRjsvJShsYXJnZW9wR0Y7LyUubW92YWJsZWxpbWl0c0dGOy8lJ2FjY2VudEdGOy8lJ2xzcGFjZUdRJjAuMGVtRicvJSdyc3BhY2VHRlItSShtZmVuY2VkR0YkNiQtRiM2JEYrRjxGPEY8RitGPA== function is essentially the cumulative probability function for the normal distribution, so is important in statistics. The functions LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiYtRiw2JVEjRWlGJy9GMFEmZmFsc2VGJy9GM1Enbm9ybWFsRictSSNtb0dGJDYtUTAmQXBwbHlGdW5jdGlvbjtGJ0Y8LyUmZmVuY2VHRjsvJSpzZXBhcmF0b3JHRjsvJSlzdHJldGNoeUdGOy8lKnN5bW1ldHJpY0dGOy8lKGxhcmdlb3BHRjsvJS5tb3ZhYmxlbGltaXRzR0Y7LyUnYWNjZW50R0Y7LyUnbHNwYWNlR1EmMC4wZW1GJy8lJ3JzcGFjZUdGUi1JKG1mZW5jZWRHRiQ2JC1GIzYkRitGPEY8RjxGK0Y8, LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiYtRiw2JVEqRWxsaXB0aWNGRicvRjBRJmZhbHNlRicvRjNRJ25vcm1hbEYnLUkjbW9HRiQ2LVEwJkFwcGx5RnVuY3Rpb247RidGPC8lJmZlbmNlR0Y7LyUqc2VwYXJhdG9yR0Y7LyUpc3RyZXRjaHlHRjsvJSpzeW1tZXRyaWNHRjsvJShsYXJnZW9wR0Y7LyUubW92YWJsZWxpbWl0c0dGOy8lJ2FjY2VudEdGOy8lJ2xzcGFjZUdRJjAuMGVtRicvJSdyc3BhY2VHRlItSShtZmVuY2VkR0YkNiQtRiM2JEYrRjxGPEY8RitGPA== and LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiYtRiw2JVEqaHlwZXJnZW9tRicvRjBRJmZhbHNlRicvRjNRJ25vcm1hbEYnLUkjbW9HRiQ2LVEwJkFwcGx5RnVuY3Rpb247RidGPC8lJmZlbmNlR0Y7LyUqc2VwYXJhdG9yR0Y7LyUpc3RyZXRjaHlHRjsvJSpzeW1tZXRyaWNHRjsvJShsYXJnZW9wR0Y7LyUubW92YWJsZWxpbWl0c0dGOy8lJ2FjY2VudEdGOy8lJ2xzcGFjZUdRJjAuMGVtRicvJSdyc3BhY2VHRlItSShtZmVuY2VkR0YkNiQtRiM2JEYrRjxGPEY8RitGPA== are more obscure, but they have various applications in more advanced mathematics. You can learn more about them by entering ?Ei, ?EllipticF or ?hypergeom in Maple.(a) int(exp(-x^2),x);

LCQqJkkjUGlHJSpwcm90ZWN0ZWRHIyIiIiIiIy1JJGVyZkc2JEYlSShfc3lzbGliRzYiNiNJInhHRi1GJ0Ym

(b) int(1/ln(x),x);

LCQtSSNFaUc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkc2IjYkIiIiLCQtSSNsbkdGJTYjSSJ4R0YoISIiRjA=

(c) int(1/(sqrt(1-x^2)*sqrt(1-2*x^2)),x);

LUkqRWxsaXB0aWNGRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiNiRJInhHRicqJCIiIyMiIiJGKw==

(d) int((x^8+1)^(-1/2),x);

KiZJInhHNiIiIiItSSpoeXBlcmdlb21HSShfc3lzbGliR0YkNiU3JCNGJSIiKSNGJSIiIzcjIyIiKkYsLCQqJEYjRiwhIiJGJQ==

(e) int(sin(x)*ln(ln(x)),x);

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

(f) int(sin(sin(sin(x))),x);

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyMtSSVtcm93RzYkRiYvSSttb2R1bGVuYW1lR0YoRiQ2Jy1JI21vR0YuNiNRJiZpbnQ7RigtRi02JS1JI21pR0YuNiRRJHNpbkYoL0kqZm9udHN0eWxlR0YoUSdub3JtYWxGKC1GMzYjUTAmQXBwbHlGdW5jdGlvbjtGKC1JKG1mZW5jZWRHRi42Iy1GLTYlRjhGPy1GQzYjLUYtNiVGOEY/LUZDNiMtRjk2I1EieEYoLUknbXNwYWNlR0YuNiMvSSZ3aWR0aEdGKFEmMC4zZW1GKC1GMzYjUTAmRGlmZmVyZW50aWFsRDtGKEZNNyMtSSRpbnRHRiU2JC1JJHNpbkdGJTYjLUZobjYjLUZobjYjSSJ4R0YoRl5v

(g) int(1/sqrt(1+x+x^10),x);

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyMtSSVtcm93RzYkRiYvSSttb2R1bGVuYW1lR0YoRiQ2Jy1JI21vR0YuNiNRJiZpbnQ7RigtSSZtZnJhY0dGLjYkLUkjbW5HRi42I1EiMUYoLUkmbXNxcnRHRi42Iy1GLTYnLUklbXN1cEdGLjYkLUkjbWlHRi42I1EieEYoLUY6NiNRIzEwRigtRjM2I1EnJnBsdXM7RihGRUZMRjktSSdtc3BhY2VHRi42Iy9JJndpZHRoR0YoUSYwLjNlbUYoLUYzNiNRMCZEaWZmZXJlbnRpYWxEO0YoRkU3Iy1JJGludEdGJTYkKiQsKCokSSJ4R0YoIiM1IiIiRmluRltvRltvRltvIyEiIiIiI0Zpbg==

We are looking for a function of LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEieEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= that can be defined in three characters, but cannoteasily be integrated. At least one of the characters must be x (otherwise our function wouldbe constant, so we could integrate it). That does not leave much space for anything else:we could have a letter or digit, or any of the characters +, -, *, / or ^. Most functions built from these ingredients are easy to integrate: int(x+3,x);

LCYqJEkieEc2IiIiIyMiIiJGJkYkIiIk

int(x*x,x);

LCQqJEkieEc2IiIiJCMiIiJGJg==

int(2^x,x);

KiYtSSNsbkc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkc2IjYjIiIjISIiKUYqSSJ4R0YoIiIi

There is just one exception: int(x^x,x);

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyMtSSVtcm93RzYkRiYvSSttb2R1bGVuYW1lR0YoRiQ2Jy1JI21vR0YuNiNRJiZpbnQ7RigtSSVtc3VwR0YuNiQtSSNtaUdGLjYjUSJ4RihGOS1JJ21zcGFjZUdGLjYjL0kmd2lkdGhHRihRJjAuM2VtRigtRjM2I1EwJkRpZmZlcmVudGlhbEQ7RihGOTcjLUkkaW50R0YlNiQpSSJ4R0YoRktGSw==

There is actually an answer that is even shorter: int(x!,x);

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyMtSSVtcm93RzYkRiYvSSttb2R1bGVuYW1lR0YoRiQ2Jy1JI21vR0YuNiNRJiZpbnQ7RigtRi02JC1JI21pR0YuNiNRInhGKC1GMzYkUScmZXhjbDtGKC9JK21zZW1hbnRpY3NHRi5RIiFGKC1JJ21zcGFjZUdGLjYjL0kmd2lkdGhHRihRJjAuM2VtRigtRjM2I1EwJkRpZmZlcmVudGlhbEQ7RihGODcjLUkkaW50R0YlNiQtSSpmYWN0b3JpYWxHRiY2I0kieEdGKEZS

This is a little bit dubious because LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiUtRiw2JVEieEYnRi9GMi1JI21vR0YkNi1RIiFGJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRkIvJSlzdHJldGNoeUdGQi8lKnN5bW1ldHJpY0dGQi8lKGxhcmdlb3BHRkIvJS5tb3ZhYmxlbGltaXRzR0ZCLyUnYWNjZW50R0ZCLyUnbHNwYWNlR1EsMC4xMTExMTExZW1GJy8lJ3JzcGFjZUdGUUY+RitGPg== is usually only defined when LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEieEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= is an integer, and that would make the integral meaningless. However, Maple does have a way to interpret LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiUtRiw2JVEieEYnRi9GMi1JI21vR0YkNi1RIiFGJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRkIvJSlzdHJldGNoeUdGQi8lKnN5bW1ldHJpY0dGQi8lKGxhcmdlb3BHRkIvJS5tb3ZhYmxlbGltaXRzR0ZCLyUnYWNjZW50R0ZCLyUnbHNwYWNlR1EsMC4xMTExMTExZW1GJy8lJ3JzcGFjZUdGUUY+RitGPg== even when LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEieEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= is not an integer (eg LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNidGKy1GIzYlLUkjbW5HRiQ2JFEkMS41RicvRjNRJ25vcm1hbEYnLUkjbW9HRiQ2LVEiIUYnRj0vJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRkUvJSlzdHJldGNoeUdGRS8lKnN5bW1ldHJpY0dGRS8lKGxhcmdlb3BHRkUvJS5tb3ZhYmxlbGltaXRzR0ZFLyUnYWNjZW50R0ZFLyUnbHNwYWNlR1EsMC4xMTExMTExZW1GJy8lJ3JzcGFjZUdGVEY9LUZANi1RIj1GJ0Y9RkNGRkZIRkpGTEZORlAvRlNRLDAuMjc3Nzc3OGVtRicvRlZGZW4tRjo2JFEsMS4zMjkzNDAzODhGJ0Y9Rj1GK0Y9), which you can learn about by entering ?factorial and ?GAMMA. _________________________________________________________________________________Exercise 4 y := sin(x) + sin(3*x)/3 + sin(5*x)/5 + sin(7*x)/7;

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+SSJ5R0YoLCotSSRzaW5HRiU2I0kieEdGKCIiIi1GMDYjLCRGMiIiJCNGM0Y3LUYwNiMsJEYyIiImI0YzRjwtRjA2IywkRjIiIigjRjNGQTcjRi4=

z := int(y,x);

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+SSJ6R0YoLCotSSRjb3NHRiU2IywkSSJ4R0YoIiIkIyEiIiIiKi1GMDYjLCRGMyIiJiNGNiIjRC1GMDYjLCRGMyIiKCNGNiIjXC1GMDYjRjNGNjcjRi4=

The graph of LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEieUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= spends half the time wiggling near LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbW5HRiQ2JFEkMC44RicvJSxtYXRodmFyaWFudEdRJ25vcm1hbEYnRi8= and half the time wiggling near LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiUtSSNtb0dGJDYtUSomdW1pbnVzMDtGJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRj8vJSlzdHJldGNoeUdGPy8lKnN5bW1ldHJpY0dGPy8lKGxhcmdlb3BHRj8vJS5tb3ZhYmxlbGltaXRzR0Y/LyUnYWNjZW50R0Y/LyUnbHNwYWNlR1EsMC4yMjIyMjIyZW1GJy8lJ3JzcGFjZUdGTi1JI21uR0YkNiRRJDAuOEYnRjtGO0YrRjs=, jumping rapidly between these levels at LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiYtRiw2JVEieEYnRi9GMi1JI21vR0YkNi1RIj1GJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRkIvJSlzdHJldGNoeUdGQi8lKnN5bW1ldHJpY0dGQi8lKGxhcmdlb3BHRkIvJS5tb3ZhYmxlbGltaXRzR0ZCLyUnYWNjZW50R0ZCLyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGUS1JI21uR0YkNiRRIjBGJ0Y+Rj5GK0Y+, LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiYtRiw2JVEieEYnRi9GMi1JI21vR0YkNi1RIj1GJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRkIvJSlzdHJldGNoeUdGQi8lKnN5bW1ldHJpY0dGQi8lKGxhcmdlb3BHRkIvJS5tb3ZhYmxlbGltaXRzR0ZCLyUnYWNjZW50R0ZCLyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGUS1GLDYlUSNQaUYnL0YwRkJGPkY+RitGPg==, 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 and all other multiples of LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEjUGlGJy8lJ2l0YWxpY0dRJmZhbHNlRicvJSxtYXRodmFyaWFudEdRJ25vcm1hbEYnRjI=. The graph of LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiekYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= is a sawtooth, climbing from about LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiUtSSNtb0dGJDYtUSomdW1pbnVzMDtGJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRj8vJSlzdHJldGNoeUdGPy8lKnN5bW1ldHJpY0dGPy8lKGxhcmdlb3BHRj8vJS5tb3ZhYmxlbGltaXRzR0Y/LyUnYWNjZW50R0Y/LyUnbHNwYWNlR1EsMC4yMjIyMjIyZW1GJy8lJ3JzcGFjZUdGTi1JI21uR0YkNiRRJDEuMkYnRjtGO0YrRjs= at LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiYtRiw2JVEieEYnRi9GMi1JI21vR0YkNi1RIj1GJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRkIvJSlzdHJldGNoeUdGQi8lKnN5bW1ldHJpY0dGQi8lKGxhcmdlb3BHRkIvJS5tb3ZhYmxlbGltaXRzR0ZCLyUnYWNjZW50R0ZCLyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGUS1JI21uR0YkNiRRIjBGJ0Y+Rj5GK0Y+ in a roughly straight line to about LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbW5HRiQ2JFEkMS4yRicvJSxtYXRodmFyaWFudEdRJ25vcm1hbEYnRi8= at LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiYtRiw2JVEieEYnRi9GMi1JI21vR0YkNi1RIj1GJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRkIvJSlzdHJldGNoeUdGQi8lKnN5bW1ldHJpY0dGQi8lKGxhcmdlb3BHRkIvJS5tb3ZhYmxlbGltaXRzR0ZCLyUnYWNjZW50R0ZCLyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGUS1GLDYlUSNQaUYnL0YwRkJGPkY+RitGPg==, then dropping in a roughly straight line to about LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiUtSSNtb0dGJDYtUSomdW1pbnVzMDtGJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRj8vJSlzdHJldGNoeUdGPy8lKnN5bW1ldHJpY0dGPy8lKGxhcmdlb3BHRj8vJS5tb3ZhYmxlbGltaXRzR0Y/LyUnYWNjZW50R0Y/LyUnbHNwYWNlR1EsMC4yMjIyMjIyZW1GJy8lJ3JzcGFjZUdGTi1JI21uR0YkNiRRJDEuMkYnRjtGO0YrRjs= again at 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, and so on. This makes sense because 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, which is the slope of the graph of LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiekYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic=. When LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEieUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= is near LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbW5HRiQ2JFEkMC44RicvJSxtYXRodmFyaWFudEdRJ25vcm1hbEYnRi8=, the graph of LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiekYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= slopes upwards at a roughly constant angle; when LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEieUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= is near LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiUtSSNtb0dGJDYtUSomdW1pbnVzMDtGJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRj8vJSlzdHJldGNoeUdGPy8lKnN5bW1ldHJpY0dGPy8lKGxhcmdlb3BHRj8vJS5tb3ZhYmxlbGltaXRzR0Y/LyUnYWNjZW50R0Y/LyUnbHNwYWNlR1EsMC4yMjIyMjIyZW1GJy8lJ3JzcGFjZUdGTi1JI21uR0YkNiRRJDAuOEYnRjtGO0YrRjs=, the graph of LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiekYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= slopes down at a nearly constant angle. plot([y,z],x=-2*Pi..2*Pi);

6+-%'CURVESG6$7del7$$!+KtZni!"*$"*OmxF'!#57$$!+091Oi!"*$"+ZcOq=!#57$$!+zak/i!"*$"+&)f`uI!#57$$!20++?bHK<'!#;$"+GlA;U!#57$$!+EO"=9'!"*$"+MQjt_!#57$$!+*p(R5h!"*$"+z2)zA'!#57$$!+t<)*yg!"*$"+ds:kq!#57$$!+YecZg!"*$"1G9d&HAsw(!#;7$$!*#*\h,'!")$"+XMkU$)!#57$$!+$*Rt%)f!"*$"1@8_aN*>x)!#;7$$!+n!=L&f!"*$"1*3miHR>2*!#;7$$!*9->#f!")$"+H)4oC*!#57$$!+9i[!*e!"*$"+`C)3I*!#57$$!+)Gq!fe!"*$"+3O,_#*!#57$$!2/++5Oaw#e!#;$"+uY)p6*!#57$$!+N%Qiz&!"*$"+[eV9*)!#57$$!+3D#[w&!"*$"1-\OS-lk')!#;7$$!+#e1Mt&!"*$"+jsi&Q)!#57$$!+b1*>q&!"*$"+2*4%)4)!#57$$!+HZdqc!"*$"+Dt:?y!#57$$!+-)e"Rc!"*$"+A5amv!#57$$!+wGu2c!"*$"1r&Ga!RtZt!#;7$$!+\pKwb!"*$"1,++gv9#=(!#;7$$!+B5"\a&!"*$"1,++zp%y1(!#;7$$!+'4&\8b!"*$"+m#o2,(!#57$$!2/+++<z?[&!#;$"1,++1Bi5q!#;7$$!+VKm]a!"*$"1,++")o%R1(!#;7$$!+<tC>a!"*$"+H"pW;(!#57$$!21+++RJyQ&!#;$"+i"*e.t!#57$$!+kaTc`!"*$"1m+k6uugu!#;7$$!+P&**\K&!"*$"1i&>*>YTVw!#;7$$!+6Oe$H&!"*$"+**R<Wy!#57$$!+%on@E&!"*$"+'=nk-)!#57$$!+e<vI_!"*$"+a%*>">)!#57$$!+JeL*>&!"*$"+ED+H$)!#57$$!+0*>z;&!"*$"1H9dy2kP%)!#;7$$!+yR]O^!"*$"+f-?'\)!#57$$!+_!)30^!"*$"+L\k<&)!#57$$!+E@nt]!"*$"+N)ol\)!#57$$!+*>cA/&!"*$"+bdIN%)!#57$$!+t-%3,&!"*$"1,++FU]Q$)!#;7$$!+YVUz\!"*$"1,++cJ"G@)!#;7$$!*U3![\!")$"+%*QYm!)!#57$$!+$\#f;\!"*$"+&*>x3z!#57$$!+nl<&)[!"*$"*'oe\x!"*7$$!*kgP&[!")$"+J#>()f(!#57$$!+9ZMA[!"*$"+tsPlu!#57$$!+(yG4z%!"*$"+C>kdt!#57$$!+hG^fZ!"*$"+0#4?G(!#57$$!+ok!Qu%!"*$".rW$QQ]s!#87$$!2&*****\WLLt%!#;$"1y%***H*=0C(!#;7$$!+A/'Gs%!"*$"1rl@r#H-E(!#;7$$!+*R(Q7Z!"*$"1s&GMP72B(!#;7$$!+U0R7Z!"*$"140v\QQ]s!#;7$$!+>v">q%!"*$"13kML*=0C(!#;7$$!+'\W9p%!"*$"0&oJ)HH-E(!#:7$$!+t9(4o%!"*$"1r&GWO72B(!#;7$$!+"3l_m%!"*$"+M#4?G(!#57$$!+b"\Qj%!"*$"+%*>kdt!#57$$!+GKV-Y!"*$"+YtPlu!#57$$!+-t,rX!"*$"+:$>()f(!#57$$!+v8gRX!"*$"1,++%)pe\x!#;7$$!+\a=3X!"*$"1,++s?x3z!#;7$$!+A&pnZ%!"*$"1,++#)RYm!)!#;7$$!+'f``W%!"*$"+NK"G@)!#57$$!+pw$RT%!"*$"+pU]Q$)!#57$$!+V<_#Q%!"*$"+:eIN%)!#57$$!+;e5^V!"*$"1*****>&)ol\)!#;7$$!**)*o>V!")$"1,++B\k<&)!#;7$$!+kRF)G%!"*$"+_-?'\)!#57$$!+P!eoD%!"*$"1G9dL2kP%)!#;7$$!+6@WDU!"*$"+)[-!H$)!#57$$!+%=ES>%!"*$"+(Q*>">)!#57$$!+e-hiT!"*$"+1rYE!)!#57$$!+JV>JT!"*$"+=R<Wy!#57$$!+0%y(*4%!"*$"1x.mAXTVw!#;7$$!+yCOoS!"*$"1cY]&HZ2Y(!#;7$$!+_l%p.%!"*$"+^!*e.t!#57$$!+D1`0S!"*$"1,++h!pW;(!#;7$$!+*p9T(R!"*$"+2o%R1(!#57$$!+s()pUR!"*$"+uAi5q!#57$$!+YGG6R!"*$"1,++r#o2,(!#;7$$!+>p')zQ!"*$"1,++.q%y1(!#;7$$!+$*4X[Q!"*$"+bw9#=(!#57$$!+m].<Q!"*$"1s&GW-MxM(!#;7$$!*9>cy$!")$"+f6amv!#57$$!+8K?aP!"*$"+0v:?y!#57$$!+(G(yAP!"*$"+k+T)4)!#57$$!*Or8p$!")$"+Oui&Q)!#57$$!+Ma&*fO!"*$"1$f#40/lk')!#;7$$!+2&R&GO!"*$"+tfV9*)!#57$$!+"eBrf$!"*$"+vZ)p6*!#57$$!+awqlN!"*$"+^O,_#*!#57$$!+G<HMN!"*$"+QC)3I*!#57$$!+-e(G]$!"*$"+u(4oC*!#57$$!+v)f9Z$!"*$"0bJA9R>2*!#:7$$!+\R/SM!"*$"1\%*faL*>x)!#;7$$!+A!G'3M!"*$"+bJkU$)!#57$$!+'47sP$!"*$"1G9d$*=Anx!#;7$$!+phzXL!"*$"1,++&zcT1(!#;7$$!+V-Q9L!"*$"+j-)zA'!#57$$!+;V'HG$!"*$"+MKjt_!#57$$!*R[:D$!")$"+zeA;U!#57$$!+jC8?K!"*$"+0``uI!#57$$!+Plr)=$!"*$"+>\Oq=!#57$$!*h+t:$!")$"1,++\*exF'!#<7$$!+%o%)e7$!"*$!+zTwxi!#67$$!+d(oW4$!"*$!+^aOq=!#57$$!+JG0jI!"*$!+xd`uI!#57$$!+/pjJI!"*$!*MEi@%!"*7$$!+y4A+I!"*$!+dOjt_!#57$$!+^]!)oH!"*$!+D1)zA'!#57$$!+D"*QPH!"*$!1,++@r:kq!#;7$$!+)>tf!H!"*$!1H9du@Anx!#;7$$!+ssbuG!"*$!+aLkU$)!#57$$!+X89VG!"*$!0f)=(\$*>x)!#:7$$!+>as6G!"*$!0R5'\#R>2*!#:7$$!+#\4.y#!"*$!+0)4oC*!#57$$!+mN*)[F!"*$!+XC)3I*!#57$$!*kxur#!")$!+;O,_#*!#57$$!+8<1'o#!"*$!+'p%)p6*!#57$$!+(yXYl#!"*$!+%*eV9*)!#57$$!*')HKi#!")$!1CJ^(G]Ym)!#;7$$!+MR"=f#!"*$!*KFcQ)!"*7$$!+2!)RgD!"*$!+l*4%)4)!#57$$!+"3#)*GD!"*$!1,++tt:?y!#;7$$!+ahc(\#!"*$!1,++h5amv!#;7$$!+G-:mC!"*$!1r&G9%RtZt!#;7$$!+,VtMC!"*$!+yv9#=(!#57$$!+v$=LS#!"*$!+%*p%y1(!#57$$!+[C!>P#!"*$!+j#o2,(!#57$$!+Al[SB!"*$!1,++1Bi5q!#;7$$!+&fq!4B!"*$!+oo%R1(!#57$$!+pYlxA!"*$!1,++;"pW;(!#;7$$!+U(QiC#!"*$!*9*e.t!"*7$$!+;G#[@#!"*$!1_()[ztugu!#;7$$!+*)oS$=#!"*$!1@\^$f9Mk(!#;7$$!+j4*>:#!"*$!+")R<Wy!#57$$!+O]d?@!"*$!+lrYE!)!#57$$!*6f"*3#!")$!+U%*>">)!#57$$!+$=Vx0#!"*$!+:D+H$)!#57$$!+dsKE?!"*$!1G9dk2kP%)!#;7$$!*L6\*>!")$!+j-?'\)!#57$$!+/a\j>!"*$!1,++B\k<&)!#;7$$!+y%z?$>!"*$!1,++T)ol\)!#;7$$!+^Nm+>!"*$!+xdIN%)!#57$$!+DwCp=!"*$!+TU]Q$)!#57$$!+)pJy$=!"*$!1,++%=8G@)!#;7$$!+sdT1=!"*$!+:RYm!)!#57$$!+X)**\x"!"*$!+B?x3z!#57$$!+>ReV<!"*$!+"*oe\x!#57$$!+#*z;7<!"*$!+_#>()f(!#57$$!+m?v!o"!"*$!+$Hx`Y(!#57$$!+RhL\;!"*$!+V>kdt!#57$$!+8-#zh"!"*$!+6#4?G(!#57$$!*#Q@-;!")$!1HbaQQQ]s!#;7$$!+(zS<f"!"*$!1'es3$*=0C(!#;7$$!+uxE"e"!"*$!1@=*)z#H-E(!#;7$$!+^Zzq:!"*$!1s&GCP72B(!#;7$$!+%*yzq:!"*$!16=^WQQ]s!#;7$$!+r[Kg:!"*$!1x,gJ*=0C(!#;7$$!+[=&)\:!"*$!16k=!HH-E(!#;7$$!+D)y$R:!"*$!1r&G%oBrIs!#;7$$!+LCnB:!"*$!+F#4?G(!#57$$!+2lD#\"!"*$!+n>kdt!#57$$!*eS3Y"!")$!+CtPlu!#57$$!+aYUH9!"*$!+(G>()f(!#57$$!+F(3!)R"!"*$!+Lpe\x!#57$$!+,Gfm8!"*$!+a?x3z!#57$$!+uo<N8!"*$!1,++eRYm!)!#;7$$!+[4w.8!"*$!1,++6K"G@)!#;7$$!+@]Ms7!"*$!1*****>E/&Q$)!#;7$$!+&4H4C"!"*$!1,++#z0`V)!#;7$$!+oJ^47!"*$!+[)ol\)!#57$$!+Us4y6!"*$!1,++A\k<&)!#;7$$!+;8oY6!"*$!+a-?'\)!#57$$!+*Ql_6"!"*$!1H9dY2kP%)!#;7$$!+j%\Q3"!"*$!+$\-!H$)!#57$$!+ONV_5!"*$!+1%*>">)!#57$$!*h<5-"!")$!+@rYE!)!#57$$!*$o,'*)*!"*$!1,++NR<Wy!#;7$$!*dd=e*!"*$!1Y7"Gb9Mk(!#;7$$!)$)pn#*!")$!1Lz#*Htugu!#;7$$!*/RN&*)!"*$!1,++(4*e.t!#;7$$!*xz$R')!"*$!+&3pW;(!#57$$!*^?_K)!"*$!+Ro%R1(!#57$$!*Ch5,)!"*$!+%HA1,(!#57$$!*)>!pp(!"*$!+u#o2,(!#57$$!*rUFQ(!"*$!1,++0q%y1(!#;7$$!*X$eoq!"*$!+Bw9#=(!#57$$!*=CWv'!"*$!1r&G%*)RtZt!#;7$$!*#\ESk!"*$!1,++;6amv!#;7$$!*l0h7'!"*$!+Yu:?y!#57$$!*RY>"e!"*$!+C+T)4)!#57$$!*7(y(\&!"*$!1,++(QFcQ)!#;7$$!*'yi$=&!"*$!1jn5b.lk')!#;7$$!*fo%p[!"*$!*%fV9*)!"*7$$!*L4`b%!"*$!+YZ)p6*!#57$$!*1]6C%!"*$!1,++PO,_#*!#;7$$!)3*p#R!")$!+[C)3I*!#57$$!*aJGh$!"*$!+$y4oC*!#57$$!*Fs')H$!"*$!0Lp%)=R>2*!#:7$$!*,8X)H!"*$!00yeT$*>x)!#:7$$!*u`.n#!"*$!+MKkU$)!#57$$!*[%>cB!"*$!1H9d6?Anx!#;7$$!*@N?/#!"*$!1,++Ip:kq!#;7$$!*&f(ys"!"*$!+</)zA'!#57$$!*o;PT"!"*$!+:Mjt_!#57$$!*Ud&*4"!"*$!+vgA;U!#57$$!):)R&y!"*$!+1b`uI!#57$$!)*)Q7Z!"*$!+X^Oq=!#57$$!)izq:!"*$!1******y6wxi!#<7$$")kzq:!"*$"+y>wxi!#67$$")"*Q7Z!"*$"+B_Oq=!#57$$")<)R&y!"*$"+"eNX2$!#57$$"*Wd&*4"!"*$"+XhA;U!#57$$")nr89!")$"+zMjt_!#57$$"*(f(ys"!"*$"+u/)zA'!#57$$"*BN?/#!"*$"*)p:kq!"*7$$")X>cB!")$"1G9da?Anx!#;7$$"*w`.n#!"*$"+mKkU$)!#57$$"*.8X)H!"*$"1"**4pV$*>x)!#;7$$"*Hs')H$!"*$"1r:30#R>2*!#;7$$"*cJGh$!"*$"*z4oC*!"*7$$"*#3*p#R!"*$"+[C)3I*!#57$$"*3]6C%!"*$"+KO,_#*!#57$$"*N4`b%!"*$"+NZ)p6*!#57$$"*ho%p[!"*$"+FfV9*)!#57$$"*)yi$=&!"*$"1U^8P.lk')!#;7$$"*9(y(\&!"*$"+oti&Q)!#57$$"*TY>"e!"*$"1,++2+T)4)!#;7$$"*n0h7'!"*$"1,++Iu:?y!#;7$$"*%\ESk!"*$"1*****45Tlc(!#;7$$")UUan!")$"1s&Gu(RtZt!#;7$$"*Z$eoq!"*$"1,++9w9#=(!#;7$$"*tUFQ(!"*$"(Zy1(!"(7$$"(-pp(!"($"1,++q#o2,(!#;7$$"*Eh5,)!"*$"+'HA1,(!#57$$"*`?_K)!"*$"+Vo%R1(!#57$$"*zz$R')!"*$"+%4pW;(!#57$$"*1RN&*)!"*$"+2"*e.t!#57$$"*K)pn#*!"*$"1\lLVtugu!#;7$$"*fd=e*!"*$"1,?*Gc9Mk(!#;7$$"*&o,'*)*!"*$"+[R<Wy!#57$$"+7w,@5!"*$"+JrYE!)!#57$$"+QNV_5!"*$"+:%*>">)!#57$$"+l%\Q3"!"*$"+,D+H$)!#57$$"+"Rl_6"!"*$"1H9d^2kP%)!#;7$$"+=8oY6!"*$"1*****fD+i\)!#;7$$"+Ws4y6!"*$"1,++B\k<&)!#;7$$"*<8&47!")$"+Y)ol\)!#57$$"+(4H4C"!"*$"+)y0`V)!#57$$"+B]Ms7!"*$"+dU]Q$)!#57$$"*&4w.8!")$"+.K"G@)!#57$$"+wo<N8!"*$"+[RYm!)!#57$$"+.Gfm8!"*$"1,++W?x3z!#;7$$"+H(3!)R"!"*$"+Cpe\x!#57$$"+cYUH9!"*$"+%G>()f(!#57$$"+#eS3Y"!"*$"*Kx`Y(!"*7$$"+4lD#\"!"*$"+i>kdt!#57$$"+NCnB:!"*$"+D#4?G(!#57$$"+G)y$R:!"*$"1>6"H%QQ]s!#;7$$"+^=&)\:!"*$"1yYXJ*=0C(!#;7$$"+u[Kg:!"*$"0j.!)GH-E(!#:7$$"+(*yzq:!"*$"1r&G%pBrIs!#;7$$"+aZzq:!"*$"0<k&RQQ]s!#:7$$"+xxE"e"!"*$"1nqsI*=0C(!#;7$$")3u"f"!"($"0d$y"GH-E(!#:7$$"+BQ@-;!"*$"1r&G/P72B(!#;7$$"+:-#zh"!"*$"+9#4?G(!#57$$"+ThL\;!"*$"+_>kdt!#57$$"+o?v!o"!"*$"1,++1tPlu!#;7$$"+%*z;7<!"*$"+o#>()f(!#57$$"+@ReV<!"*$"*"pe\x!"*7$$"+Z)**\x"!"*$"+F?x3z!#57$$"+udT1=!"*$"1,++KRYm!)!#;7$$")<$y$=!"($"+)=8G@)!#57$$"+FwCp=!"*$"+WU]Q$)!#57$$"+`Nm+>!"*$"+ydIN%)!#57$$"*[z?$>!")$"1,++S)ol\)!#;7$$"+1a\j>!"*$"1,++A\k<&)!#;7$$"+K8"\*>!"*$"*E+i\)!"*7$$"+fsKE?!"*$"1G9dg2kP%)!#;7$$"+&=Vx0#!"*$"1*****z^-!H$)!#;7$$"+7"f"*3#!"*$"1,++N%*>">)!#;7$$"+Q]d?@!"*$"+[rYE!)!#57$$"+l4*>:#!"*$"1,++mR<Wy!#;7$$"+"*oS$=#!"*$"0,q-e9Mk(!#:7$$"+=G#[@#!"*$"1`')ymtugu!#;7$$"+W(QiC#!"*$"+@"*e.t!#57$$"+rYlxA!"*$"+3"pW;(!#57$$"+(fq!4B!"*$"+Yo%R1(!#57$$"+Cl[SB!"*$"+(HA1,(!#57$$"*X->P#!")$"+o#o2,(!#57$$"+x$=LS#!"*$"1,++zp%y1(!#;7$$"+.VtMC!"*$"+2w9#=(!#57$$"*B]hY#!")$"1s&GM&RtZt!#;7$$"+chc(\#!"*$"+v5amv!#57$$"+$3#)*GD!"*$"+4u:?y!#57$$"+4!)RgD!"*$"1*****4'*4%)4)!#;7$$"+OR"=f#!"*$"1,++Mti&Q)!#;7$$"+i)HKi#!"*$"1auW..lk')!#;7$$"+*yXYl#!"*$"+))eV9*)!#57$$"+:<1'o#!"*$"+9Z)p6*!#57$$"+UwZ<F!"*$"+;O,_#*!#57$$"+oN*)[F!"*$"+aC)3I*!#57$$"+%\4.y#!"*$"+.)4oC*!#57$$"+@as6G!"*$"1,S$GBR>2*!#;7$$"+Z89VG!"*$"/jNwM*>x)!#97$$"+usbuG!"*$"1,++DLkU$)!#;7$$")K(f!H!"($"1F9dK@Anx!#;7$$"+F"*QPH!"*$"1,++jq:kq!#;7$$"+`]!)oH!"*$"+%e!)zA'!#57$$"*)4A+I!")$"+&fLOF&!#57$$"+1pjJI!"*$"+uiA;U!#57$$"+LG0jI!"*$"+Dd`uI!#57$$"+f(oW4$!"*$"+e`Oq=!#57$$"+'o%)e7$!"*$"+OMwxi!#67$$"+71IdJ!"*$!1,++*ofxF'!#<7$$"+Rlr)=$!"*$!+6]Oq=!#57$$"+lC8?K!"*$!+o``uI!#57$$"+#R[:D$!"*$!+XfA;U!#57$$"+=V'HG$!"*$!+/Ljt_!#57$$"+X-Q9L!"*$!*J!)zA'!"*7$$"+rhzXL!"*$!+Ro:kq!#57$$"+)47sP$!"*$!1H9dM>Anx!#;7$$"+C!G'3M!"*$!+rJkU$)!#57$$"+^R/SM!"*$!1R<VvL*>x)!#;7$$"+x)f9Z$!"*$!0n*yc"R>2*!#:7$$"+/e(G]$!"*$!+k(4oC*!#57$$"*t"HMN!")$!+[C)3I*!#57$$"+cwqlN!"*$!+aO,_#*!#57$$"+$eBrf$!"*$!*w%)p6*!"*7$$"+4&R&GO!"*$!1******yfV9*)!#;7$$"+Oa&*fO!"*$!1`PI*Q]Ym)!#;7$$"+i8P"p$!"*$!1*****HUFcQ)!#;7$$"+&G(yAP!"*$!1*****f45%)4)!#;7$$"+:K?aP!"*$!+vu:?y!#57$$"+X">cy$!"*$!+C6amv!#57$$"+l].<Q!"*$!1s&GC.MxM(!#;7$$"+&*4X[Q!"*$!+Ow9#=(!#57$$"+Dp')zQ!"*$!1,++0q%y1(!#;7$$"+XGG6R!"*$!+z#o2,(!#57$$"+v()pUR!"*$!1*****>HA1,(!#;7$$"+0Z6uR!"*$!+Qo%R1(!#57$$"+D1`0S!"*$!1,++h!pW;(!#;7$$"+bl%p.%!"*$!+)3*e.t!#57$$"+&[i$oS!"*$!1v!*yStugu!#;7$$"+0%y(*4%!"*$!1x.mAXTVw!#;7$$"+NV>JT!"*$!1,++RR<Wy!#;7$$"+b-hiT!"*$!+)3nk-)!#57$$"+&=ES>%!"*$!+l$*>">)!#57$$"+:@WDU!"*$!1,++3D+H$)!#;7$$"+N!eoD%!"*$!1F9dH2kP%)!#;7$$"+lRF)G%!"*$!1,++@-?'\)!#;7$$"+&*)*o>V!"*$!1,++\\k<&)!#;7$$"+:e5^V!"*$!+'))ol\)!#57$$"+X<_#Q%!"*$!+tdIN%)!#57$$"+vw$RT%!"*$!+"H/&Q$)!#57$$"+&f``W%!"*$!*F8G@)!"*7$$"+D&pnZ%!"*$!+WRYm!)!#57$$"+ba=3X!"*$!+x?x3z!#57$$"+v8gRX!"*$!1,++%)pe\x!#;7$$"+0t,rX!"*$!+%G>()f(!#57$$"+NKV-Y!"*$!1,++NtPlu!#;7$$"+b"\Qj%!"*$!+%*>kdt!#57$$"+&3l_m%!"*$!1,++@#4?G(!#;7$$"+r9(4o%!"*$!0y(y^QQ]s!#:7$$"+%\W9p%!"*$!1fujL*=0C(!#;7$$"+<v">q%!"*$!16$4QIH-E(!#;7$$"*a!R7Z!")$!1r&GMO72B(!#;7$$"+,uQ7Z!"*$!03`]$QQ]s!#:7$$"+C/'Gs%!"*$!1=0HI*=0C(!#;7$$"+ZMLLZ!"*$!0t!Qt#H-E(!#:7$$"*Z1Qu%!")$!1s&GMP72B(!#;7$$"+lG^fZ!"*$!+;#4?G(!#57$$"+&yG4z%!"*$!+N>kdt!#57$$"+:ZMA[!"*$!+isPlu!#57$$"+X1w`[!"*$!1,++s#>()f(!#;7$$"+ll<&)[!"*$!*)oe\x!"*7$$"+&\#f;\!"*$!+r>x3z!#57$$"+D%3![\!"*$!+XRYm!)!#57$$"+XVUz\!"*$!+yJ"G@)!#57$$"+v-%3,&!"*$!+%>/&Q$)!#57$$"+0iDU]!"*$!1*****H!eIN%)!#;7$$"+D@nt]!"*$!+f)ol\)!#57$$"+b!)30^!"*$!+&*[k<&)!#57$$"+&)R]O^!"*$!+(G+i\)!#57$$"+0*>z;&!"*$!1H9dy2kP%)!#;7$$"+NeL*>&!"*$!1,++2D+H$)!#;7$$"+b<vI_!"*$!1,++m%*>">)!#;7$$"+&on@E&!"*$!1,++/sYE!)!#;7$$"+:Oe$H&!"*$!+xR<Wy!#57$$"+N&**\K&!"*$!1HsBKYTVw!#;7$$"2&*****\Y:kN&!#;$!1E=F1uugu!#;7$$"+&RJyQ&!"*$!+J"*e.t!#57$$"+:tC>a!"*$!+T"pW;(!#57$$"+XKm]a!"*$!+oo%R1(!#57$$"+v"z?[&!"*$!+,Bi5q!#57$$"+&4&\8b!"*$!*Eo2,(!"*7$$"+D5"\a&!"*$!+tp%y1(!#57$$"+bpKwb!"*$!+#fZ@=(!#57$$"+vGu2c!"*$!1s&Gk*QtZt!#;7$$"+0)e"Rc!"*$!1,++P5amv!#;7$$"+NZdqc!"*$!+)Qd,#y!#57$$"+b1*>q&!"*$!+2*4%)4)!#57$$"+&e1Mt&!"*$!+"HFcQ)!#57$$"20++]^A[w&!#;$!1_`v+.lk')!#;7$$"+N%Qiz&!"*$!+[eV9*)!#57$$"+lVlFe!"*$!+$p%)p6*!#57$$"+&Gq!fe!"*$!+'e8?D*!#57$$"+:i[!*e!"*$!+^C)3I*!#57$$"+X@!>#f!"*$!+2)4oC*!#57$$"2&*****\1=L&f!#;$!0mo0JR>2*!#:7$$"+&*Rt%)f!"*$!1r2eNN*>x)!#;7$$"1,++D*\h,'!#:$!+eLkU$)!#57$$"+XecZg!"*$!1F9d<BAnx!#;7$$"+v<)*yg!"*$!+:s:kq!#57$$"20++]q(R5h!#;$!+61)zA'!#57$$"+DO"=9'!"*$!+fQjt_!#57$$"+b&HK<'!"*$!+WkA;U!#57$$"+&[XY?'!"*$!+id`uI!#57$$"+091Oi!"*$!+ZcOq=!#57$$"1,++NtZni!#:$!+y`wxi!#6-%&COLORG6'%$RGBG$")C)eq%!")$""!!""$"('>!\&!")-%+_ATTRIBUTEG6#/%'sourceG%,mathdefaultG-%'CURVESG6$7del7$$!+mo=$G'!"*$!0%Qo*\!yq6!#97$$!+VQrsi!"*$!2uAo_<!yq6!#;7$$!1,++?3Cii!#:$!1sfC*oz2<"!#:7$$!+(zn<D'!"*$!+i1yq6!"*7$$!+091Oi!"*$!+j^4n6!"*7$$!+zak/i!"*$!+MWJf6!"*7$$!20++?bHK<'!#;$!+"zUy9"!"*7$$!+EO"=9'!"*$!+o9"H8"!"*7$$!+*p(R5h!"*$!+Ec"[6"!"*7$$!+t<)*yg!"*$!+/Q!R4"!"*7$$!+YecZg!"*$!+%fl02"!"*7$$!*#*\h,'!")$!+W!=_/"!"*7$$!+$*Rt%)f!"*$!+t8H=5!"*7$$!+n!=L&f!"*$!+2d9-**!#57$$!*9->#f!")$!+QZ,9'*!#57$$!+9i[!*e!"*$!+9)yBK*!#57$$!+)Gq!fe!"*$!+))>qI!*!#57$$!2/++5Oaw#e!#;$!1H-24n<T()!#;7$$!+N%Qiz&!"*$!+tBde%)!#57$$!+3D#[w&!"*$!+=7N#=)!#57$$!+#e1Mt&!"*$!+"3)[9z!#57$$!+b1*>q&!"*$!+x%ebl(!#57$$!+HZdqc!"*$!1y$QxdXTS(!#;7$$!+-)e"Rc!"*$!1C]HF3Tir!#;7$$!+wGu2c!"*$!1,++0.uHp!#;7$$!+\pKwb!"*$!+=df,n!#57$$!+B5"\a&!"*$!1******HZ!zZ'!#;7$$!+'4&\8b!"*$!+x$4pD'!#57$$!2/+++<z?[&!#;$!1*****f&y!o.'!#;7$$!+VKm]a!"*$!+b!ee"e!#57$$!+<tC>a!"*$!1*****p">Z#f&!#;7$$!21+++RJyQ&!#;$!1"Hmh(e%fO&!#;7$$!+kaTc`!"*$!*nxK8&!"*7$$!+P&**\K&!"*$!+"G1d*[!#57$$!+6Oe$H&!"*$!+w7C_Y!#57$$!+%on@E&!"*$!+EM"HS%!#57$$!+e<vI_!"*$!1H)HS@Qh9%!#;7$$!+JeL*>&!"*$!+ay_))Q!#57$$!+0*>z;&!"*$!+<A9DO!#57$$!+yR]O^!"*$!+`(>"fL!#57$$!+_!)30^!"*$!+uXv"4$!#57$$!+E@nt]!"*$!+,lQCG!#57$$!+*>cA/&!"*$!1#[QhL(4hD!#;7$$!+t-%3,&!"*$!2K5._JdwH#!#<7$$!+YVUz\!"*$!+x/qM?!#57$$!*U3![\!")$!1RqP^&)ox<!#;7$$!+$\#f;\!"*$!+r&))z_"!#57$$!+nl<&)[!"*$!+Un.#G"!#57$$!*kgP&[!")$!+d.)4/"!#57$$!+9ZMA[!"*$!+v?6W!)!#67$$!+(yG4z%!"*$!2&*****fj"[;d!#=7$$!+hG^fZ!"*$!+l1!yT$!#67$$!+Mp4GZ!"*$!+_[@P6!#67$$!+35o'p%!"*$"+dh@P6!#67$$!+"3l_m%!"*$"+<?!yT$!#67$$!+b"\Qj%!"*$"+4H[;d!#67$$!+GKV-Y!"*$"+:M6W!)!#67$$!+-t,rX!"*$"+.0)4/"!#57$$!+v8gRX!"*$"+zo.#G"!#57$$!+\a=3X!"*$"+D())z_"!#57$$!+A&pnZ%!"*$"2'=`R-()ox<!#<7$$!+'f``W%!"*$"+N1qM?!#57$$!+pw$RT%!"*$"19G;qul(H#!#;7$$!+V<_#Q%!"*$"11j:*\(4hD!#;7$$!+;e5^V!"*$"+kmQCG!#57$$!**)*o>V!")$"+PZv"4$!#57$$!+kRF)G%!"*$"*"*>"fL!"*7$$!+P!eoD%!"*$"+sB9DO!#57$$!+6@WDU!"*$"+6!G&))Q!#57$$!+%=ES>%!"*$"1=[kq$Qh9%!#;7$$!+e-hiT!"*$"+vN"HS%!#57$$!+JV>JT!"*$"+F9C_Y!#57$$!+0%y(*4%!"*$"+>kq&*[!#57$$!+yCOoS!"*$"+7yFL^!#57$$!+_l%p.%!"*$"0$ef:g%fO&!#:7$$!+D1`0S!"*$"+Y?Z#f&!#57$$!+*p9T(R!"*$"+*=ee"e!#57$$!+s()pUR!"*$"+&)z!o.'!#57$$!+YGG6R!"*$"+.&4pD'!#57$$!+>p')zQ!"*$"*'[!zZ'!"*7$$!+$*4X[Q!"*$"1*****p%ef,n!#;7$$!+m].<Q!"*$"+P/uHp!#57$$!*9>cy$!")$"10xds4Tir!#;7$$!+8K?aP!"*$"1a4$[sXTS(!#;7$$!+(G(yAP!"*$"+M'ebl(!#57$$!*Or8p$!")$"+L#)[9z!#57$$!+Ma&*fO!"*$"+(Q^B=)!#57$$!+2&R&GO!"*$"+XDde%)!#57$$!+"eBrf$!"*$"1zrg%)o<T()!#;7$$!+awqlN!"*$"+o@qI!*!#57$$!+G<HMN!"*$"+%**yBK*!#57$$!+-e(G]$!"*$"+2\,9'*!#57$$!+v)f9Z$!"*$"*)e9-**!"*7$$!+\R/SM!"*$"+*Q"H=5!"*7$$!+A!G'3M!"*$"*1=_/"!")7$$!+'47sP$!"*$"+3ccq5!"*7$$!+phzXL!"*$"+=Q!R4"!"*7$$!+V-Q9L!"*$"+Pc"[6"!"*7$$!+;V'HG$!"*$"+y9"H8"!"*7$$!*R[:D$!")$"+*zUy9"!"*7$$!+jC8?K!"*$"+RWJf6!"*7$$!+Plr)=$!"*$"+m^4n6!"*7$$!+W,,tJ!"*$"2O'pd+0yq6!#;7$$!+@r`iJ!"*$"2F!f<w,yq6!#;7$$!+)4k?:$!"*$"2-,P,pz2<"!#;7$$!+v5fTJ!"*$",Hm!yq6!#57$$!+=UfTJ!"*$"1tR)**\!yq6!#:7$$!+&>@68$!"*$"1u#zb<!yq6!#:7$$!+s"[17$!"*$"2sQi&*oz2<"!#;7$$!+\^<5J!"*$"2*****>i1yq6!#;7$$!+d(oW4$!"*$"+k^4n6!"*7$$!+JG0jI!"*$"+NWJf6!"*7$$!+/pjJI!"*$"+$zUy9"!"*7$$!+y4A+I!"*$"+r9"H8"!"*7$$!+^]!)oH!"*$"+Hc"[6"!"*7$$!+D"*QPH!"*$"+3Q!R4"!"*7$$!+)>tf!H!"*$"+)fl02"!"*7$$!+ssbuG!"*$"+\!=_/"!"*7$$!+X89VG!"*$"+y8H=5!"*7$$!+>as6G!"*$"+ed9-**!#57$$!+#\4.y#!"*$"+*y9Sh*!#57$$!+mN*)[F!"*$"+o)yBK*!#57$$!*kxur#!")$"+W?qI!*!#57$$!+8<1'o#!"*$"1=&*pin<T()!#;7$$!+(yXYl#!"*$"+GCde%)!#57$$!*')HKi#!")$"+r7N#=)!#57$$!+MR"=f#!"*$"1,++A")[9z!#;7$$!+2!)RgD!"*$"+F&ebl(!#57$$!+"3#)*GD!"*$"1j$\HiXTS(!#;7$$!+ahc(\#!"*$"1nFKp3Tir!#;7$$!+G-:mC!"*$"+V.uHp!#57$$!+,VtMC!"*$"+adf,n!#57$$!+v$=LS#!"*$"+oZ!zZ'!#57$$!+[C!>P#!"*$"+9%4pD'!#57$$!+Al[SB!"*$"+(*y!o.'!#57$$!+&fq!4B!"*$"1*****R4ee"e!#;7$$!+pYlxA!"*$"+e>Z#f&!#57$$!+U(QiC#!"*$"1">')z"f%fO&!#;7$$!+;G#[@#!"*$"+7xFL^!#57$$!+*)oS$=#!"*$"+Cjq&*[!#57$$!+j4*>:#!"*$"*KTAl%!"*7$$!+O]d?@!"*$"*Z8HS%!"*7$$!*6f"*3#!")$"1V<Mh#Qh9%!#;7$$!+$=Vx0#!"*$"+**y_))Q!#57$$!+dsKE?!"*$"+lA9DO!#57$$!*L6\*>!")$"+)z>"fL!#57$$!+/a\j>!"*$"+DYv"4$!#57$$!+y%z?$>!"*$"+^lQCG!#57$$!+^Nm+>!"*$"16[@&Q(4hD!#;7$$!+DwCp=!"*$"2)p^!3OdwH#!#<7$$!+)pJy$=!"*$"+D0qM?!#57$$!+sdT1=!"*$"2(yc&ff)ox<!#<7$$!+X)**\x"!"*$"+<'))z_"!#57$$!+>ReV<!"*$"+%yO?G"!#57$$!+#*z;7<!"*$")/)4/"!")7$$!+m?v!o"!"*$"*Z7T/)!#57$$!+RhL\;!"*$"+E?[;d!#67$$!+8-#zh"!"*$"+o5!yT$!#67$$!+'G/le"!"*$"+U_@P6!#67$$!*O)3b:!")$!+)y:s8"!#67$$!+LCnB:!"*$!+;;!yT$!#67$$!+2lD#\"!"*$!*e#[;d!#57$$!*eS3Y"!")$!+TI6W!)!#67$$!+aYUH9!"*$!+e/)4/"!#57$$!+F(3!)R"!"*$!+Uo.#G"!#57$$!+,Gfm8!"*$!+x'))z_"!#57$$!+uo<N8!"*$!1HD0d')ox<!#;7$$!+[4w.8!"*$!+(e+Z.#!#57$$!+@]Ms7!"*$!2#[hRAul(H#!#<7$$!+&4H4C"!"*$!2E.N7X(4hD!#<7$$!+oJ^47!"*$!+:mQCG!#57$$!+Us4y6!"*$!+*oa<4$!#57$$!+;8oY6!"*$!+j)>"fL!#57$$!+*Ql_6"!"*$!+FB9DO!#57$$!+j%\Q3"!"*$!+kz_))Q!#57$$!+ONV_5!"*$!2leKEKQh9%!#<7$$!*h<5-"!")$!+JN"HS%!#57$$!*$o,'*)*!"*$!+"QTAl%!#57$$!*dd=e*!"*$!+"Q1d*[!#57$$!)$)pn#*!")$!*xxK8&!"*7$$!*/RN&*)!"*$!1Jfxtf%fO&!#;7$$!*xz$R')!"*$!*,sCf&!"*7$$!*^?_K)!"*$!1*****z9ee"e!#;7$$!*Ch5,)!"*$!+\z!o.'!#57$$!*)>!pp(!"*$!+n%4pD'!#57$$!*rUFQ(!"*$!+B[!zZ'!#57$$!*X$eoq!"*$!+3ef,n!#57$$!*=CWv'!"*$!+*RS(Hp!#57$$!*#\ESk!"*$!1op"z#4Tir!#;7$$!*l0h7'!"*$!1)\65oXTS(!#;7$$!*RY>"e!"*$!+(eebl(!#57$$!*7(y(\&!"*$!+(=)[9z!#57$$!*'yi$=&!"*$!+P8N#=)!#57$$!*fo%p[!"*$!1,++&\s&e%)!#;7$$!*L4`b%!"*$!1e*fJ$o<T()!#;7$$!*1]6C%!"*$!+9@qI!*!#57$$!)3*p#R!")$!+R*yBK*!#57$$!*aJGh$!"*$!+f[,9'*!#57$$!*Fs')H$!"*$!+Ee9-**!#57$$!*,8X)H!"*$!+%Q"H=5!"*7$$!*u`.n#!"*$!+b!=_/"!"*7$$!*[%>cB!"*$!+/ccq5!"*7$$!*@N?/#!"*$!+9Q!R4"!"*7$$!*&f(ys"!"*$!+Mc"[6"!"*7$$!*o;PT"!"*$!+v9"H8"!"*7$$!*Ud&*4"!"*$!+(zUy9"!"*7$$!):)R&y!"*$!+PWJf6!"*7$$!)*)Q7Z!"*$!+l^4n6!"*7$$!+/'\<9$!#6$!2a'oN+0yq6!#;7$$!+NtW%4#!#6$!2_!e&f<!yq6!#;7$$!+m]9Z5!#6$!1-)y**oz2<"!#:7$$"'.s:!#6$!,Fm!yq6!#57$$!'/q:!#6$!1%*\B+0yq6!#:7$$"+l_9Z5!#6$!2aHIe<!yq6!#;7$$"+MvW%4#!#6$!1&f?)*oz2<"!#:7$$"+.)\<9$!#6$!,Em!yq6!#57$$")"*Q7Z!"*$!+l^4n6!"*7$$")<)R&y!"*$!+PWJf6!"*7$$"*Wd&*4"!"*$!+'zUy9"!"*7$$")nr89!")$!+u9"H8"!"*7$$"*(f(ys"!"*$!+Kc"[6"!"*7$$"*BN?/#!"*$!+7Q!R4"!"*7$$")X>cB!")$!+.ccq5!"*7$$"*w`.n#!"*$!+a!=_/"!"*7$$"*.8X)H!"*$!+$Q"H=5!"*7$$"*Hs')H$!"*$!+2e9-**!#57$$"*cJGh$!"*$!*%[,9'*!"*7$$"*#3*p#R!"*$!*#*yBK*!"*7$$"*3]6C%!"*$!+&4-2.*!#57$$"*N4`b%!"*$!14)G\"o<T()!#;7$$"*ho%p[!"*$!+xCde%)!#57$$"*)yi$=&!"*$!1,++?8N#=)!#;7$$"*9(y(\&!"*$!*<)[9z!"*7$$"*TY>"e!"*$!1,++r&ebl(!#;7$$"*n0h7'!"*$!17=Llc9/u!#;7$$"*%\ESk!"*$!0w0H"4Tir!#:7$$")UUan!")$!+%QS(Hp!#57$$"*Z$eoq!"*$!1*****Hz&f,n!#;7$$"*tUFQ(!"*$!+4[!zZ'!#57$$"(-pp(!"($!+`%4pD'!#57$$"*Eh5,)!"*$!1*****\$z!o.'!#;7$$"*`?_K)!"*$!1,++O"ee"e!#;7$$"*zz$R')!"*$!1*****p*>Z#f&!#;7$$"*1RN&*)!"*$!1T>kff%fO&!#;7$$"*K)pn#*!"*$!+axFL^!#57$$"*fd=e*!"*$!+ljq&*[!#57$$"*&o,'*)*!"*$!+m8C_Y!#57$$"+7w,@5!"*$!+;N"HS%!#57$$"+QNV_5!"*$!1$ohiIQh9%!#;7$$"+l%\Q3"!"*$!+Zz_))Q!#57$$"+"Rl_6"!"*$!*JU^i$!"*7$$"+=8oY6!"*$!+Y)>"fL!#57$$"+Ws4y6!"*$!+tYv"4$!#57$$"*<8&47!")$!+)f'QCG!#57$$"+(4H4C"!"*$!1%*zJLu4hD!#;7$$"+B]Ms7!"*$!2t4)H1ul(H#!#<7$$"*&4w.8!")$!+r0qM?!#57$$"+wo<N8!"*$!2'Q)z,k)ox<!#<7$$"+.Gfm8!"*$!*m))z_"!"*7$$"+H(3!)R"!"*$!+Fo.#G"!#57$$"+cYUH9!"*$!+U/)4/"!#57$$"+#eS3Y"!"*$!1*****\)G6W!)!#<7$$"+4lD#\"!"*$!+FC[;d!#67$$"+NCnB:!"*$!+i9!yT$!#67$$"+i$)3b:!"*$!+Nc@P6!#67$$"+)G/le"!"*$"+v`@P6!#67$$"+:-#zh"!"*$"*A,yT$!#57$$"+ThL\;!"*$"+i@[;d!#67$$"+o?v!o"!"*$"+7E6W!)!#67$$"+%*z;7<!"*$"+:/)4/"!#57$$"+@ReV<!"*$"+*zO?G"!#57$$"+Z)**\x"!"*$"+K'))z_"!#57$$"+udT1=!"*$"2'e$GEh)ox<!#<7$$")<$y$=!"($"+T0qM?!#57$$"+FwCp=!"*$"2<YIoPdwH#!#<7$$"+`Nm+>!"*$"14GA.u4hD!#;7$$"*[z?$>!")$"+nlQCG!#57$$"+1a\j>!"*$"+UYv"4$!#57$$"+K8"\*>!"*$"+9)>"fL!#57$$"+fsKE?!"*$"+yA9DO!#57$$"+&=Vx0#!"*$"*#z_))Q!"*7$$"+7"f"*3#!"*$"187_w#Qh9%!#;7$$"+Q]d?@!"*$"+([8HS%!#57$$"+l4*>:#!"*$"+R8C_Y!#57$$"+"*oS$=#!"*$"2(*****fL1d*[!#<7$$"+=G#[@#!"*$"+FxFL^!#57$$"+W(QiC#!"*$"16"QD$f%fO&!#;7$$"+rYlxA!"*$"+p>Z#f&!#57$$"+(fq!4B!"*$"+6"ee"e!#57$$"+Cl[SB!"*$"1******4z!o.'!#;7$$"*X->P#!")$"1*****zU4pD'!#;7$$"+x$=LS#!"*$"1*****\y/zZ'!#;7$$"+.VtMC!"*$"1*****pw&f,n!#;7$$"*B]hY#!")$"+e.uHp!#57$$"+chc(\#!"*$"1W,$f)3Tir!#;7$$"+$3#)*GD!"*$"1;*G$Qc9/u!#;7$$"+4!)RgD!"*$"1,++V&ebl(!#;7$$"+OR"=f#!"*$"*9)[9z!"*7$$"+i)HKi#!"*$"+*G^B=)!#57$$"+*yXYl#!"*$"1,++WCde%)!#;7$$"+:<1'o#!"*$"1[F6"yw6u)!#;7$$"+UwZ<F!"*$"+j?qI!*!#57$$"+oN*)[F!"*$"+'))yBK*!#57$$"+%\4.y#!"*$"+3[,9'*!#57$$"+@as6G!"*$"+td9-**!#57$$"+Z89VG!"*$"*Q"H=5!")7$$"+usbuG!"*$"+^!=_/"!"*7$$")K(f!H!"($")ccq5!"(7$$"+F"*QPH!"*$"*"Q!R4"!")7$$"+`]!)oH!"*$"*j:[6"!")7$$"*)4A+I!")$"+s9"H8"!"*7$$"+1pjJI!"*$"+%zUy9"!"*7$$"+LG0jI!"*$"+OWJf6!"*7$$"+f(oW4$!"*$"+k^4n6!"*7$$"+_^<5J!"*$"22=U+]!yq6!#;7$$"+v"[17$!"*$"2c?Ic<!yq6!#;7$$"+)>@68$!"*$"2sQi(*oz2<"!#;7$$"+@UfTJ!"*$",Dm!yq6!#57$$"+y5fTJ!"*$"1%RA0]!yq6!#:7$$"+,T1_J!"*$"2[p<h<!yq6!#;7$$"+Cr`iJ!"*$"2-,P,pz2<"!#;7$$"+Z,,tJ!"*$",Gm!yq6!#57$$"+Rlr)=$!"*$"+m^4n6!"*7$$"+lC8?K!"*$"+RWJf6!"*7$$"+#R[:D$!"*$"+)zUy9"!"*7$$"+=V'HG$!"*$"+x9"H8"!"*7$$"+X-Q9L!"*$"+Oc"[6"!"*7$$"+rhzXL!"*$"+;Q!R4"!"*7$$"+)47sP$!"*$"+2ccq5!"*7$$"+C!G'3M!"*$"+f!=_/"!"*7$$"+^R/SM!"*$"+)Q"H=5!"*7$$"+x)f9Z$!"*$"+he9-**!#57$$"+/e(G]$!"*$"+%*[,9'*!#57$$"*t"HMN!")$"+r*yBK*!#57$$"+cwqlN!"*$"+X@qI!*!#57$$"+$eBrf$!"*$"1fR*e'o<T()!#;7$$"+4&R&GO!"*$"1,++CDde%)!#;7$$"+Oa&*fO!"*$"+l8N#=)!#57$$"+i8P"p$!"*$"+7#)[9z!#57$$"+&G(yAP!"*$"+X'ebl(!#57$$"+:K?aP!"*$"1$>y$3d9/u!#;7$$"+X">cy$!"*$"1@FoK4Tir!#;7$$"+l].<Q!"*$"1,++U/uHp!#;7$$"+&*4X[Q!"*$"+Ref,n!#57$$"+Dp')zQ!"*$"+:[!zZ'!#57$$"+XGG6R!"*$"1*****z]4pD'!#;7$$"+v()pUR!"*$"+sz!o.'!#57$$"+0Z6uR!"*$"+T"ee"e!#57$$"+D1`0S!"*$"+Y?Z#f&!#57$$"+bl%p.%!"*$"1hW)4*f%fO&!#;7$$"+&[i$oS!"*$"+axFL^!#57$$"+0%y(*4%!"*$"+>kq&*[!#57$$"+NV>JT!"*$"+(RTAl%!#57$$"+b-hiT!"*$"+.O"HS%!#57$$"+&=ES>%!"*$"1%4&)*e$Qh9%!#;7$$"+:@WDU!"*$"+zz_))Q!#57$$"+N!eoD%!"*$"+#RU^i$!#57$$"+lRF)G%!"*$"+-*>"fL!#57$$"+&*)*o>V!"*$"+%pa<4$!#57$$"+:e5^V!"*$"+pmQCG!#57$$"+X<_#Q%!"*$"2t5JL[(4hD!#<7$$"+vw$RT%!"*$"2#Raz?ul(H#!#<7$$"+&f``W%!"*$"+O1qM?!#57$$"+D&pnZ%!"*$"2'owJw')ox<!#<7$$"+ba=3X!"*$"+o'))z_"!#57$$"+v8gRX!"*$"+zo.#G"!#57$$"+0t,rX!"*$"+&[!)4/"!#57$$"+NKV-Y!"*$"+eG6W!)!#67$$"+b"\Qj%!"*$"+4H[;d!#67$$"+&3l_m%!"*$"+<=!yT$!#67$$"+05o'p%!"*$"+'\;s8"!#67$$"+Np4GZ!"*$!+"*\@P6!#67$$"+lG^fZ!"*$!+l3!yT$!#67$$"+&yG4z%!"*$!+"Q"[;d!#67$$"+:ZMA[!"*$!+4A6W!)!#67$$"+X1w`[!"*$!+)Q!)4/"!#57$$"+ll<&)[!"*$!+=n.#G"!#57$$"+&\#f;\!"*$!+%f))z_"!#57$$"+D%3![\!"*$!2()eWBf)ox<!#<7$$"+XVUz\!"*$!+m/qM?!#57$$"+v-%3,&!"*$!2j&zAItl(H#!#<7$$"+0iDU]!"*$!1p;O)Q(4hD!#;7$$"+D@nt]!"*$!+$\'QCG!#57$$"+b!)30^!"*$!+.Yv"4$!#57$$"+&)R]O^!"*$!+6)>"fL!#57$$"+0*>z;&!"*$!+<A9DO!#57$$"+NeL*>&!"*$!+&)y_))Q!#57$$"+b<vI_!"*$!1Zf&4>Qh9%!#;7$$"+&on@E&!"*$!+PM"HS%!#57$$"+:Oe$H&!"*$!+08C_Y!#57$$"+N&**\K&!"*$!*E1d*[!"*7$$"2&*****\Y:kN&!#;$!+"oxK8&!#57$$"+&RJyQ&!"*$!1"eHV"f%fO&!#;7$$"+:tC>a!"*$!+(*=Z#f&!#57$$"+XKm]a!"*$!+v!ee"e!#57$$"+v"z?[&!"*$!+()y!o.'!#57$$"+&4&\8b!"*$!1,++j$4pD'!#;7$$"+D5"\a&!"*$!+[Z!zZ'!#57$$"+bpKwb!"*$!+_df,n!#57$$"+vGu2c!"*$!1*******GS(Hp!#;7$$"+0)e"Rc!"*$!1'\A#[3Tir!#;7$$"+NZdqc!"*$!03fViXTS(!#:7$$"+b1*>q&!"*$!+x%ebl(!#57$$"+&e1Mt&!"*$!1*****\5)[9z!#;7$$"20++]^A[w&!#;$!+z7N#=)!#57$$"+N%Qiz&!"*$!+tBde%)!#57$$"+lVlFe!"*$!1)f9vuw6u)!#;7$$"+&Gq!fe!"*$!+o>qI!*!#57$$"+:i[!*e!"*$!+@)yBK*!#57$$"+X@!>#f!"*$!+(y9Sh*!#57$$"2&*****\1=L&f!#;$!1*****4pX@!**!#;7$$"+&*Rt%)f!"*$!+u8H=5!"*7$$"1,++D*\h,'!#:$!+\!=_/"!"*7$$"+XecZg!"*$!+$fl02"!"*7$$"+v<)*yg!"*$!+1Q!R4"!"*7$$"20++]q(R5h!#;$!*j:[6"!")7$$"+DO"=9'!"*$!+o9"H8"!"*7$$"+b&HK<'!"*$!+#zUy9"!"*7$$"+&[XY?'!"*$!+NWJf6!"*7$$"+091Oi!"*$!+j^4n6!"*7$$"+,yw^i!"*$!2:!R#)*\!yq6!#;7$$"+C3Cii!"*$!1.#>a<!yq6!#:7$$"+ZQrsi!"*$!1zT]*oz2<"!#:7$$"*(o=$G'!")$!2*****>i1yq6!#;-%&COLORG6'%$RGBG$""!!""$"('>!\&!")$")C)eq%!")-%+_ATTRIBUTEG6#/%'sourceG%,mathdefaultG-%%VIEWG6$;$!+&H&=$G'!"*$"+&H&=$G'!"*%(DEFAULTG-&%&_AXISG6#"""6'-%+_TICKMARKSG6#%)_PITICKSG-%&COLORG6&%$RGBG$""!!""$""!!""$""!!""-%*LINESTYLEG6#"""-%*THICKNESSG6#""!-%-TRANSPARENCYG6#$""!!""-&%&_AXISG6#""#6&-%&COLORG6&%$RGBG$""!!""$""!!""$""!!""-%*LINESTYLEG6#"""-%*THICKNESSG6#""!-%-TRANSPARENCYG6#$""!!""-%+AXESLABELSG6$-I#miG6#/I+modulenameG6"I,TypesettingGI(_syslibG6"65Q"x6"/%'familyGQ!6"/%%sizeGQ#106"/%%boldGQ&false6"/%'italicGQ%true6"/%*underlineGQ&false6"/%*subscriptGQ&false6"/%,superscriptGQ&false6"/%+foregroundGQ([0,0,0]6"/%+backgroundGQ.[255,255,255]6"/%'opaqueGQ&false6"/%+executableGQ&false6"/%)readonlyGQ&false6"/%)composedGQ&false6"/%*convertedGQ&false6"/%+imselectedGQ&false6"/%,placeholderGQ&false6"/%6selection-placeholderGQ&false6"/%,mathvariantGQ'italic6"Q!6"-%)_VISIBLEG6#"""-%%ROOTG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YG6#$""!!""-%-BOUNDS_WIDTHG6#$"%+]!""-%.BOUNDS_HEIGHTG6#$"%+]!""-%)CHILDRENG6"-%+ANNOTATIONG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YG6#$""!!""-%-BOUNDS_WIDTHG6#$"%+]!""-%.BOUNDS_HEIGHTG6#$"%+]!""-%)CHILDRENG6"G6"

unassign('y','z'); _________________________________________________________________________________Exercise 5 y := x*sin(20*x)*exp(-x);

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+SSJ5R0YoKihJInhHRigiIiItSSRzaW5HRiU2IywkRi8iIz9GMC1JJGV4cEdGJTYjLCRGLyEiIkYwNyNGLg==

z := 20*int(y,x);

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+SSJ6R0YoLCYqKCwmSSJ4R0YoIyEjPyIkLCUjISNTIicsMzsiIiJGOC1JJGV4cEdGJTYjLCRGMSEiIkY4LUkkY29zR0YlNiMsJEYxIiM/RjhGQiooLCZGMSNGPUY0IyIkKlJGN0Y4RjhGOUY4LUkkc2luR0YlRkBGOEZCNyNGLg==

In this plot, LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEieUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= and LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiekYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= look very similar: plot([y,z],x=0..10);

6+-%'CURVESG6$7\dl7$$"$D"!"%$"+CK8aI!#77$$"$v$!"%$"+K\1iC!#67$$"$D'!"%$"+CM!=d&!#67$$"$v)!"%$"13MXz:a<!)!#<7$$"%D6!"%$"+Fm%>#y!#67$$"%v8!"%$"+R;ntX!#67$$"%D;!"%$!+&etW\"!#67$$"%v=!"%$!+/$=X)))!#67$$"%D@!"%$!+nBwP:!#57$$"%vB!"%$!29**=y'R1t=!#<7$$"%DE!"%$!+c::M<!#57$$"%vG!"%$!+Ej<'4"!#57$$"%DJ!"%$!+J/w&e(!#77$$"%vL!"%$"+-K"Q3"!#57$$"%DO!"%$"+rqVw?!#57$$"%vQ!"%$"2;HJ`5o.j#!#<7$$"%DT!"%$"+bbP>D!#57$$"%vV!"%$"+Qamk<!#57$$"%DY!"%$"+Q<Nk]!#67$$"%v[!"%$!+&e)\m&*!#67$$"%D^!"%$!+#4=aD#!#57$$"%v`!"%$!2lYMGqd.9$!#<7$$"%Dc!"%$!+2@&=5$!#57$$"%ve!"%$!+'Qj*yB!#57$$"%Dh!"%$!+/u#G."!#57$$"%vj!"%$"+=XT`h!#67$$"%Dm!"%$"+ZWKd@!#57$$"%vo!"%$"+R34,K!#57$$"%Dr!"%$"1u*\]Z"\%\$!#;7$$"%vt!"%$"*_!f&)G!"*7$$"%Dw!"%$"+v=ls:!#57$$"1,+++++vy!#;$!+O;s0:!#67$$"%D")!"%$!+-Y)*f=!#57$$"%v$)!"%$!+7LiHJ!#57$$"%D')!"%$!2F;e!3W%4k$!#<7$$"%v))!"%$!*ZhaD$!"*7$$"%D"*!"%$!+%GHu1#!#57$$"%v$*!"%$!+&fk*[O!#67$$"%D'*!"%$"+y11L9!#57$$"%v)*!"%$"+$y'[#)G!#57$$"&D,"!"%$"2vBS;$ozyO!#<7$$"&v."!"%$"+OzKyM!#57$$"&D1"!"%$"+%yJ!zC!#57$$"&v3"!"%$"+7V*Qv)!#67$$"&D6"!"%$!+'z@8O*!#67$$"&v8"!"%$!+y8\4D!#57$$"&D;"!"%$!+v#Q(fM!#57$$"&v="!"%$!2NiA[P`>i$!#<7$$"&D@"!"%$!+hl/'y#!#57$$"&vB"!"%$!+sMxS8!#57$$"&DE"!"%$"+dV6zT!#67$$"&vG"!"%$"+CLZc?!#57$$"&DJ"!"%$"+"=:a<$!#57$$"&vL"!"%$"2Wq%[)eE7^$!#<7$$"&DO"!"%$"+0$o-)H!#57$$"&vQ"!"%$"*Q!\M<!"*7$$"&DT"!"%$"+\&=)p$)!#77$$"&vV"!"%$!+V6aj:!#57$$"&DY"!"%$!+3"*\0G!#57$$"&v["!"%$!2cQ$4+C2hL!#<7$$"&D^"!"%$!+ljYjI!#57$$"&v`"!"%$!+#)QRT?!#57$$"&Dc"!"%$!+Ht[4a!#67$$"&ve"!"%$"+kX:k5!#57$$"&Dh"!"%$"+[:P"Q#!#57$$"&vj"!"%$"1vOO8Ii%=$!#;7$$"&Dm"!"%$"*'o^WI!"*7$$"&vo"!"%$"+d-cbA!#57$$"&Dr"!"%$"*0[?N*!#57$$"&vt"!"%$!+UtW[e!#67$$"&Dw"!"%$!+=x7J>!#57$$"&vy"!"%$!+@<K!y#!#57$$"&D"=!"%$!2v9Cl6c!fH!#<7$$"&v$=!"%$!+1d>yB!#57$$"&D'=!"%$!+zynb7!#57$$"&v)=!"%$"+_-2a9!#67$$"&D">!"%$"+Q@ry9!#57$$"&v$>!"%$"+DKTAC!#57$$"&D'>!"%$"1aP(fufwv#!#;7$$"&v)>!"%$"+'\BdT#!#57$$"&D,#!"%$"+$3o!)\"!#57$$"&v.#!"%$"+F"zdS#!#67$$"&D1#!"%$!+V(GN/"!#57$$"&v3#!"%$!+8qXU?!#57$$"&D6#!"%$!2.(>4$zc\b#!#<7$$"&v8#!"%$!*V,"yB!"*7$$"&D;#!"%$!+-9@j;!#57$$"&v=#!"%$!+;z9]c!#67$$"&D@#!"%$"+A"GTS'!#67$$"&vB#!"%$"+8'3%e;!#57$$"&DE#!"%$"+YpoZA!#57$$"&vG#!"%$"2'y#H>?]CK#!#<7$$"&DJ#!"%$")C!ev"!")7$$"&vL#!"%$"+Al_W#)!#67$$"&DO#!"%$!*8c')z#!#57$$"&vQ#!"%$!+x3<&G"!#57$$"&DT#!"%$!+f*z6&>!#57$$"&vV#!"%$!2DXt%*=I+8#!#<7$$"&DY#!"%$!+T"RKy"!#57$$"&v[#!"%$!+ht?>5!#57$$"&D^#!"%$!+e')G`J!#77$$"&v`#!"%$"+kUrW$*!#67$$"&Dc#!"%$"+_#3gk"!#57$$"&ve#!"%$"1(RN)HX:Y>!#;7$$"&Dh#!"%$"+-yha<!#57$$"&vj#!"%$"+sP]_6!#57$$"&Dm#!"%$"+)RLg!H!#67$$"&vo#!"%$!21++!e$Q%\h!#=7$$"&Dr#!"%$!+mK4W8!#57$$"&vt#!"%$!222?&zi<s<!#<7$$"&Dw#!"%$!+)Q*))z;!#57$$"&vy#!"%$!)snH7!")7$$"&D"G!"%$!*&e%*p\!#57$$"&v$G!"%$"+$zPNK$!#67$$"&D'G!"%$")i5b5!")7$$"&v)G!"%$"+.7A+:!#57$$"&D"H!"%$"1Wn4Vxw#e"!#;7$$"&v$H!"%$"+J+Yd7!#57$$"&D'H!"%$"+'))Gg_'!#67$$"&v)H!"%$!+_S,#**)!#77$$"&D,$!"%$!1******ePoky!#<7$$"&v.$!"%$!+/l]q7!#57$$"&D1$!"%$!2R]gIBiCV"!#<7$$"&v3$!"%$!+/!oLC"!#57$$"&D6$!"%$!+:&\,h(!#67$$"&v8$!"%$!+k8586!#67$$"&D;$!"%$"+RUmMa!#67$$"&v=$!"%$"+`_CX5!#57$$"&D@$!"%$"129$=;?LH"!#;7$$"&vB$!"%$"+G=>&>"!#57$$"&DE$!"%$"1*****Hgp*p#)!#<7$$"&vG$!"%$"+lIm?F!#67$$"&DJ$!"%$!+71Z%H$!#67$$"&vL$!"%$!+_=Z4$)!#67$$"&DO$!"%$!+d_)\6"!#57$$"&vQ$!"%$!2#e-8b"H[9"!#<7$$"&DT$!"%$!+nvVg&)!#67$$"&vV$!"%$!*hBY%R!#57$$"&DY$!"%$"+.lhg9!#67$$"&v[$!"%$"+#3+_K'!#67$$"&D^$!"%$"+1*Re\*!#67$$"&v`$!"%$"2D(4wAf**G5!#<7$$"&Dc$!"%$"1,++)=b*R&)!#<7$$"&ve$!"%$"2'*******z"G;[!#=7$$"&Dh$!"%$"+cb$RY'!#87$$"&vj$!"%$!+PP#Q`%!#67$$"&Dm$!"%$!+\U"o(y!#67$$"&vo$!"%$!1-Uyhp>K#*!#<7$$"&Dr$!"%$!+x6Cn#)!#67$$"&vt$!"%$!+7xvt`!#67$$"&Dw$!"%$!*vM0H"!#57$$"&vy$!"%$"+_^?cH!#67$$"&D"Q!"%$"+Z9$yL'!#67$$"&v$Q!"%$"1)pR#p=Yp#)!#<7$$"&D'Q!"%$"+(pt))z(!#67$$"&v)Q!"%$"2'*****\U"3fc!#=7$$"&D"R!"%$"+"fK^B#!#67$$"&v$R!"%$!+P`q,;!#67$$"&D'R!"%$!+60b7\!#67$$"&v)R!"%$!+;6d>p!#67$$"&D,%!"%$!0WmojC%es!#;7$$"&v.%!"%$!+JRu:d!#67$$"&D1%!"%$!+Q<%G#H!#67$$"&v3%!"%$"*um6q%!#67$$"&D6%!"%$"+JR>CO!#67$$"&v8%!"%$"+&)*e!*y&!#67$$"&D;%!"%$"0_-f0J4['!#;7$$"&v=%!"%$"+7]r'e&!#67$$"&D@%!"%$"+`'*>#Q$!#67$$"&vB%!"%$"+$p(4kW!#77$$"&DE%!"%$!+:([n[#!#67$$"&vG%!"%$!2'******)f1:r%!#=7$$"&DJ%!"%$!16)HW%[?zd!#<7$$"&vL%!"%$!+2'4HJ&!#67$$"&DO%!"%$!+Jp&Rk$!#67$$"&vQ%!"%$!+D&G:;"!#67$$"&DT%!"%$"+XyH1:!#67$$"&vV%!"%$"+,jg5P!#67$$"&DY%!"%$"+`:kQ\!#67$$"&v[%!"%$"2NQKvDi#[]!#=7$$"&D^%!"%$"+s(z%RP!#67$$"&v`%!"%$"+%\;Ip"!#67$$"&Dc%!"%$!+V%HR#o!#77$$"&ve%!"%$!+CXt-G!#67$$"&Dh%!"%$!+\^snT!#67$$"&vj%!"%$!1D#4:.>.\%!#<7$$"&Dm%!"%$!+i!o%*p$!#67$$"&vo%!"%$!*@"Gh?!#57$$"&Dr%!"%$"+YSq)R*!#97$$"&vt%!"%$"+c.%y*>!#67$$"&Dw%!"%$"+e](*GM!#67$$"&vy%!"%$"2W(*fz9i)*)R!#=7$$"&D"[!"%$"**G(Hb$!#57$$"&v$[!"%$"+v:3)G#!#67$$"&D'[!"%$"+9SUA_!#77$$"&v)[!"%$!+:+S+8!#67$$"&D"\!"%$!+O2LRF!#67$$"&v$\!"%$!1D0:q@qTN!#<7$$"&D'\!"%$!+;yoEL!#67$$"&v)\!"%$!+<vY&R#!#67$$"&D,&!"%$!+lng[#*!#77$$"&v.&!"%$"1*****H4AQ5(!#=7$$"&D1&!"%$"+R)=16#!#67$$"&v3&!"%$"*3>%[H!#57$$"&D6&!"%$"2ELDop#[yI!#=7$$"&v8&!"%$"+bQ$\S#!#67$$"&D;&!"%$"+zra77!#67$$"&v=&!"%$!+:w"=C#!#77$$"&D@&!"%$!+/@>]:!#67$$"&vB&!"%$!+y*)3^C!#67$$"&DE&!"%$!1">i<o:us#!#<7$$"&vG&!"%$!+NaxOB!#67$$"&DJ&!"%$!+B+H+9!#67$$"&vL&!"%$!+jj4X;!#77$$"&DO&!"%$"+m>gh5!#67$$"&vQ&!"%$"+Klq$)>!#67$$"&DT&!"%$"19!y%)y?WT#!#<7$$"&vV&!"%$"+*)\i4A!#67$$"&DY&!"%$"+f5E.:!#67$$"&v[&!"%$"+fx;RY!#77$$"&D^&!"%$!+jHq_k!#77$$"&v`&!"%$!+rY"\b"!#67$$"&Dc&!"%$!*)*)Ra?!#57$$"&ve&!"%$!1,S;%>MB4#!#<7$$"&Dh&!"%$!+$4[i`"!#67$$"&vj&!"%$!+G7"\$o!#77$$"&Dm&!"%$"+&QP8*H!#77$$"&vo&!"%$"+$4]-<"!#67$$"&Dr&!"%$"+yt,D<!#67$$"&vt&!"%$"1"z0%RZB\=!#<7$$"&Dw&!"%$"+))GA8:!#67$$"&vy&!"%$"1*****>,OKL)!#=7$$"&D"e!"%$!+p%QT#>!#87$$"&v$e!"%$!+4!)4E$)!#77$$"&D'e!"%$!+")*HHT"!#67$$"&v)e!"%$!2`(*y])GEL;!#=7$$"&D"f!"%$!+%zJqW"!#67$$"&v$f!"%$!+^<gO#*!#77$$"&D'f!"%$!+o92(*>!#77$$"&v)f!"%$"+E^8Fa!#77$$"&D,'!"%$"+EEZC6!#67$$"&v.'!"%$"2^0=z*zdT9!#=7$$"&D1'!"%$"+sQ>\8!#67$$"&v3'!"%$"+[>;X'*!#77$$"&D6'!"%$"+bv!*QO!#77$$"&v8'!"%$!+j5X&*H!#77$$"&D;'!"%$!+P*R$Q')!#77$$"&v='!"%$!+P%yu>"!#67$$"&D@'!"%$!2,"z?n$>_C"!#=7$$"&vB'!"%$!*;CQl*!#67$$"&DE'!"%$!+2:m*z%!#77$$"&vG'!"%$"+M$4w+"!#77$$"&DJ'!"%$"+&3XPL'!#77$$"&vL'!"%$"+2Y9>**!#77$$"&DO'!"%$"20$GY'*zk(4"!#=7$$"1**********\(Q'!#:$"+;b8]$*!#77$$"&DT'!"%$"*$*pta&!#67$$"&vV'!"%$"+OkI%p&!#87$$"&DY'!"%$!+zBTRV!#77$$"&v['!"%$!+*fQH+)!#77$$"1**********\7l!#:$!1.tPZdFq'*!#=7$$"&v`'!"%$!+c/*G"))!#77$$"&Dc'!"%$!+X$)*)[f!#77$$"&ve'!"%$!*b+^x"!#67$$"&Dh'!"%$"+P$z;l#!#77$$"1**********\Pm!#:$"20++IkHxD'!#>7$$"&Dm'!"%$"+&3)36#)!#77$$"&vo'!"%$"1v\yxp"fL)!#=7$$"&Dr'!"%$"+#z=z1'!#77$$"&vt'!"%$"+@h[_E!#77$$"1**********\in!#:$!+mP_d7!#77$$"&vy'!"%$!+iAZ-Z!#77$$"&D"o!"%$!+uVWuo!#77$$"&v$o!"%$!0FWz6?dL(!#<7$$"&D'o!"%$!1*****>HVM'f!#=7$$"1**********\()o!#:$!+_91YK!#77$$"&D"p!"%$"+1Xeq8!#87$$"&v$p!"%$"+oSjXL!#77$$"&D'p!"%$"+7zZ;c!#77$$"&v)p!"%$"2Yi,eXECX'!#>7$$"1**********\7q!#:$"+hM%))o&!#77$$"&v.(!"%$"+_H()*f$!#77$$"&D1(!"%$"+lG#GM(!#87$$"&v3(!"%$!+B#=s=#!#77$$"&D6(!"%$!+^$o2Y%!#77$$"1**********\Pr!#:$!2&zGn7Z(Gn&!#>7$$"&D;(!"%$!+&*RG"H&!#77$$"&v=(!"%$!)"Rhv$!#57$$"&D@(!"%$!+o^(QQ"!#77$$"&vB(!"%$"+$4N1A"!#77$$"1**********\is!#:$"*(eCAM!#67$$"&vG(!"%$"+kPM4Z!#77$$"&DJ(!"%$"1u^dYV*)y[!#=7$$"&vL(!"%$"+LSAaP!#77$$"&DO(!"%$"+chNS=!#77$$"1**********\(Q(!#:$!+a**)QM%!#87$$"&DT(!"%$!+hgg3D!#77$$"&vV(!"%$!+i+z#*Q!#77$$"&DY(!"%$!1>-VSGW&G%!#=7$$"&v[(!"%$!+K&Q*HO!#77$$"1**********\7v!#:$!+n'pB8#!#77$$"&v`(!"%$!+1QRk=!#87$$"&Dc(!"%$"+%ph;s"!#77$$"&ve(!"%$"+vyXNJ!#77$$"&Dh(!"%$"29-jZ%eliP!#>7$$"1**********\Pw!#:$"+7-7:M!#77$$"&Dm(!"%$"+Fjf(G#!#77$$"&vo(!"%$"+')HA*e'!#87$$"&Dr(!"%$!+bqfe5!#77$$"&vt(!"%$!+.^()[C!#77$$"1**********\ix!#:$!+8b5#>$!#77$$"&vy(!"%$!20::$*3*>JK!#>7$$"&D"y!"%$!*_J?L#!#67$$"&v$y!"%$!+JRA,5!#77$$"&D'y!"%$"+<$>58&!#87$$"1**********\()y!#:$"+:cgR=!#77$$"&D"z!"%$"+h<*ym#!#77$$"&v$z!"%$"1@Kl9xoMG!#=7$$"&D'z!"%$"+oS[*G#!#77$$"&v)z!"%$"+(eR<B"!#77$$"&D,)!"%$!+$)\>Pw!#97$$"&v.)!"%$!+>]958!#77$$"&D1)!"%$!*x?m<#!#67$$"&v3)!"%$!2k"\(3_Xf[#!#>7$$"&D6)!"%$!+CKE"=#!#77$$"&v8)!"%$!+B1Uo8!#77$$"&D;)!"%$!+')3I?E!#87$$"&v=)!"%$")Cb(f)!#67$$"&D@)!"%$"+0i-F<!#77$$"&vB)!"%$"2$)>wU%zNz@!#>7$$"&DE)!"%$"+oD-E?!#77$$"&vG)!"%$"+.qEG9!#77$$"&DJ)!"%$"+B&4X8&!#87$$"&vL)!"%$!+V>A_[!#87$$"&DO)!"%$!+XfXC8!#77$$"&vQ)!"%$!+idp4=!#77$$"1,++++]7%)!#:$!2hu``JV$o=!#>7$$"&vV)!"%$!+mu'pU"!#77$$"&DY)!"%$!*pgb*o!#77$$"&v[)!"%$"+HDF:=!#87$$"&D^)!"%$"+Pfg9(*!#87$$"1,++++]P&)!#:$"+kz;%\"!#77$$"&Dc)!"%$"2y)=0^8xO;!#>7$$"&ve)!"%$"+$\m'y8!#77$$"&Dh)!"%$"+_th=!)!#87$$"&vj)!"%$"2/++]eerv&!#@7$$"&Dm)!"%$!1,++"[YMo'!#>7$$"&vo)!"%$!+L]Z-7!#77$$"&Dr)!"%$!2jK\ichMV"!#>7$$"&vt)!"%$!+Ku$eH"!#77$$"&Dw)!"%$!+Z))y8')!#87$$"&vy)!"%$!*"p[!R#!#77$$"&D"))!"%$"+"z%pOT!#87$$"&v$))!"%$"+6mC)Q*!#87$$"&D'))!"%$"1\V#*[N.b7!#=7$$"&v)))!"%$"1\7P_&*\F7!#=7$$"&D"*)!"%$"+c\b$y)!#87$$"&v$*)!"%$"+9j1-P!#87$$"&D'*)!"%$!+#e9q/#!#87$$"&v)*)!"%$!+%\I^0(!#87$$"&D,*!"%$!+fMF:5!#77$$"&v.*!"%$!1*p'e)=]V2"!#=7$$"&D1*!"%$!+*=T5i)!#87$$"&v3*!"%$!*hJNe%!#77$$"&D6*!"%$"*43-y$!#87$$"&v8*!"%$"+W<'G.&!#87$$"&D;*!"%$"+TuTx#)!#87$$"&v=*!"%$"1jxT*=&\+%*!#>7$$"&D@*!"%$"+#*3,4#)!#87$$"&vB*!"%$"+92_0^!#87$$"&DE*!"%$"+Xx-C"*!#97$$"&vG*!"%$!+OXr;L!#87$$"&DJ*!"%$!+3P_ll!#87$$"&vL*!"%$!1#eKia!=B#)!#>7$$"&DO*!"%$!1,++&*[W>w!#>7$$"&vQ*!"%$!+hnRM`!#87$$"&DT*!"%$!+<;Np=!#87$$"&vV*!"%$"+v-v#*=!#87$$"&DY*!"%$"*nxi.&!#77$$"&v[*!"%$"+=)\S$o!#87$$"&D^*!"%$"1Aw@!G!QKq!#>7$$"&v`*!"%$"+:B)4L&!#87$$"&Dc*!"%$"+9*z'QD!#87$$"&ve*!"%$!+z(=US(!#97$$"&Dh*!"%$!+`^F)p$!#87$$"&vj*!"%$!+i!*HRc!#87$$"&Dm*!"%$!1)*)p^6r#[h!#>7$$"&vo*!"%$!+:gx\^!#87$$"&Dr*!"%$!+RmElH!#87$$"&vt*!"%$!+JF'>l"!#97$$"&Dw*!"%$"+Rcl^D!#87$$"&vy*!"%$"*iKr`%!#77$$"&D")*!"%$"1RQ6Hl,u`!#>7$$"&v$)*!"%$"+_vcQ[!#87$$"&D')*!"%$"+:hr">$!#87$$"&v))*!"%$"1,++)GRa^)!#?7$$"&D"**!"%$!+)3i+f"!#87$$"&v$**!"%$!+U0*Ga$!#87$$"&D'**!"%$!2/6(*\emhp%!#?7$$"&v)**!"%$!+(Hs$QW!#8-%&COLORG6'%$RGBG$")C)eq%!")$""!!""$"('>!\&!")-%+_ATTRIBUTEG6#/%'sourceG%,mathdefaultG-%'CURVESG6$7bfm7$$""!!""$!1TOZQM4v\!#=7$$"1Gc7D]gd_!#<$"2FI0het#o6!#=7$$"1KhAX!>A$)*!#<$"1siA>k4St!#<7$$"2,+++]`/C"!#<$"1x0PB>=L6!#;7$$"1(Qxa4&o(\"!#;$"2#3!Qj0"on8!#<7$$"1CZ%*)y@mv"!#;$"1YS8"Q#*RG"!#;7$$"2117C[eb,#!#<$"1;dSi1*Q4)!#<7$$"1oMp)[6W9#!#;$"2%=x8oy)eR%!#=7$$"2[([(\\kKF#!#<$"2O'o"=POX&R!#?7$$"2=Gc7]<@S#!#<$!1sv')\O[7Z!#<7$$"2()oPv]q4`#!#<$!1HhWfsVW&*!#<7$$"2tY$pQPV]E!#<$!2$GWG3dRz8!#<7$$"1Y#\)pp*)pF!#;$!2%*4;cRKMv"!#<7$$"2Y-05?g$*)G!#<$!2Fc#)*)=-,0#!#<7$$"1/3;KM#)3I!#;$!1t)p2N"RYA!#;7$$"12:Ig?nqI!#;$!2Ac>6(*QCI#!#<7$$"16AW)o?D8$!#;$!2&H(\A\m[K#!#<7$$"2Y"He;$pV>$!#<$!2K7V99vBJ#!#<7$$"2%=OsWz@cK!#<$!29NX#Q">UE#!#<7$$"2a-05?:*zL!#<$!00Op!p$31#!#:7$$"2CV'GdCh.N!#<$!22pzWgE0s"!#<7$$"2wT$oO.aJO!#<$!0yQ'ei#3C"!#:7$$"1-/3;#o%fP!#;$!1x5Mw1"pd'!#<7$$"1(Qxa4'R()Q!#;$!0$49*>[SF'!#=7$$"1sV([(RK:S!#;$"1)\X.DU,s'!#<7$$"2&)pRzeTG9%!#<$"2%o_shR@I8!#<7$$"1D]+,#f.F%!#;$"2&z'Q9*4dD>!#<7$$"2<NqS"o(yR%!#<$"2Yczw()>fT#!#<7$$"2$yc8FWRDX!#<$"1r4#[S"*[w#!#;7$$"0/3m>y4f%!#:$"1-7^(3C)zG!#;7$$"1-/3m>ccY!#;$"1$p&)3\(3ZH!#;7$$"1$\[%3z&Hn%!#;$"2bePK+7i&H!#<7$$"2Le;3&QN*o%!#<$"2lj$))p;@iH!#<7$$"2Pn%=$z\dq%!#<$"119lo#o]'H!#;7$$"1kFbNd9AZ!#;$"1#\!>AqwkH!#;7$$"1X*)G?w$\v%!#;$"1XK0u#\Y&H!#;7$$"2c7D]]Hxy%!#<$"2N.h"z+"=$H!#<7$$"2$\)pR/(*)=\!#<$"1LeT0]D9F!#;7$$"1tX"Hek+0&!#;$"2K9x6$R+/B!#<7$$"1lIhAqfl^!#;$"2y^2$R7`,=!#<7$$"1e:Ji%H6G&!#;$"2WpCk4#4#>"!#<7$$"103;#o&*)Q`!#;$"1e^P<@zm&)!#<7$$"005?!>m'R&!#:$"1UtD?"*)\1&!#<7$$"1'Hf=7GWX&!#;$"2vMd"GhWh9!#=7$$"1V&3<M%>7b!#;$!1EA1"yfg>#!#<7$$"1MoOBaAxb!#;$!1iEL2!RqJ'!#<7$$"1E^-0lDUc!#;$!2o?([HWPP5!#<7$$"1=Mo'e(G2d!#;$!2PB'\g$*fH9!#<7$$"14<Mo'=Bx&!#;$!2d#fCK`_,=!#<7$$"1#He;$3Q-f!#;$!2:5*="4@'eC!#<7$$"1v[(\*HWKg!#;$!2;6y"R.mhH!#<7$$"1_,.1#RI;'!#;$!10?LbAMuK!#;7$$"1Ga3<aj$H'!#;$!1AGRoXXpL!#;7$$"1/29G;BCk!#;$!2PlV]LxpB$!#<7$$"0)f>Ry#[b'!#:$!0G]sg%f#)G!#:7$$"1(=Pu["o!o'!#;$!2Hzs17:3N#!#<7$$"1$Ryc8Nl!o!#;$!2X-jk;#4k;!#<7$$"1'**)zf>Ypo!#;$!2`%>%R\$Qv7!#<7$$"1*f>Ry)QKp!#;$!0$otbEHV')!#;7$$"1--/3cJ&*p!#;$!2%)HGQ"egtV!#=7$$"103;KCCeq!#;$!2s/5SNM,?"!#?7$$"1*zfp,'Q:r!#;$"2wj7kk//(R!#=7$$"1&ze<gHD<(!#;$"1&f")oq#R>z!#<7$$"0zdl=t'Hs!#:$"2HQm4k*Gy6!#<7$$"1%yc8x;oG(!#;$"2B%*3dPv4b"!#<7$$"1uZ&4%R5,u!#;$"209:Fp^dB#!#<7$$"1kFb56R:v!#;$"2B')z0"*4(4G!#<7$$"1$['H4'*G^w!#;$"2'HVNusc0L!#<7$$"1--/3")=(y(!#;$"1`QsN"=Gc$!#;7$$"1JhsKF;@y!#;$"1RluVl(pe$!#;7$$"1h?Tdt8by!#;$"2k%e5kMn%f$!#<7$$"0*z4#)>6*)y!#:$"1Wbn2B%ee$!#;7$$"0#Ry1m3Bz!#:$"1$)\!el$\gN!#;7$$"1zd:ce."*z!#;$"1a%R(e@ngM!#;7$$"1Qw_0^)*e!)!#;$"2%fHWI4$oH$!#<7$$"1'**)zf*3T<)!#;$"1u0XaNi")G!#;7$$"1_.29GB*G)!#;$"2ch$o7jQ7B!#<7$$"0.17u%zY$)!#:$"2U?614G*y>!#<7$$"13<MomN/%)!#;$"20<_)Q^e=;!#<7$$"1(Qxaf=>Y)!#;$"2a7u`b!4O7!#<7$$"1lIhA0[>&)!#;$"1pb7nB%[O)!#<7$$"1w],G(Qke)!#;$"1(>'pF-JrN!#<7$$"1'3<M$pR`')!#;$!2W3$HBNR'H"!#=7$$"1'4>)Q^N?()!#;$!1RgT!Qt3:'!#<7$$"116AWLJ(y)!#;$!2$p7S%fz/4"!#<7$$"1;Ji\:Fa))!#;$!22-"f."[sa"!#<7$$"1E^-b(H7#*)!#;$!2w:j>\Yr(>!#<7$$"1OrUgz=))*)!#;$!2jDJ&z1SsB!#<7$$"1Z"He;Y^0*!#;$!1xn,x5&es#!#;7$$"1nKl!)[ot"*!#;$!2&3dIO#3)HK!#<7$$"1(QxafBAH*!#;$!0JAEcrWb$!#:7$$"1Z%*)G&H\^$*!#;$!2%>%o(=HLVO!#<7$$"13:I5Bw5%*!#;$!1j?!exa7o$!#;7$$"1oNrn;.q%*!#;$!2(=n2CLmnO!#<7$$"1Gc7D5IH&*!#;$!1P,#pp8Fg$!#;7$$"1=Lm#yc$f'*!#;$!1n-1,zc&G$!#;7$$"115?SDT*y*!#;$!1#[ZQu5wu#!#;7$$"0&)p*=/Wa)*!#:$!2%GtIt[f1C!#<7$$"1%pQxHo%>**!#;$!2`)Qb@m(\-#!#<7$$"1Qv]wh\%)**!#;$!1YL'Q`7#4;!#;7$$"2#Qw_0C&\+"!#;$!2.kemwSj;"!#<7$$"2#4=O(fW6,"!#;$!1yNxkN"GE(!#<7$$"0)f>*yOt,"!#9$!280D&*H#)>v#!#=7$$"22:I5)*GN-"!#;$"2C,U%p4")*z"!#=7$$"2;KkG<@(H5!#;$"/r]hdnAj!#:7$$"2E\)pkL"f."!#;$"2E9J@'*=Z2"!#<7$$"2LmKlb0@/"!#;$"22<i)fta+:!#<7$$"1MoO[xH[5!#:$"2yo9eICK!>!#<7$$"105?S**[a5!#:$"1tn)>u"ewA!#;7$$"2*e<NX<Tn5!#;$"2;yo%*zco$H!#<7$$"2F^-0bL.3"!#;$"1i9zX+b,M!#;7$$"2(*)y2`Wz'3"!#;$"2FF#yN+V]N!#<7$$"2lE`cNbK4"!#;$"1&y1&pr5SO!#;7$$"2\&4%p!e['4"!#;$"2L%o9cnDiO!#<7$$"2LkG#eir*4"!#;$"1d<^cp9pO!#;7$$"2<L;&4n%H5"!#;$"1D(z;xd2m$!#;7$$"2.-/3;xh5"!#;$"2t5(y]L8PO!#<7$$"2tT$o6M/=6!#;$"2bLjv6I?U$!#<7$$"2U"Gci'4*H6!#;$"2a#zkuFE;I!#<7$$"27@UM"fxT6!#;$"1EoA?54VC!#;7$$"2#3;Kk@k`6!#;$"299/U[O^t"!#<7$$"2)GdkT=/g6!#;$"2KC=$Q1B68!#<7$$"2#\)p*=:Wm6!#;$"16*eV!p)om)!#<7$$"2)pRH'>TG<"!#;$"1(=Mz+v#)3%!#<7$$"2/4=O(3Cz6!#;$!1G5#=IjI[&!#=7$$"16A%4bSc="!#:$!1`xD8W#o;&!#<7$$"2;Lm#G-/#>"!#;$!1>wnEBp"p*!#<7$$"2AX!f0*R%)>"!#;$!2NIH@W,\S"!#<7$$"2Gd9HeR[?"!#;$!1(\@C6!y;=!#;7$$"1*yd!\q[67!#:$!2(*RT\ex@@#!#<7$$"105?:X8=7!#:$!1FE_^XrnD!#;7$$"26AW8)>yC7!#;$!2$z`)[#f?xG!#<7$$"2sV([Z%H9B"!#;$!20*4+osHNJ!#<7$$"2%pQxzVsW7!#;$!/Ob>ub![$!#97$$"2;Ig?J>!e7!#;$!2DJlXH$Q!e$!#<7$$"2D\)p*e#fp7!#;$!1[Y1'ysDY$!#;7$$"2NoOt'e;"G"!#;$!2bdWkY"QhJ!#<7$$"2W([(\9RFH"!#;$!1fIibQx$p#!#;7$$"2`18EU7VI"!#;$!2vVd(RF_&3#!#<7$$"2"Ry1^@c58!#;$!1%)3%*e,+5<!#;7$$"2JhA&z="oJ"!#;$!2v:oF&y)*38!#<7$$"2rQxzghIK"!#;$!1([RyK%>))))!#<7$$"1h@VO8JH8!#:$!1)\!>A@4hX!#<7$$"2Z$p)[1hbL"!#;$!2sT7zkaZw"!#>7$$"2(3<M$z5=M"!#;$"1y%yTmiq>%!#<7$$"2F['z@01[8!#;$"1$))p"y#=8\)!#<7$$"2lD^-D5VN"!#;$"1FC>>X&RE"!#;7$$"2sS"GJowg8!#;$"1Xi$z[_.n"!#;7$$"2zb6BTBsO"!#;$"2_R&="H?w/#!#<7$$"2&3<M$**zOP"!#;$"1NsL#Hx&*Q#!#;7$$"2%f=Pul8!Q"!#;$"2EQr'>Pl!p#!#<7$$"1h@VO(\IR"!#:$"2;Qx%[VZ^J!#<7$$"2CY#\)*G'fS"!#;$"1")ebV*))3S$!#;7$$"16A%4:@"49!#:$"1ilW8*)oFM!#;7$$"0'>R.%zAT"!#9$"1B)z*))\zSM!#;7$$"2U$ohH&eQT"!#;$"1j0]'=-AW$!#;7$$"2)3<%elPaT"!#;$"29WZq-!=SM!#<7$$"1$em?y;qT"!#:$"2n:BEqLZV$!#<7$$"2uX"H3ff=9!#;$"2t(4^F=(eU$!#<7$$"2Z&4>8C"\U"!#;$"2cJ,m7glN$!#<7$$"2BX!4=*G7V"!#;$"2E:DAanTB$!#<7$$"2rW*)y#>'QW"!#;$"1E+o9maRG!#;7$$"2AW)oP\\c9!#;$"2ybLW()f&oA!#<7$$"2nLn4[1EY"!#;$"2#\*4KvF)R>!#<7$$"27BYU-=(o9!#;$"2Owz1V0Ne"!#<7$$"2d7DvcH[Z"!#;$"2s]z)eR,07!#<7$$"2--/36T4["!#;$"07;RVY35)!#;7$$"2["H3aE0(["!#;$"1)*yFe&>n/%!#<7$$"2$4=O(>kJ\"!#;$!1)>)4"Hcl8&!#>7$$"2QqS1uv#*\"!#;$!1)*zHW*>@8%!#<7$$"1)f>RG(Q0:!#:$!0y5$>3wM")!#;7$$"2i?T26t@^"!#;$!2"*)\;4aaT7!#<7$$"19GcP*e*=:!#:$!2ft^u9$)[k"!#<7$$"2AU%QkZuD:!#;$!1fGaHD>;?!#;7$$"2..17fID`"!#;$!2v>3pI+)[B!#<7$$"2jC\[C-ha"!#;$!1Lo0NE/vG!#;7$$"2BY#\)*Qnf:!#;$!1'='\c**)o=$!#;7$$"2x^.dErdc"!#;$!2`tDp%o1^K!#<7$$"2Gd9Hjo=d"!#;$!1E#GE>8oE$!#;7$$"1Gc7+g'zd"!#:$!1&*R.%)*3TB$!#;7$$"2LoOtOjSe"!#;$!1R!3gtaO:$!#;7$$"1%ze<5eif"!#:$!1c6([R3e&G!#;7$$"2X!4=OGX3;!#;$!2K1%)R76DR#!#<7$$"2#yc8xI'\h"!#;$!2PEXt&42(3#!#<7$$"2@X!4=LZ@;!#;$!1p)*pR4#zu"!#;7$$"1E_/fN)zi"!#:$!0zB7<j4Q"!#:7$$")Q\M;!"($!1)o]ra9a#**!#<7$$"1uZ&4//5k"!#:$!1em$))39L*e!#<7$$"2za4>G9vk"!#;$!2KW*pe\D#y"!#=7$$"2=KkG_CSl"!#;$"21)[AD0&yL#!#=7$$"2d4>QwM0m"!#;$"1@Y%z#QH(R'!#<7$$"2mE`cDLBn"!#;$"2h$4]e4+Q8!#<7$$"2tV([Z<8%o"!#;$"2&zgh$y&*e&>!#<7$$"13;KR-$fp"!#:$"2YN*H1-0gC!#<7$$"1zd:J(Gxq"!#:$"1;4j\;rBG!#;7$$"1">Q^;yTr"!#:$"1*)4b#[Ng&H!#;7$$"1.17*fF1s"!#:$"2xK^9G'oQI!#<7$$"2"4=6;B&Qs"!#;$"1Kj9Xg+hI!#;7$$"1:I5Lq2F<!#:$"2%=x&Hnf02$!#<7$$"2"=')f"R*oG<!#;$"1vK'[\X02$!#;7$$"1@U4]<II<!#:$"0$yO8?MnI!#:7$$"1C)*e3T">t"!#:$"2kmuk*o&41$!#<7$$"2rU&3nk_L<!#;$"2Xv)[<6S^I!#<7$$"29D]]LDku"!#;$"10/.:G?jG!#;7$$"2b2:I?C$f<!#;$"2B?$[`lo)[#!#<7$$"2&)oPD.h9x"!#;$"2#*)[R;C&**)>!#<7$$"2<Ig?'yf$y"!#;$"2#Ho!*3/X!Q"!#<7$$"2Z"He"pMdz"!#;$"1WPl0$>%pp!#<7$$"2w_06_ry!=!#;$!2L8Iq5Wt)>!#>7$$"2nKlIw9U"=!#;$!1R.r_<KOR!#<7$$"2e7D]+e0#=!#;$!1CMJI/e*e(!#<7$$"2[#\)pC,p#=!#;$!1,e!HZO+6"!#;7$$"2PsW*)[WK$=!#;$!1cfLG]JT9!#;7$$"2;KkG(4$f%=!#;$!1a5l(\%4C?!#;7$$"2)>Rycuhe=!#;$!2lagvw%HrC!#<7$$"2uY$p83-r=!#;$!21)H(*z?a^F!#<7$$"1:IgqTU$)=!#:$!2C!3o%=66'G!#<7$$"2Fc7v_Fe*=!#;$!1)=j0f"H&z#!#;7$$"206AW)3B3>!#;$!/Z)[xI,c#!#97$$"2d6B'\g@@>!#;$!2C`8ulm.:#!#<7$$"217C[@,U$>!#;$!1Ylrx?P-;!#;7$$"2b7D+Q'=Z>!#;$!0n:2jCVa*!#;7$$"218E_ar,'>!#;$!2nB$yA<M5D!#=7$$"1">QE!yns>!#:$"2M(**=LUyVV!#=7$$"28D]+1%=&)>!#;$"2(f^]'y6X3"!#<7$$"2<JiuJ!p(*>!#;$"2m*3Y)RP&f;!#<7$$"1sV([d'>5?!#:$"29Z&Gj^xC@!#<7$$"2_)pRHg)H-#!#;$"2#\+MYxXeC!#<7$$"2$)f>R[vd.#!#;$"2%R$o3'z*)GE!#<7$$"2:D]v%G(*Q?!#;$"1MIq!o2Zk#!#;7$$"104=6-<U?!#:$"1HH'pvr'\E!#;7$$"1e:"[dn`/#!#:$"2c&[B9_!Qk#!#<7$$"28@U%Q\c[?!#;$"1c2@Qt;FE!#;7$$"1=Nql'f\0#!#:$"2BRm?`L?c#!#<7$$"2W#['HRa81#!#;$"17j7'o5cX#!#;7$$"1MnMWz.u?!#:$"2Ohz:_\38#!#<7$$"2PkGd\@n3#!#;$"2jL1DxG[n"!#<7$$"1`06Z]S*4#!#:$"2A_P4%yH=6!#<7$$"2FY#\)f)37@!#;$"1AImy`3!)\!#<7$$"1\(\\YVP7#!#:$!1lXHx")eh$*!#=7$$"2b.29L)RN@!#;$!1fNo#)QZHn!#<7$$"1AV'y>`q9#!#:$!2Fx'oyh&*37!#<7$$"2$3;Kk!3(e@!#;$!2W!)yU$)GLn"!#<7$$"2MmKl&e1s@!#;$!2s,C;^7m3#!#<7$$"1>Pu[OU&=#!#:$!2_r<t*y'pM#!#<7$$"1Z#\[a-@>#!#:$!2%f#*\7aF9C!#<7$$"2Vxa4W"y)>#!#;$!2K+I/zF#QC!#<7$$"1-.1P.Y0A!#:$!2NW>U\8(=C!#<7$$"2%He;L#R@@#!#;$!2Y=0A<&RcB!#<7$$"1%ze<g'3CA!#:$!2OBFWltI9#!#<7$$"1f<NqR.OA!#:$!2)4h\:/`6=!#<7$$"2OsW*Q8)zC#!#;$!1&>?='G0#Q"!#;7$$"2%)oPvqG*fA!#;$!1E-.23.-))!#<7$$"2QtYV4nEF#!#;$!1v$*Qf=h%)H!#<7$$"1zd:"[0aG#!#:$"11$Qq%HpTH!#<7$$"1C['z'Q9)H#!#:$"1&[zZE1]f)!#<7$$"2%pQxaA)3J#!#;$"1YC++>kh8!#;7$$"2uW*)yxm_L#!#;$"23r"4B,.Q?!#<7$$"2`-05I^'fB!#;$"2KfRyyCqA#!#<7$$"2'*)ydS#*=tB!#;$"2B/lRW?a5#!#<7$$"1a2:!=FnQ#!#:$"2<!fq*HPM$=!#<7$$"2#=Os>^E+C!#;$"1#)[-l`5L9!#;7$$"2D['HfI!QT#!#;$"/"RPc$4a$*!#:7$$"1JhA?f_DC!#:$"1)Q8Km0la%!#<7$$"1zd:"y[sV#!#:$!1&\aHxDUU%!#=7$$"2tU&3U;(*[C!#;$!2CDG8bZ(Q`!#=7$$"2b2:I]%pgC!#;$!0$48M%Ht()*!#;7$$"1E^-b++uC!#:$!2.[5a\C!H9!#<7$$"1w^.2cI([#!#:$!2:u?94;Nw"!#<7$$"1E_/f6h+D!#:$!2Vz!fB$*\p>!#<7$$"2lFb5r;R^#!#;$!1%*)*G6AgM?!#;7$$"2oLnM%)p"QD!#;$!20\aAeM+z"!#<7$$"1(Rze(HUiD!#:$!2_$zj/NRX6!#<7$$"2MrUN`(ovD!#;$!1A'Q&zG[yn!#<7$$"0.174_*)e#!#9$!2n*)>-[Swq"!#=7$$"1Z$p)[m@-E!#:$"1[Ra$QN)*R$!#<7$$"2MmKl?"[:E!#;$"0C!GOMV)=)!#;7$$"17C[Y8PQE!#:$"2[On!)RLrZ"!#<7$$"1h@V'[h7m#!#:$"2&zbYjH'o"=!#<7$$"1)f>RoIto#!#:$"2;)[DuBmU<!#<7$$"2`.29))*R8F!#;$"2FloU2!*\@"!#<7$$"2w],.m!*fs#!#;$"1&[2[@G_R)!#<7$$"0)f>R9eQF!#9$"1a#\8e)GuT!#<7$$"2BX!4=A<^F!#;$!2tFH7$3b5C!#>7$$"2Z#\)p*HwjF!#;$!1y=R#eh5d%!#<7$$"1T"G1bXjx#!#:$!1Q"z)Q=OV&)!#<7$$"1d8F/"G*)y#!#:$!2E@b"zRz">"!#<7$$"1tX"zl5:!G!#:$!1G$*>8(>$\9!#;7$$"2#*yd:@$49G!#;$!2VHcf-"37;!#<7$$"2a.2RMh.#G!#;$!2P"GZ4H&[l"!#<7$$"1#GciZHm#G!#:$!1"p"pzERr;!#;7$$"1Gbg3w*G$G!#:$!1b0bkHlh;!#;7$$"2Wxa4ul"RG!#;$!27$fN#Q)*fi"!#<7$$"2nE`c+-<&G!#;$!2QId8b-/["!#<7$$"1f<Nq#QU'G!#:$!2*e,pcYEX7!#<7$$"1Gb5'p"GwG!#:$!1$4FFT!=*\*!#<7$$"1(Hf=7D$))G!#:$!2;-ix"f>Zg!#=7$$"2a18wao.!H!#;$!1['RT"4\-B!#<7$$"2V$oOt>T7H!#;$"2D9lVS]b^"!#=7$$"2Ow_bBJa#H!#;$"1Xz&Q<U8Z&!#<7$$"2MpQx\]%QH!#;$"1Z&*Rm"yQ**)!#<7$$"1BY#*f(p9&H!#:$"2$pm?0^Z&="!#<7$$"1`06A!*[kH!#:$"29N9LbvtQ"!#<7$$"27D]D<$pqH!#;$"2V?x(zf@]9!#<7$$"0&**)HK(*o(H!#9$"2oL1Hr9.\"!#<7$$"2'*z4#)R***zH!#;$"2zG#ob!)o,:!#<7$$"1\'HMZ,J)H!#:$"1k#f2PVs]"!#;7$$"1)\\'[N?')H!#:$"21BMjB$)p]"!#<7$$"1Z$pQi0$*)H!#:$"2Z$[r%fK4]"!#<7$$"1W([Z#Rr,I!#:$"0")yZl$4?9!#:7$$"1T"GcAAT,$!#:$"1\vKAl@a7!#;7$$"1w],y8=FI!#:$"24w=*pZ[+5!#<7$$"0,-/`S-/$!#9$"1h_L_EDQo!#<7$$"1X*)y#o*H`I!#:$"1;Qv!=:lE$!#<7$$"2(ze<N)ej1$!#;$!18q[z!*HGY!#=7$$"1hAX!>-+4$!#:$!1'zb0-h@!o!#<7$$"1V'GdaXO6$!#:$!2&pz4A)Rr9"!#<7$$"19Gc72rEJ!#:$!2%ooaCOF'H"!#<7$$"2[)pRzexRJ!#;$!2(GHZAGZb8!#<7$$"1c6BY5%G:$!#:$!14C$p3MBK"!#;7$$"1F`18i!f;$!#:$!2Pw0#4=s+7!#<7$$"1MnM>X$4>$!#:$!1Q-%)G)Gbg(!#<7$$"229Gc#G'f@$!#;$!2HKpr#)\k^"!#=7$$"2yb6B@I4C$!#;$"1f-*odx!=Z!#<7$$"1v\**)f(*eE$!#:$"0$o3gTP2'*!#;7$$"1x`2lo$*yK!#:$"2.4-.)f`A6!#<7$$"1zd:Jh(>H$!#:$"2u"f.Zy717!#<7$$"0)enZfB&H$!#9$"2TF,h&**=97!#<7$$"2-)f>kd\)H$!#;$"1mvl(*H1<7!#;7$$"213;2eb<I$!#;$"2.Xe**GeZ@"!#<7$$"28=OsR:]I$!#;$"2p6]B44t?"!#<7$$"2CQw-.N:J$!#;$"2>tuUV=s<"!#<7$$"2Ne;Lma!=L!#;$"2NdWa]%[F6!#<7$$"1PtYVR2UL!#:$"1kF8+R+Zz!#<7$$"204=OA$4mL!#;$"2O^GrLl'eH!#=7$$"2105?D#p!R$!#;$!2WrsC)H2^E!#=7$$"2/,-/G"H:M!#;$!0KvY3J3X(!#;7$$"1Qw_09()GM!#:$!0;b%p4zP$*!#;7$$"2kE`1`^CW$!#;$!2nL*o#Q-50"!#<7$$"2MnM>cYeW$!#;$!2YCMt2u"o5!#<7$$"203;KfT#\M!#;$!2wfQn&pM!3"!#<7$$"2v[(\Cmj_M!#;$!2)3,;6!*[(3"!#<7$$"2Y*)ydlJgX$!#;$!1GkPe:f*3"!#;7$$"2(3<M=<#GY$!#;$!2'3+!)*\f(y5!#<7$$"1BX!4y6'pM!#:$!2m%GRpCC[5!#<7$$"2/29G;.U\$!#;$!13hSmvX")y!#<7$$"1=OsWXz=N!#:$!2aFPzU8C`$!#=7$$"1CZ%*QQ%Ra$!#:$"2m`R7.7@g"!#=7$$"2&He;LJ4pN!#;$"1npZCvKkh!#<7$$"0%ze<$pYf$!#9$"12K)RgeL4*!#<7$$"2105?]X-i$!#;$"1Qwli#)HG'*!#<7$$"17BY#*\vVO!#:$"1$f)Gi%yh&z!#<7$$"1tX"H[ksm$!#:$"1P,b'H`1k%!#<7$$"29@U%Q[K#p$!#;$"22"\a?a'*)f"!#>7$$"2(\)pR>&Q<P!#;$!1*f(Goto)>%!#<7$$"16AW)yaAu$!#:$!1%yBJJDuO(!#<7$$"1tX"HQCrw$!#:$!18H6uiZn')!#<7$$"2`'Hf=rs$z$!#;$!1G^w6HuCx!#<7$$"2tNrU&)H.#Q!#;$!2cD"4MO_@Z!#=7$$"2CS!3;c!Q%Q!#;$!21$RPB^cl5!#=7$$"1Z%*)yP"GnQ!#:$"2iA'\'eoCp#!#=7$$"29MoO`nV*Q!#;$"0pH$=$)p7h!#;7$$"2jBZ%*o`9#R!#;$"1&*oR.1G!o(!#<7$$"2(>Ryco*e%R!#;$"1J%*4tLM'=(!#<7$$"1.17C+MqR!#:$"1^ws0x(\0&!#<7$$"1D\)p\5(=S!#:$!2vmEKcz"=;!#=7$$"1V'GdR<Z/%!#:$!1%**p`qDf![!#<7$$"1hBZ%HC22%!#:$!1cF9t#GJi'!#<7$$"1<OA2$))R2%!#:$!1L>$f%*f#Gn!#<7$$"1u[(*>BDxS!#:$!1[3FXmC/o!#<7$$"208EFL;03%!#;$!1(*3qz"34&o!#<7$$"1'QxaM!y$3%!#:$!1_tq%4!>oo!#<7$$"1V'G#eV/(3%!#:$!1L"QmGjh&o!#<7$$"2&**)z4P3.4%!#;$!1&)=_%3B]"o!#<7$$"1b6t$QsN4%!#:$!1XXJ1y3Xn!#<7$$"17C['ROo4%!#:$!1*z6$)z'zYm!#<7$$"1Qu[ZC*)4T!#:$!1-"f3eYH)f!#<7$$"2DY#\)\[H7%!#;$!1Ur<ss#*H\!#<7$$"1'Gd9zk/<%!#:$"2D9ltc,![w!#>7$$"1U%)o()[p&>%!#:$"2mh=pAqyo$!#=7$$"1)f>R)\#4A%!#:$"1#4+/yXxf&!#<7$$"1\'H4^!3FU!#:$"06">0zh`e!#;7$$"1*pRz.OKB%!#:$"1>=*eY)y=g!#<7$$"0v\\c"RRU!#9$"1<7CyOh"4'!#<7$$"/)f>4ZbC%!#8$"1yw8L!f=2'!#<7$$"1,*zf9eyD%!#:$"1"*3!GcR1w&!#<7$$"1,+++#p,F%!#:$"2;uYU=_06&!#=7$$"1tV([#)foH%!#:$"2%300mJPwF!#=7$$"1W([(\/bBV!#:$!1%p[&\">-A#!#=7$$"1x_0h_kYV!#:$!20:Gczx+q#!#=7$$"14=Os+upV!#:$!29hw!3h'[`%!#=7$$"19Gc(o-IQ%!#:$!2u)GO(=!=^^!#=7$$"1>Qw-`E'R%!#:$!1)[unNuyR&!#<7$$"1rScc4e*R%!#:$!10d&)y!z+S&!#<7$$"1AVO5m*GS%!#:$!0$**\=Kcy`!#;7$$"1tX;kA@1W!#:$!1VVM9DaL`!#<7$$"1D['z"z_4W!#:$!1b'eW&[Ll_!#<7$$"1F`cD#fhT%!#:$!09tB-H61&!#;7$$"0$e;L0zAW!#9$!2&y2qG#[/x%!#=7$$"116AWcsZW!#:$!2V7b^!f[@I!#=7$$"1#Qw_vgEZ%!#:$!1_Q5]pDfh!#=7$$"1f<N?]N(\%!#:$"2ndxc9LN#=!#=7$$"1OrU&G\?_%!#:$"2/_#QZg"Hu$!#=7$$"2b+,-C1W`%!#;$"2M&p-E#=YO%!#=7$$"1v[(\>jna%!#:$"1$o%y!*QS6Z!#<7$$"2&4=Os;%Hb%!#;$"1X!G"QM6wZ!#<7$$"1W([(\,7fX!#:$"1uqH&o9ww%!#<7$$"1zc8F')HlX!#:$"18AM2&Rno%!#<7$$"2NhAX5x9d%!#;$"2lg0XH7a`%!#=7$$"1Z%*)ys$o'f%!#:$"2%p0%>+mhE$!#=7$$"29Gc7N!*=i%!#;$"2#psgnP3[7!#=7$$"2c?T#[vKvY!#;$!2AFM"*o5\4$!#=7$$"17BY<nd(o%!#:$!1R6LXU))4P!#<7$$"1<Mo')e#)*p%!#:$!29B<!3BQ$4%!#=7$$"1%p))*y"))Gq%!#:$!1X'ea#Qh]T!#<7$$"0(RHr/&fq%!#9$!1mOhF3-#>%!#<7$$"1Y#*fjF,4Z!#:$!2M.)p#HCv@%!#=7$$"1AX!f0v?r%!#:$!1#*e@%=0rA%!#<7$$"1*z4#[t8:Z!#:$!2Ec2PB/3A%!#=7$$"1w]^S'*>=Z!#:$!2&QkV+:s)>%!#=7$$"1`.#G$>E@Z!#:$!1<+u5d,hT!#<7$$"2'Gc7DUKCZ!#;$!1(\$e!Q.z5%!#<7$$"1AX!4B2&[Z!#:$!1Q**Gope*=$!#<7$$"1<MoO-psZ!#:$!2%>#H=3ene"!#=7$$"1w^.2FRC[!#:$"2&QLWl(4,G#!#=7$$"1<Mo'=!HP[!#:$"2O<*>4'yB(H!#=7$$"1e;Lmw=][!#:$"1#o]TRdcX$!#<7$$"1zd:1kjc[!#:$"1b#Rl0B(4O!#<7$$"/*zf9&3j[!#8$"2abyfLuCq$!#=7$$"1@S!e)Q`p[!#:$"2;H=Fm+It$!#=7$$"1T"Gci#)f([!#:$"1YW,i5V,P!#<7$$"1'3<M8N"**[!#:$"2KTOt$4$R5$!#=7$$"0.17k(GA\!#9$"1fSMV6I&)=!#<7$$"1%yc8FRr(\!#:$!1)*pc))*)oq<!#<7$$"0/3;#z3+]!#9$!2#3YQU&=c$G!#=7$$"1'Hf=dOI-&!#:$!1Xc;kE-&G$!#<7$$"1Z%*)y#ouH]!#:$!2E4iAAMkG$!#=7$$"1(f>R3dk.&!#:$!0VU+pb*GK!#;7$$"1[(\*Rt;V]!#:$!1R))o&)oC9J!#<7$$"1**)zffx)\]!#:$!274Sx_v\%H!#=7$$"/-/3")Hj]!#8$!1jX%*>v3eC!#<7$$"1-05?'=n2&!#:$!1mM7Jr;2=!#<7$$"1nLnMH&z7&!#:$"2hp_?`F1B"!#=7$$"1pQx/g#3:&!#:$"1eX_=5D)G#!#<7$$"1sV([2*pt^!#:$"2-@(48p*[%G!#=7$$"128wk)H,=&!#:$"0_")RX,_*G!#;7$$"2:C[Ylgl=&!#;$"2%)**[3XMt*G!#=7$$"14<f\gx*=&!#:$"2=dorK]/)G!#=7$$"1w^`W9*H>&!#:$"1/TcO#e<&G!#<7$$"1V'y%Ro?'>&!#:$"2.([PRyV6G!#=7$$"06AWBA%*>&!#9$"2$f`u/frfF!#=7$$"0)f>9QG7_!#9$"2e()3#ed#\W#!#=7$$"0&)pRRX^A&!#9$"17AWwP9x>!#<7$$"1<LmKF$pF&!#:$!1#Ga#R3!))y'!#=7$$"1*f>RL.FI&!#:$!2/@\V`nl$=!#=7$$"0)e<NRZG`!#9$!2:0R=@(yyC!#=7$$"1pOt'4ZWL&!#:$!2=x/AN>a`#!#=7$$"2vX"He-US`!#;$!2NEe$[>[bD!#=7$$"1Y#\)>MRY`!#:$!2QpX4@V!RD!#=7$$"1NqS"emBN&!#:$!2$=Nfr%*o'[#!#=7$$"18E_/HJk`!#:$!1&f,M#e3zA!#<7$$"1">QwAfiP&!#:$!2$*\E7(Q/Z>!#=7$$"1tW*)y')*4S&!#:$!1)Q)\f9n5'*!#=7$$"1a2:I"QdU&!#:$"21.eJn)GA@!#>7$$"0:IgqB8X&!#9$"2%3Y9N>1@8!#=7$$"1Z&4>G4pZ&!#:$"21GMCKSD0#!#=7$$"18Gci^G$[&!#:$"1,rD^<U`@!#<7$$"03;K/h'*[&!#9$"2#fGf:WT=A!#=7$$"1Z$pQ#p.'\&!#:$"2$e_K\)QoC#!#=7$$"2NhAX!GT-b!#;$"2.M[L]9'QA!#=7$$"1Y"Heck^^&!#:$"2j^)>NG&[6#!#=7$$"1zc8Fj"z_&!#:$"2#zRgQ//e=!#=7$$"1BY#\$)\Tb&!#:$"2'37+2Hy+5!#=7$$"1oNrULQ!e&!#:$!11n632jI%)!#>7$$"1nKlI)*[.c!#:$!1On6gFrJ**!#=7$$"1lHf=jfEc!#:$!2b(*ySp+Mm"!#=7$$"1$zenU*4Lc!#:$!1*\0le3%*y"!#<7$$"1BY#\`-'Rc!#:$!2%)ziw*4'R)=!#=7$$"1_/4Vc5Yc!#:$!1@2Qg6!e%>!#<7$$"1"Gc7v3El&!#:$!2nVR.QOU(>!#=7$$"16@Uf=6fc!#:$!2'\k_&pV"p>!#=7$$"0%zen\hlc!#9$!2BXV7)e'4$>!#=7$$"1pPvv!=@n&!#:$!16Otqzpg=!#<7$$"1)f>R=@'yc!#:$!2G"QX>Y')f<!#=7$$"1a18E/u/d!#:$!2,)pz%\EX4"!#=7$$"14<Mo'f3t&!#:$!2KS[myS/r"!#>7$$"0&**)zRIgv&!#9$"1v%)yP3rss!#=7$$"1#>Qw7,7y&!#:$"2MeOx/a>T"!#=7$$"1"*zfW)HEz&!#:$"2m_H!zzL1;!#=7$$"0zd:ceS!e!#9$"2QMzX3qTr"!#=7$$"1*oP+#Hx4e!#:$"2;*H+Y2@M<!#=7$$"1*e<&ys[:e!#:$"11X*yk0:t"!#<7$$"1)[(*pj,7#e!#:$"2_NQ")>/jq"!#=7$$"1(Qxa*f"p#e!#:$"21CKN:Y"f;!#=7$$"1JhA&p&4ae!#:$"2(\*o.58q;"!#=7$$"1v[(\Rv7)e!#:$"1">O`;$yqO!#=7$$"1X"He;+V!f!#:$!1WL<&*=IVP!#=7$$"1<MoO\KFf!#:$!1^*>"\bF65!#<7$$"1>QwxlrSf!#:$!2`.]VD$o"G"!#=7$$"1@U%)=#3T&f!#:$!2y%yw#z-cX"!#=7$$"1AWQRS!3'f!#:$!2\&zp7S!H]"!#=7$$"1BY#*f)*\nf!#:$!2%*[(RPP(G_"!#=7$$"1C[Y!o&>uf!#:$!2tO%[r'ea^"!#=7$$"1E]+,:*3)f!#:$!2<Uxtq%4"["!#=7$$"2&\)pRC*f/g!#;$!2D&e^u"H0;"!#=7$$"1tY$p)pIGg!#:$!1P*4s&o34g!#=7$$"16AWQ"=V0'!#:$"2xGC=[hMK"!#>7$$"2&[(\**GH.3'!#;$"1<&eLE@6+)!#=7$$"04=On8F4'!#9$"2NTfZ&\RV5!#=7$$"2:V'Gd!)40h!#;$"2)*e#eRqb=7!#=7$$"1.17\-H6h!#:$"2M#\B0(HvF"!#=7$$"1uZ&4W#[<h!#:$"2K45)>TR;8!#=7$$"1W*)yKYnBh!#:$"2&RV`$>kZL"!#=7$$"1:JiCo')Hh!#:$"2zK#GH2dK8!#=7$$"1$\)>FxKOh!#:$"2=L2$f(H'38!#=7$$"0(QxH')yUh!#9$"2>Bvw@2KE"!#=7$$"1Z#\B`\#\h!#:$"2&[A)f)))G(>"!#=7$$"1BY#\V5d:'!#:$"2l=_!30>76!#=7$$"1x`2SAjoh!#:$"1*\pE8"47*)!#=7$$"1JhAXSb"='!#:$"2&>WI9>2jh!#>7$$"1>Pu[!>!Hi!#:$!1h>d&*)QtG&!#=7$$"0'>R.%==C'!#9$!1HY&H^/P$y!#=7$$"1--/exhai!#:$!10\!pxk*>)*!#=7$$"1BVONu,hi!#:$!2Ggpw'Q\c5!#=7$$"2NW)o7rTni!#;$!2a=*oQM(H6"!#=7$$"1kD,!z;QF'!#:$!2N!GU@sq]6!#=7$$"1%oOtY;-G'!#:$!2)GxGo1Gp6!#=7$$"/*zM$R'oG'!#8$!2uO`lB%=o6!#=7$$"2l6B'*R6NH'!#;$!2xIWl0il9"!#=7$$"1Ljwl)e,I'!#:$!1'=sSaA]5"!#<7$$"1\&4>L1oI'!#:$!2x%)4cg<X/"!#=7$$"0)f>k75?j!#9$!0Y7")3x+s)!#<7$$"17C['>'RLj!#:$!20?0$z-/Ek!#>7$$"1x^.2$*ozj!#:$"/Pxv-sqL!#;7$$"1sU&3A)o/k!#:$"1R52Wt!or(!#=7$$"1nLnMroHk!#:$"2(G3%*)3MI+"!#=7$$"1<Nq:P9Ok!#:$"2Vp"yt*)eA5!#=7$$"1oOt'H+EW'!#:$"2#>%)zSr'\-"!#=7$$"2&>Qwxo0\k!#;$"2$ym>uaJ55!#=7$$"0(RzeM^bk!#9$"1o&HMa=1z*!#=7$$"1rU&3iE%ok!#:$"14BEM(**zp)!#=7$$"2Dd9HyR8['!#;$"199Is^Jdq!#=7$$"2Nc7D!eg1l!#;$"2&*))\il^=u#!#>7$$"1a06A=(=`'!#:$!2:5%)Ggx\1#!#>7$$"1JhA&*zJcl!#:$!1Q=6wBV`g!#=7$$"14<MoTw!e'!#:$!188WJ_;)[)!#=7$$"1<L;&**\ve'!#:$!19[qcf'*4))!#=7$$"2b#\)>#eL%f'!#;$!1L>t21rm*)!#=7$$"1Ll!)[;7,m!#:$!1o$*opqTd*)!#=7$$"1T"GcZ2zg'!#:$!1#pXe\cTy)!#=7$$"1d8FH"z9i'!#:$!1&e!z"*Rzoz!#=7$$"1uX"Hy]]j'!#:$!1j#\t?nTf'!#=7$$"1%ze<DS%fm!#:$!1xyJ(H(3&4$!#=7$$"1:Ig?(HQo'!#:$"07LTe/Iq*!#=7$$"206AWoq)4n!#;$"18)>^O99'[!#=7$$"117C[;"ft'!#:$"0()e#y2p?t!#<7$$"2:HeT*3"=u'!#;$"17.8W4()3w!#=7$$"1x`2S,rZn!#:$"1ZAiE&=()y(!#=7$$"1iC*fQ4Ov'!#:$"12VobR#)ey!#=7$$"1[&4>j3&fn!#:$"1BrO,IJ>y!#=7$$"1Mm#y(ySln!#:$"1#p&Hx'H=n(!#=7$$"2&>PuBrIrn!#;$"1Q)RYE)\>u!#=7$$"103mpj?xn!#:$"1_")*>>lo1(!#=7$$"0*yd:c5$y'!#9$"1;Zhy<#)>m!#=7$$"1Qv]^L!*3o!#:$"2lX5LW,mv$!#>7$$"1&=Pu3,Z$o!#:$"1x(z#zU7?e!#?7$$"17C[YZ(*eo!#:$!17"Q,j/qI$!#=7$$"1Rw_0%[K)o!#:$!1ot#\D:cy&!#=7$$"1Pu[Z;f*)o!#:$!2;!)>F&[c9i!#>7$$"1OsW*)[$f*o!#:$!0`Q_dj$Rl!#<7$$"1NqSJ"yA!p!#:$!1T\yoG$fv'!#=7$$"2X$oOt8i3p!#;$!1%)yF!zr>'o!#=7$$"2NjE`hk\"p!#;$!20H`,pup&o!#>7$$"1LkGdyI@p!#:$!1$4(eT*>Au'!#=7$$"1KiC*4^w#p!#:$!1b;/4-t?l!#=7$$"1Jg?TV*R$p!#:$!2bP&))*>0s>'!#>7$$"1E^-b5!)ep!#:$!1(z.if<04%!#=7$$"1@U%)oxg$)p!#:$!2')4qJUYS5"!#>7$$"1KiC*4y&4q!#:$"1ky^j^<c@!#=7$$"1U#['H%[b.(!#:$"2Ew;x(G;<Z!#>7$$"2DIgqoa![q!#;$"20-[G"\g,b!#>7$$"1iBZW4cgq!#:$"1a;MN*H+$f!#=7$$"1#RyJ29o1(!#:$"12M`R%=R+'!#=7$$"1AW)=?nI2(!#:$"1xuLq'pN)f!#=7$$"1_/fI.Kzq!#:$"1r#p7#oIqe!#=7$$"1$['HfMd&3(!#:$"1-r&\S&)om&!#=7$$"13<MoB:6r!#:$"1Ko%og?Q+%!#=7$$"1MpQx7tOr!#:$"2h*o)f"pa29!#>7$$"1a2:!Q)4ir!#:$!2Xl0'G,u29!#>7$$"1uX"H[lu=(!#:$!2%*)4pOH:bP!#>7$$"0'=P\.7*>(!#9$!0Qsad7P^%!#<7$$"2l9He@v2@(!#;$!17p$*ze0:]!#=7$$"1LkG#3ICA(!#:$!1[UaitRP_!#=7$$"1=Pu[\3Ms!#:$!1z?*3kaV<&!#=7$$"1He;L0!3E(!#:$!1u/1:]IFS!#=7$$"2&Rze<h^(G(!#;$!2_UR@$QyK=!#>7$$"0(Qxa3T6t!#9$"1XH+z[9?\!#>7$$"/)f>f0`L(!#8$"2BG@WCfYh#!#>7$$"1X)o(yR/[t!#:$"2%=z74fq*\$!#>7$$"0*ydlBygt!#9$"1&>Z"33iTT!#=7$$"1NpQ_2_tt!#:$"1ipi`Ej/X!#=7$$"0)f>R"fiQ(!#9$"1Uq&*HFfrX!#=7$$"1pPv+9X)R(!#:$"1%p0pz2-O%!#=7$$"1f:JiOk5u!#:$"138c%G%\(*Q!#=7$$"1[$pQ#f$GU(!#:$"1iVjs&Re@$!#=7$$"1PrU&=G]V(!#:$"1&e`r#*)zfB!#=7$$"2X'GdkS5iu!#;$"2TV\O6R'\6!#?7$$"1$f=P%*z"*[(!#:$!2yHP$o!>#f?!#>7$$"1T#[Y!G!4](!#:$!2O;?5RW+#G!#>7$$"0*ydlci7v!#9$!2.&R#)3S`7M!#>7$$"1Qv]E&[V_(!#:$!2D'o`p)>z!Q!#>7$$"1'=PuQrg`(!#:$!1<%*H*[5())R!#=7$$"1OsWRpP\v!#:$!2vB_I-ku#R!#>7$$"1'Gd9\#oiv!#:$!1$y\P<(z$f$!#=7$$"1PtYV!))fd(!#:$!2ZB+)=F><I!#>7$$"1(Qxaf$H*e(!#:$!12%>Ul+MC#!#=7$$"1[%*)ysYNh(!#:$!1Z))))*)f<I_!#>7$$"13:Ig)*zPw!#:$"14Yut,vW7!#=7$$"1C['zTk5l(!#:$"2)*GdTL@U3#!#>7$$"1T"Gc(*GVm(!#:$"2u"pf(oH,w#!#>7$$"1d9HLNfxw!#:$"1WV*3Rk$HK!#=7$$"1uZ&44e3p(!#:$"2nOm'\77kM!#>7$$"1\'H4;.Bq(!#:$"2$)4+B62%pM!#>7$$"1BX!4B[Pr(!#:$"1dr@V!f]H$!#=7$$"1(Rz3I$>Dx!#:$"22%H&)zEk`H!#>7$$"1sU&3PQmt(!#:$"1DdeKC7mC!#=7$$"14<Movqix!#:$"1$*zAZ!)o"p*!#>7$$"1Y"Heww()y(!#:$!1&*=P$f"[Nr!#>7$$"1"4=OKeR"y!#:$!2%*y(G\;$f4#!#>7$$"1OqS"))R"Ry!#:$!2Gu$**4Wx3H!#>7$$"2:D]]VA<&y!#;$!1<L\FH:SI!#=7$$"1nMp))\Iky!#:$!1s\S%f+*yH!#=7$$"1%oOBa()o(y!#:$!2:!3Nfe-LF!#>7$$"/*zf4q%*)y!#8$!2Zw2cz*)=K#!#>7$$"2X)oPDEa9z!#;$!2$zId^^tL6!#>7$$"1pQxa^hRz!#:$"2w?)=^"y6x#!#?7$$"129G1?qjz!#:$"1n"yU7)e;:!#=7$$"1Y*)yd))y()z!#:$"1Hx#*4tFmB!#=7$$"1w[(*>"33+)!#:$"2wOlm.^of#!#>7$$"103;#QFQ,)!#:$"1d%Qh<7)[E!#=7$$"1NnMWm%o-)!#:$"2dUqAX9F_#!#>7$$"1lE`1f')R!)!#:$"12O$)Q<*4B#!#=7$$"1e9H3Dok!)!#:$"2Nq**Q4'G28!#>7$$"1_-05"*\*3)!#:$"2t*f!=m*)e8"!#?7$$"1AT#[T<c6)!#:$!2E*>V/oQ66!#>7$$"0*zf>dtT")!#9$!2E&e\F$[7*>!#>7$$"1tV([2z`;)!#:$!2'yC5*yH"3B!#>7$$"1a2:IC-*=)!#:$!22Jcf3>]6#!#>7$$"1&4>Qw_^@)!#:$!2p-LMGAlQ"!#>7$$"1Qu[(4$GT#)!#:$!1'p7p?SEG$!#>7$$"1Y)oPS6jE)!#:$"1@M[L@h_s!#>7$$"1_-05(R8H)!#:$"1*Q@kA1!f:!#=7$$"0nLn42jJ)!#9$"1))Q2f[Y")>!#=7$$"1'3<M[u7M)!#:$"2;.[5lo9">!#>7$$"0*yd:INn$)!#9$"2ED'4/S+b8!#>7$$"1$pQxaJMR)!#:$"1#ybhQLoq%!#>7$$"1,-/3,ZT%)!#:$!14^X`K9'="!#=7$$"0;Kk8pgY)!#9$!1ZJo<5sg;!#=7$$"1AT#[;o1\)!#:$!1iQw:[#*G<!#=7$$"1y`2:%Gy^)!#:$!2o,%3$HApL"!#>7$$"1LmKl'))\a)!#:$!1zO(R'))one!#>7$$"0tX"H9<%f)!#9$"1E5wESNq#*!#>7$$"1NoOB2K>')!#:$"2%\mp[QN.9!#>7$$"0%ze<+ZW')!#9$"1E>84\J=:!#=7$$"005??Y+n)!#9$"2X$*p.SfCD"!#>7$$"1h@V'QAcp)!#:$"1E8O5%RH%o!#>7$$"1&oOtOTEu)!#:$!1del'*=!p1'!#>7$$"1CV'Gs,xw)!#:$!1lFUvtJ56!#=7$$"1h>Ry?w#z)!#:$!2G-*G*>5WK"!#>7$$"1BV'GnJw"))!#:$!2&yC5R$))>@"!#>7$$"1&oOtE,D%))!#:$!1'fLb:?a;)!#>7$$"1oMpQnq&*))!#:$"2tP!om]w*R%!#?7$$"1d:Ji#eE%*)!#:$"2"e"RSW$yF6!#>7$$"1[$pQdIo**)!#:$"1B+-,l&*zv!#>7$$"19Fa3prX!*!#:$!2t$e0X`V6C!#?7$$"1OqS"Q(3%4*!#:$!1W"frPLe\*!#>7$$"1uW*)y65Y"*!#:$!1<?0jn]mw!#>7$$"1tX"HQD$)>*!#:$"2wu<l.tnG"!#?7$$"1(RzenTeC*!#:$"10O"fKV.!z!#>7$$"0rT$o=I'H*!#9$"1umoeT(RO(!#>7$$"06AW3YbM*!#9$"1chm#z+bw%!#?7$$"1b3<Mt#*)R*!#:$!1^@Y2*[8e'!#>7$$"0#Rycp6X%*!#9$!1.;gPwhxp!#>7$$"0%ze<u;)\*!#9$!2V6\b0!GZ5!#?7$$"1%\)pRw.[&*!#:$"1ke4ro(46&!#>7$$"1[#\)phU(f*!#:$"1V)[ZU&f!G'!#>7$$"1CZ%*))R&ok*!#:$"2Ndy5W+O$>!#?7$$"1#RycBnsp*!#:$!2NF"\%G08!Q!#?7$$"1<LmKWq](*!#:$!1xQ!fh@>d&!#>7$$"1Rxa46q*z*!#:$!2;O83wOm6#!#?7$$"1Gb5@r1[)*!#:$"1>]5K4F#z#!#>7$$"1)Gd9fp(**)*!#:$"1Ob:\M=h\!#>7$$"1^-05&f8&**!#:$"2V+rv!Qg3B!#?7$$"$+"!""$!1<?S#=X$H?!#>-%&COLORG6'%$RGBG$""!!""$"('>!\&!")$")C)eq%!")-%+_ATTRIBUTEG6#/%'sourceG%,mathdefaultG-%%VIEWG6$;$""!!""$"$+"!""%(DEFAULTG-&%&_AXISG6#"""6&-%&COLORG6&%$RGBG$""!!""$""!!""$""!!""-%*LINESTYLEG6#""!-%*THICKNESSG6#""!-%-TRANSPARENCYG6#$""!!""-&%&_AXISG6#""#6&-%&COLORG6&%$RGBG$""!!""$""!!""$""!!""-%*LINESTYLEG6#""!-%*THICKNESSG6#""!-%-TRANSPARENCYG6#$""!!""-%+AXESLABELSG6$-I#miG6#/I+modulenameG6"I,TypesettingGI(_syslibG6"65Q"x6"/%'familyGQ!6"/%%sizeGQ#106"/%%boldGQ&false6"/%'italicGQ%true6"/%*underlineGQ&false6"/%*subscriptGQ&false6"/%,superscriptGQ&false6"/%+foregroundGQ([0,0,0]6"/%+backgroundGQ.[255,255,255]6"/%'opaqueGQ&false6"/%+executableGQ&false6"/%)readonlyGQ&false6"/%)composedGQ&false6"/%*convertedGQ&false6"/%+imselectedGQ&false6"/%,placeholderGQ&false6"/%6selection-placeholderGQ&false6"/%,mathvariantGQ'italic6"Q!6"-%)_VISIBLEG6#"""-%%ROOTG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YG6#$""!!""-%-BOUNDS_WIDTHG6#$"%+]!""-%.BOUNDS_HEIGHTG6#$"%+]!""-%)CHILDRENG6"-%+ANNOTATIONG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YG6#$""!!""-%-BOUNDS_WIDTHG6#$"%+]!""-%.BOUNDS_HEIGHTG6#$"%+]!""-%)CHILDRENG6"Ig==

When we look more closely, we see that size of the oscillations in the two graphs are nearly the same, as is the frequency of the oscillations, but the oscillations in LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEieUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= lag behind those in LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiekYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic=. plot([y,z],x=0..3);

6+-%'CURVESG6$7\dl7$$"$v$!"&$"+lnM*z#!#87$$"%D6!"&$"+9z'=[#!#77$$"%v=!"&$"1*****>#>/Sn!#=7$$"%DE!"&$"+#y'f"G"!#67$$"%vL!"&$"+#\O!R?!#67$$"%DT!"&$"+)\kv!H!#67$$"%v[!"&$"+uf0VQ!#67$$"%Dc!"&$"+pGl(z%!#67$$"%vj!"&$"+G?^@d!#67$$"1,+++++Dr!#<$"+3Jhkl!#67$$"%vy!"&$"0[%[<]oys!#;7$$"%D')!"&$"1*****H8'Q=y!#<7$$"%v$*!"&$"+z#4T9)!#67$$"&D,"!"&$"+&f=BA)!#67$$"&v3"!"&$"+FZTF!)!#67$$"&D;"!"&$"+"ejEa(!#67$$"&vB"!"&$"1,++_\'4w'!#<7$$"&DJ"!"&$"+'f@`o&!#67$$"&vQ"!"&$"+'p$**GV!#67$$"&DY"!"&$"+RGL:F!#67$$"&v`"!"&$"+C+*Hx)!#77$$"&Dh"!"&$!+#yEL9"!#67$$"&vo"!"&$!+lD,(H$!#67$$"&Dw"!"&$!+N()zFb!#67$$"&v$=!"&$!+nt$[x(!#67$$"&D">!"&$!+hV5u**!#67$$"&v)>!"&$!+-O-17!#57$$"&D1#!"&$!+&zVoR"!#57$$"&v8#!"&$!+%>TOc"!#57$$"&D@#!"&$!+zXi+<!#57$$"&vG#!"&$!+p6i-=!#57$$"&DO#!"&$!0*pg`NSl=!#:7$$"&vV#!"&$!+Z(G])=!#57$$"&D^#!"&$!*Yv&f=!"*7$$"&ve#!"&$!+[^i(y"!#57$$"&Dm#!"&$!*fM"p;!"*7$$"&vt#!"&$!+mtI0:!#57$$"&D"G!"&$!+'3$f)H"!#57$$"&v)G!"&$!+<Dl_5!#57$$"&D'H!"&$!+Z7*Gs(!#67$$"&v.$!"&$!+-Z[LY!#67$$"&D6$!"&$!+hw(eK"!#67$$"&v=$!"&$"+UF"[7#!#67$$"&DE$!"&$"+HVsPc!#67$$"&vL$!"&$"+)>L#G"*!#67$$"&DT$!"&$"+7q+^7!#57$$"&v[$!"&$"+x:vp:!#57$$"&Dc$!"&$"+-=wg=!#57$$"&vj$!"&$"+jtB;@!#57$$"&Dr$!"&$"+o;3HB!#57$$"&vy$!"&$"+we4$\#!#57$$"&D'Q!"&$"+\G:.E!#57$$"&v$R!"&$"1:4%Hn^fl#!#;7$$"&D,%!"&$"+)Q6rk#!#57$$"&v3%!"&$"+C@JxD!#57$$"&D;%!"&$"+m]HYC!#57$$"&vB%!"&$"+ka!fD#!#57$$"&DJ%!"&$"+,jY4?!#57$$"&vQ%!"&$"+\*><r"!#57$$"&DY%!"&$"+tNto8!#57$$"&v`%!"&$"+_Hqx)*!#67$$"&Dh%!"&$"+T+Hrd!#67$$"&vo%!"&$"*7l&f9!#57$$"&Dw%!"&$!+\_jfH!#67$$"&v$[!"&$!+L))R%Q(!#67$$"&D"\!"&$!+Bd6r6!#57$$"&v)\!"&$!+Ctr$e"!#57$$"&D1&!"&$!+LNIm>!#57$$"&v8&!"&$!+[(4&4B!#57$$"&D@&!"&$!+4/y/E!#57$$"&vG&!"&$!+xTeWG!#57$$"&DO&!"&$!+rjgAI!#57$$"&vV&!"&$!+*y8R8$!#57$$"&D^&!"&$!2/9Xe5&[wJ!#<7$$"&ve&!"&$!+`7KWJ!#57$$"1**********\ic!#;$!+n%z9/$!#57$$"&vt&!"&$!+X(="oG!#57$$"&D"e!"&$!+tkYFE!#57$$"&v)e!"&$!+P,OCB!#57$$"&D'f!"&$!+/u9l>!#57$$"&v.'!"&$!+4$\vb"!#57$$"&D6'!"&$!+$e*[56!#57$$"&v='!"&$!+./%*Qj!#67$$"&DE'!"&$!+bkk%Q"!#67$$"&vL'!"&$"+cWmXO!#67$$"&DT'!"&$"+t6(pj)!#67$$"1**********\(['!#;$"+DOUZ8!#57$$"&Dc'!"&$"+&o5X!=!#57$$"&vj'!"&$"*&oDCA!"*7$$"&Dr'!"&$"+l)[nf#!#57$$"&vy'!"&$"+a))48H!#57$$"&D'o!"&$"+X'ec;$!#57$$"1,++++]Pp!#;$"*.1#[L!"*7$$"&D,(!"&$"+0%)4cM!#57$$"&v3(!"&$"2%G0[n6"*)[$!#<7$$"&D;(!"&$"+D+"zV$!#57$$"&vB(!"&$"+@*)H6L!#57$$"&DJ(!"&$"+jI+4J!#57$$"&vQ(!"&$"+NlANG!#57$$"1,++++]iu!#;$"+p<%e\#!#57$$"&v`(!"&$"+c2E)4#!#57$$"&Dh(!"&$"+r(p7l"!#57$$"&vo(!"&$"+$QJ[;"!#57$$"&Dw(!"&$"+LJe)\'!#67$$"&v$y!"&$"+FPkz6!#67$$"&D"z!"&$!+_u,)=%!#67$$"1,++++]()z!#;$!+(3OB[*!#67$$"&D1)!"&$!+t'[#e9!#57$$"&v8)!"&$!+.y;P>!#57$$"&D@)!"&$!+\h)RP#!#57$$"1,++++](G)!#;$!*.H'eF!"*7$$"1**********\i$)!#;$!+Go=#3$!#57$$"&vV)!"&$!*OBrL$!"*7$$"1,++++]7&)!#;$!+\GX<N!#57$$"&ve)!"&$!+(H"))=O!#57$$"&Dm)!"&$!2OT(*zLGGk$!#<7$$"&vt)!"&$!+h8*od$!#57$$"&D"))!"&$!+Ex0MM!#57$$"&v)))!"&$!+*z&[8K!#57$$"&D'*)!"&$!+^T.?H!#57$$"&v.*!"&$!+&=L-c#!#57$$"&D6*!"&$!+Vu8U@!#57$$"&v=*!"&$!+=E9v;!#57$$"&DE*!"&$!+"[r(p6!#57$$"&vL*!"&$!+LoLuj!#67$$"&DT*!"&$!+b")\;!*!#77$$"&v[*!"&$"+/2['f%!#67$$"&Dc*!"&$"+mg^&***!#67$$"&vj*!"&$"+Z&4t^"!#57$$"&Dr*!"&$"+EP=,?!#57$$"&vy*!"&$"+wD?SC!#57$$"1,++++]i)*!#;$"+m@TCG!#57$$"&v$**!"&$"+EQ5XJ!#57$$"'D,5!"&$"+*38]R$!#57$$"'v35!"&$"+:a[oN!#57$$"'D;5!"&$"+$)[ghO!#57$$"'vB5!"&$"2MA)f=!*zxO!#<7$$"'DJ5!"&$"+i]I+O!#57$$"'vQ5!"&$"+LZLZM!#57$$"'DY5!"&$"+iR(o@$!#57$$"'v`5!"&$"+N?=9H!#57$$"'Dh5!"&$"+")R:YD!#57$$"'vo5!"&$"+i<;@@!#57$$"'Dw5!"&$"+[=')[;!#57$$"'v$3"!"&$"*nt*R6!"*7$$"'D"4"!"&$"+62Mgg!#67$$"'v)4"!"&$"+*>WL"f!#77$$"'D16!"&$!+\Pg$)[!#67$$"'v86!"&$!+aS3C5!#57$$"'D@6!"&$!+`,'f`"!#57$$"'vG6!"&$!+H9Z7?!#57$$"'DO6!"&$!+D=#HW#!#57$$"'vV6!"&$!+$>yw"G!#57$$"'D^6!"&$!+RsQGJ!#57$$"'ve6!"&$!+/G;oL!#57$$"'Dm6!"&$!+Y#R<`$!#57$$"'vt6!"&$!*_(e:O!"*7$$"'D"="!"&$!1J9rl7ADO!#;7$$"'v)="!"&$!+;?3RN!#57$$"'D'>"!"&$!+j1$3Q$!#57$$"'v.7!"&$!+l!**p9$!#57$$"'D67!"&$!)&\I%G!")7$$"'v=7!"&$!+3i,wC!#57$$"'DE7!"&$!*WTV0#!"*7$$"'vL7!"&$!*#*zwe"!"*7$$"'DT7!"&$!+-jn'3"!#57$$"'v[7!"&$!+bx?Fc!#67$$"'Dc7!"&$!+)\[)oF!#77$$"'vj7!"&$"+kDJj]!#67$$"'Dr7!"&$"+N(4t-"!#57$$"'vy7!"&$"+88bB:!#57$$"'D'G"!"&$"+6u&R)>!#57$$"'v$H"!"&$"+,gF)R#!#57$$"'D,8!"&$"+*)4LdF!#57$$"'v38!"&$"*KEK0$!"*7$$"'D;8!"&$"+%G?&zK!#57$$"'vB8!"&$"+&4m8V$!#57$$"'DJ8!"&$"+"z:c]$!#57$$"'vQ8!"&$"2vZd48o)4N!#<7$$"'DY8!"&$"+;!yvT$!#57$$"'v`8!"&$"+63(yD$!#57$$"'Dh8!"&$"+%obc-$!#57$$"'vo8!"&$"+$)eWEF!#57$$"'Dw8!"&$"+^VCnB!#57$$"'v$Q"!"&$"+o"zj&>!#57$$"'D"R"!"&$"+@'4L]"!#57$$"'v)R"!"&$"+buS=5!#57$$"'D19!"&$"+#*R=F^!#67$$"'v89!"&$!+e(\0H#!#87$$"'D@9!"&$!+RD#*\^!#67$$"'vG9!"&$!+>I'Q,"!#57$$"'DO9!"&$!+HEu(["!#57$$"'vV9!"&$!+V\3E>!#57$$"'D^9!"&$!+:M>>B!#57$$"'ve9!"&$!*DO%eE!"*7$$"'Dm9!"&$!+DkVOH!#57$$"'vt9!"&$!+yBBZJ!#57$$"'D"["!"&$!+aeS'G$!#57$$"'v)["!"&$!1K4d*pb%fL!#;7$$"'D'\"!"&$!+p^WSL!#57$$"'v.:!"&$!+bJ$[D$!#57$$"'D6:!"&$!*yOm4$!"*7$$"'v=:!"&$!+^%y(pG!#57$$"'DE:!"&$!+uuqzD!#57$$"'vL:!"&$!+e"pKB#!#57$$"'DT:!"&$!+7IaQ=!#57$$"'v[:!"&$!+#)Ql/9!#57$$"'Dc:!"&$!+XYg:%*!#67$$"'vj:!"&$!+i4E)f%!#67$$"'Dr:!"&$"+:yGiH!#77$$"'vy:!"&$"+AiXd^!#67$$"'D'e"!"&$"+0aOw)*!#67$$"'v$f"!"&$"+h0xM9!#57$$"'D,;!"&$"+V%Qs%=!#57$$"'v3;!"&$"+No'f@#!#57$$"'D;;!"&$"+%>=H`#!#57$$"'vB;!"&$"+WhE"z#!#57$$"'DJ;!"&$"+jCa&)H!#57$$"'vQ;!"&$"+MDv6J!#57$$"'DY;!"&$"2%y%p"zA_tJ!#<7$$"'v`;!"&$"+Yn"=:$!#57$$"'Dh;!"&$"+\TglI!#57$$"'vo;!"&$"+#Gu6"H!#57$$"'Dw;!"&$"+bKS#p#!#57$$"'v$o"!"&$"+$\"f9C!#57$$"'D"p"!"&$"*kNV3#!"*7$$"'v)p"!"&$"+j>P4<!#57$$"'D1<!"&$"+O]R)H"!#57$$"'v8<!"&$"+^(e&3')!#67$$"'D@<!"&$"+_HWnS!#67$$"'vG<!"&$!+7T&RO&!#77$$"'DO<!"&$!+v7>*4&!#67$$"'vV<!"&$!+Q&e(=&*!#67$$"'D^<!"&$!+'=y'p8!#57$$"'ve<!"&$!+Q15a<!#57$$"'Dm<!"&$!+_ws'4#!#57$$"'vt<!"&$!+&*y8!R#!#57$$"'D"y"!"&$!+0\1GE!#57$$"'v)y"!"&$!+Z1`0G!#57$$"'D'z"!"&$!+K"\*=H!#57$$"'v.=!"&$!1pdj+'R/(H!#;7$$"'D6=!"&$!+yilYH!#57$$"'v==!"&$!+9*37'G!#57$$"'DE=!"&$!+Ph@7F!#57$$"'vL=!"&$!+m1X.D!#57$$"'DT=!"&$!+QJ+SA!#57$$"'v[=!"&$!+O&e"G>!#57$$"'Dc=!"&$!*aY_d"!"*7$$"'vj=!"&$!+v$p%*="!#57$$"'Dr=!"&$!1,++N<6(z(!#<7$$"'vy=!"&$!+XJL`N!#67$$"'D')=!"&$"+Lt&RS(!#77$$"'v$*=!"&$"+4.Q()\!#67$$"'D,>!"&$"+[ll#4*!#67$$"'v3>!"&$"*a6lH"!"*7$$"'D;>!"&$"*`_>l"!"*7$$"'vB>!"&$"+m2%y'>!#57$$"'DJ>!"&$"+TCPPA!#57$$"'vQ>!"&$"+fS$[X#!#57$$"'DY>!"&$"+)3Bdh#!#57$$"'v`>!"&$"+P/%or#!#57$$"'Dh>!"&$"1n;d/T:fF!#;7$$"'vo>!"&$"+&eCQt#!#57$$"'Dw>!"&$"+sg@]E!#57$$"'v$)>!"&$"+6H&y]#!#57$$"'D"*>!"&$"+JIO5B!#57$$"'v)*>!"&$"*`&ei?!"*7$$"'D1?!"&$"+CGXq<!#57$$"'v8?!"&$"+#3\3W"!#57$$"'D@?!"&$"*H[93"!"*7$$"'vG?!"&$"+/wN0q!#67$$"'DO?!"&$"+yA<oI!#67$$"'vV?!"&$!1,++**f+y!*!#=7$$"'D^?!"&$!+;s4L[!#67$$"'ve?!"&$!+i]2?')!#67$$"'Dm?!"&$!+2p[=7!#57$$"'vt?!"&$!+uZ#\a"!#57$$"'D"3#!"&$!+*zKU$=!#57$$"'v)3#!"&$!+b6@!3#!#57$$"'D'4#!"&$!+H4oxA!#57$$"'v.@!"&$!+cDfAC!#57$$"'D6@!"&$!+(*z57D!#57$$"'v=@!"&$!18I9&)*oja#!#;7$$"'DE@!"&$!+$\_*>D!#57$$"'vL@!"&$!*m1!RC!"*7$$"'DT@!"&$!+n"ySI#!#57$$"'v[@!"&$!+%Q@'=@!#57$$"'Dc@!"&$!*C(>()=!"*7$$"'vj@!"&$!+A>O:;!#57$$"'Dr@!"&$!+KS`48!#57$$"'vy@!"&$!+8YVo(*!#67$$"'D'=#!"&$!*na'\i!#57$$"'v$>#!"&$!+b#Q%>E!#67$$"'D,A!"&$"+W&G*R5!#67$$"'v3A!"&$"+p[<YY!#67$$"'D;A!"&$"+6I*)=")!#67$$"'vBA!"&$"+RH8Q6!#57$$"'DJA!"&$"+`y?O9!#57$$"'vQA!"&$"+.Vm*p"!#57$$"'DYA!"&$"+9D)G#>!#57$$"'v`A!"&$"+F?>,@!#57$$"'DhA!"&$"+O(o4B#!#57$$"'voA!"&$"+lvq4B!#57$$"'DwA!"&$"1&Gyt*z+PB!#;7$$"'v$G#!"&$"+39!*4B!#57$$"'D"H#!"&$"+k0BKA!#57$$"'v)H#!"&$"+@1B0@!#57$$"'D1B!"&$"+'oj@$>!#57$$"'v8B!"&$"+`xH<<!#57$$"'D@B!"&$"+mB!eY"!#57$$"'vGB!"&$"+'*[i$="!#57$$"'DOB!"&$"+GQ]t()!#67$$"'vVB!"&$"+oD[Sb!#67$$"'D^B!"&$"+PZ46A!#67$$"'veB!"&$!+8<AR6!#67$$"'DmB!"&$!+*=2_V%!#67$$"'vtB!"&$!1******o%oMg(!#<7$$"'D"Q#!"&$!+B5Td5!#57$$"'v)Q#!"&$!+'QF#G8!#57$$"'D'R#!"&$!+t\&pc"!#57$$"'v.C!"&$!*CB&o<!"*7$$"'D6C!"&$!+i"R(G>!#57$$"'v=C!"&$!+3PPW?!#57$$"'DEC!"&$!+#)eA8@!#57$$"'vLC!"&$!1vItH<fM@!#;7$$"'DTC!"&$!+9t82@!#57$$"'v[C!"&$!+&QwJ.#!#57$$"'DcC!"&$!+$o^V">!#57$$"'vjC!"&$!+&HAPv"!#57$$"'DrC!"&$!+[wDb:!#57$$"'vyC!"&$!+R.uB8!#57$$"'D'[#!"&$!+"e^Y1"!#57$$"'v$\#!"&$!+@(>/%y!#67$$"'D,D!"&$!+;j!R)[!#67$$"'v3D!"&$!+c(fX%=!#67$$"'D;D!"&$"+EWy37!#67$$"'vBD!"&$"+t^f2U!#67$$"'DJD!"&$"+.4=&3(!#67$$"'vQD!"&$"+d$p"y(*!#67$$"'DYD!"&$"+`**yA7!#57$$"'v`D!"&$"*_p"Q9!"*7$$"'DhD!"&$"+e#*R>;!#57$$"'voD!"&$"+"zHFw"!#57$$"'DwD!"&$"+BbHl=!#57$$"'v$e#!"&$"*(3<D>!"*7$$"'D"f#!"&$"2vv%o8?aT>!#<7$$"'v)f#!"&$"+(fLS">!#57$$"'D1E!"&$"+-.2W=!#57$$"'v8E!"&$")PZL<!")7$$"'D@E!"&$"+U`4&e"!#57$$"'vGE!"&$"+.ug-9!#57$$"'DOE!"&$"+OFT!>"!#57$$"'vVE!"&$"+([$RN&*!#67$$"'D^E!"&$"+O#=_(p!#67$$"'veE!"&$"+4Zs#G%!#67$$"'DmE!"&$"+(*>X>:!#67$$"'vtE!"&$!+Vw/_7!#67$$"'D"o#!"&$!+j7ipR!#67$$"'v)o#!"&$!+Qb!Hd'!#67$$"'D'p#!"&$!**Qm/!*!#57$$"'v.F!"&$!+)3/77"!#57$$"'D6F!"&$!+a1x98!#57$$"'v=F!"&$!+%e'3x9!#57$$"'DEF!"&$!+17"[g"!#57$$"'vLF!"&$!+H1T&p"!#57$$"'DTF!"&$!+Rp?Z<!#57$$"'v[F!"&$!2%**=d^tUf<!#<7$$"'DcF!"&$!*Y:@t"!"*7$$"'vjF!"&$!*p;jm"!"*7$$"'DrF!"&$!+;:&Qc"!#57$$"'vyF!"&$!+$>ktU"!#57$$"'D'y#!"&$!+lhBg7!#57$$"'v$z#!"&$!+#>.l1"!#57$$"'D,G!"&$!+*)fe2&)!#67$$"'v3G!"&$!*M\/='!#57$$"'D;G!"&$!+peOPP!#67$$"'vBG!"&$!+m4;M7!#67$$"'DJG!"&$"+r-`s7!#67$$"'vQG!"&$"+t1aEP!#67$$"'DYG!"&$"+DeUtg!#67$$"'v`G!"&$"+@"o;E)!#67$$"'DhG!"&$"+Y.QC5!#57$$"'voG!"&$"+8Yu(>"!#57$$"'DwG!"&$"+w*=EM"!#57$$"'v$)G!"&$"+Wl.c9!#57$$"'D"*G!"&$"+DTwN:!#57$$"'v)*G!"&$"+T^M!e"!#57$$"'D1H!"&$"2vM>2Ag"*e"!#<7$$"'v8H!"&$"+OkDi:!#57$$"'D@H!"&$"+k6p+:!#57$$"'vGH!"&$"+Px919!#57$$"'DOH!"&$"+")p1"G"!#57$$"'vVH!"&$"+%))\&G6!#57$$"'D^H!"&$"+me"G_*!#67$$"'veH!"&$"1,++Y,Vkv!#<7$$"'DmH!"&$"+FF7ca!#67$$"'vtH!"&$"*&4eYK!#57$$"'D")H!"&$"+EPyi)*!#77$$"'v))H!"&$!+(HuOF"!#67$$"'D'*H!"&$!+e6o#[$!#6-%&COLORG6'%$RGBG$")C)eq%!")$""!!""$"('>!\&!")-%+_ATTRIBUTEG6#/%'sourceG%,mathdefaultG-%'CURVESG6$7iel7$$""!!""$!1TOZQM4v\!#=7$$"1U%)oPvS')y!#=$!1*f*)ouS-"\!#=7$$"2%)oPv]"Gx:!#=$!0OyKtlJY%!#<7$$"2Qw_0htME#!#=$!2.#QrFgx&[$!#>7$$"1Ryc8dm\H!#<$!2d9HTv\Gu"!#>7$$")0O@P!"*$"21j\7<HbM"!#>7$$"21;KkGbI\%!#=$"20zQ>a1W!e!#>7$$"29=OsWvm/'!#=$"2NMnAF#eI>!#=7$$"1lIhA:"Hf(!#<$"2b:d>AWD&Q!#=7$$"16C['Hqk-*!#<$"2Y()obG.t-'!#=7$$"2&Hf=PP3^5!#<$"1et73JDa%)!#<7$$"2:JiC>(f/7!#<$"2vl!ex!GM3"!#<7$$"2MqS"G$=wN"!#<$"2CA.'z(\2F"!#<7$$"2w`2:&)=jV"!#<$"2&e(o;S7dL"!#<7$$"2=Pu[P>]^"!#<$"1)\#zuJXt8!#;7$$"2c9H3C\B`"!#<$"2c.,W9=xP"!#<7$$"2%>Ry1"z'\:!#<$"2[4VB=U/Q"!#<7$$"2KpQF(*3qc"!#<$"2d7P#*y"f"Q"!#<7$$"2tY$pQ)QVe"!#<$"2$f1v$[N6Q"!#<7$$"29C[Yqo;g"!#<$"2LBfh(Q/z8!#<7$$"2_,.1d)**=;!#<$"1&)f#*Q(*Gv8!#;7$$"1*ydlVGjj"!#;$"2y-xT2[)p8!#<7$$"2Gc7DIeOl"!#<$"2FQ_z<'pi8!#<7$$"2D^-0g&pJ<!#<$"21$Rq59")38!#<7$$"2CY#\)*Gt4=!#<$"2'R!z8S$o=7!#<7$$"2Qze<N[k'>!#<$"1:_If_K(G*!#<7$$"27C['HFZ<@!#<$"1.)4!RQ*4B&!#<7$$"1He;LthaA!#;$"0>ledjM,(!#<7$$"28He;`&p<C!#<$!2cx*=`z4*H&!#=7$$"2'>RycT%eb#!#<$!2Zl0.g[d/"!#<7$$"1W([(\Qa;F!#;$!2'G3r=#GWf"!#<7$$"1)oPvI!zeG!#;$!0'H,7F!H)>!#:7$$"1,.1iP#o$H!#;$!2buw<qN79#!#<7$$"2Y"He;s&[,$!#<$!2j.w@A#H`A!#<7$$"2&Rzen.,_I!#<$!22^jL(f**)G#!#<7$$"2X'Hf=N;*3$!#<$!2GyeT%ot7B!#<7$$"1xa4%4Sx5$!#;$!27g4LS7+K#!#<7$$"2%*)zfpmJEJ!#<$!2NY(e>_<CB!#<7$$"1-05XK*[9$!#;$!28&)=Bm$>DB!#<7$$"1:Ig?)pM;$!#;$!2-ppxeSIK#!#<7$$"2u`2:l+5C$!#<$!2=Ip()\%RzA!#<7$$"2/17C[J&=L!#<$!2x9,*eYYz@!#<7$$"1C['H\E4Y$!#;$!1b!H&=!zE&=!#;7$$"2'=Pu[(=Xh$!#<$!2(Qb=XXH68!#<7$$"2Y!4=Oz0uP!#<$!1m&Hlpy6'e!#<7$$"005?g(\VQ!#:$!2aF*H&3!G]B!#=7$$"2b>RyEPH"R!#<$"2M(><bx/%G"!#=7$$"1#['H4S$z)R!#;$"1zA]eh]n_!#<7$$"1pPv]2$H1%!#;$"1$oeO*RpA#*!#<7$$"1yb6B(4/9%!#;$"23]3,)*3"=8!#<7$$"2kQxap))y@%!#<$"2svX$Hp+"p"!#<7$$"2kNrUv'o$H%!#<$"1`t@gwGC?!#;7$$"2jKlI"[[pV!#<$"1KN'3"3"yJ#!#;7$$"2Pze<&=;;X!#<$"19Fd%)3.XF!#;7$$"204=Ox"f(f%!#<$"1:&GGm1)))G!#;7$$"2nQxap@!zY!#<$"1&y*4lgzeH!#;7$$"1`06(z8tp%!#;$"1p!>j/#*R'H!#;7$$"1=Pu)*eg:Z!#;$"1vUxjlElH!#;7$$"1%)oP+!)*Qt%!#;$"137F9<giH!#;7$$"005?5!>_Z!#:$"1TfK)*\)f&H!#;7$$"2:Qw_Iu()y%!#<$"2&y7O0K(3$H!#<7$$"18Fa3&e`#[!#;$"2XbXr\S**)G!#<7$$"2$*******R"[.\!#<$"1Z(*4*=K,v#!#;7$$"1'Gd9H/;)\!#;$"2<Ee?)=.TD!#<7$$"16BYU_R_]!#;$"2K$>'Gm&4&H#!#<7$$"1OtY$>'=B^!#;$"1o/=zR&)**>!#;7$$"1"Gc7Sz0?&!#;$"2UqWh6))pi"!#<7$$"1E_/4E(zF&!#;$"1:Jz@$4*47!#;7$$"1/4='e$z]`!#;$"0K$GHi8cy!#;7$$"1#e;Lc9OU&!#;$"1)4x4qJMR$!#<7$$"0<MoYL(*\&!#:$!1eERjx(\S"!#<7$$"1e<NqB&ed&!#;$!18)QCCX/B'!#<7$$"1X!4=^s-l&!#;$!2j=#3"**)e'3"!#<7$$"1JjE`EpCd!#;$!1z:#)>*49`"!#;7$$"1iBZWOg-e!#;$!1MfBdx%f'>!#;7$$"1"Rycj90)e!#;$!2.8KNK[xN#!#<7$$"1a2:!=_b&f!#;$!1:klM=D&o#!#;7$$"1:JiC(*eIg!#;$!16fWe3wbH!#;7$$"1%ze<XEt5'!#;$!1;Pq@+WmJ!#;7$$"1sW*)yJ1%='!#;$!1*o>>>%z/L!#;7$$"1,-/LQ6Ai!#;$!2FHMZbu_M$!#<7$$"0$f=([k,E'!#:$!2btm8(zjmL!#<7$$"1%zeU")*=zi!#;$!1nP%y%*z+P$!#;7$$"1e;LT^@)H'!#;$!09XIwr'oL!#:7$$"1AXSo/C<j!#;$!2'o$z(oXSiL!#<7$$"1(QxazliL'!#;$!1#zv!ymF^L!#;7$$"116A%*\>1k!#;$!1>0t'yv(oK!#;7$$"1C['H>ChZ'!#;$!2d(f%QX()=7$!#<7$$"1b6BY4Fcl!#;$!2w'yU$f/v(G!#<7$$"1)[(\*p<kj'!#;$!2Y2up3stb#!#<7$$"1w_06>53n!#;$!2[G"[1948A!#<7$$"1lIhAhyzn!#;$!2FhOTUi5#=!#<7$$"1PtYVk@co!#;$!2.tv+!)o#f8!#<7$$"13;KknkKp!#;$!1z2'y1ogi)!#<7$$"1U$oOL+e+(!#;$!1rn(['*=9l$!#<7$$"1v],.R&*yq!#;$"21``N;n>V"!#=7$$"1iAXS:=gr!#;$"1()[&)3V_rq!#<7$$"1Z%*)y<49C(!#;$"2iHqF76hD"!#<7$$"1OtYVju6t!#;$"2NIm"HW,3<!#<7$$"1D_/4N3#Q(!#;$"1&=)['\Y&G@!#;7$$"1Gb5@o">Y(!#;$"1Zm'>tuqb#!#;7$$"1He;L,vTv!#;$"2F&["Q3aH#H!#<7$$"14?SI&4Xh(!#;$"1#zii_/O>$!#;7$$"1">Qw#*oso(!#;$"1x/m7*)3)R$!#;7$$"04=OFcow(!#:$"2m:-#=OaSN!#<7$$"0*zf>OWYy!#:$"1alIXhF%f$!#;7$$"1,.cC7hjy!#;$"2lQ([A)=Sf$!#<7$$"17E_H)y2)y!#;$"2'4/Y3*Q&*e$!#<7$$"1C\[Mk%z*y!#;$"/k9)yP3e$!#97$$"1NsWRS6:z!#;$"2Y)Hz')=#zc$!#<7$$"1e=P\#\%\z!#;$"16zf;m\HN!#;7$$"1"['HfWy$)z!#;$"1,d_@]TuM!#;7$$"116AW'*>S")!#;$"28\K#*3U5-$!#<7$$"0%ze<Vu:#)!#:$"1***Hw:c@p#!#;7$$"1uZ&4**)G"H)!#;$"29C8$>#))4I#!#<7$$"1rS"GJ%ym$)!#;$"23Prl$[gc=!#<7$$"1mLnM'zAW)!#;$"0l5S)>xo8!#:7$$"1@V'GA(\<&)!#;$"1kTTbN![])!#<7$$"1w_06[r#f)!#;$"2xo49;do6$!#=7$$"1*)ydl`(\m)!#;$!20oG$e&G#R@!#=7$$"1-05?fBP()!#;$!0tik9tAO(!#;7$$"03;K\^`"))!#:$!2`$ev6u\%G"!#<7$$"1e;LmqY$*))!#;$!2#pSa(yqE!=!#<7$$"0/3;(o"z'*)!#:$!21m*Gvy$oD#!#<7$$"1AW)onmB/*!#;$!1p>,3-$>m#!#;7$$"0.17f@27*!#:$!13msSkIDI!#;7$$"1Qw_0l2*>*!#;$!2uO=hqP_J$!#<7$$"1%yc8d1+F*!#;$!2&R#*41tF3N!#<7$$"1Hf=Pm$4M*!#;$!2O99Rf17j$!#<7$$"1&=PuQM0O*!#;$!2N=Ew1LCl$!#<7$$"1U%)oP@8!Q*!#;$!2$*QdRfp!oO!#<7$$"029G,J**Q*!#:$!1%4`!*H$ytO!#;7$$"1)pRz))H(*R*!#;$!2YLf%414yO!#<7$$"1F`1j(G&4%*!#;$!2X6^&)o*)4o$!#<7$$"1a4>QwK>%*!#;$!2;$p&\CzCo$!#<7$$"0@U%)QD*Q%*!#:$!1$\BONF7o$!#;7$$"1nMpQJ_e%*!#;$!1'>*RDbLuO!#;7$$"1BZ%*))37y%*!#;$!2kVHx38=m$!#<7$$"1zf>R'=x\*!#;$!2w8@E4yOk$!#<7$$"/-/eN!Gd*!#9$!1&*)f?!R%G_$!#;7$$"1AW)oZ))yk*!#;$!2X!G[D$HGK$!#<7$$"1tY$pj!zA(*!#;$!1W()*4Kc)[I!#;7$$"1C\)pz#p(z*!#;$!1&)et!)4l1F!#;7$$"1PtY$RGf()*!#;$!2m*\fM+o%G#!#<7$$"1\(\**)R;a**!#;$!27g[svep!=!#<7$$"1,-/$=AE+"!#:$!2#ft3lMpF8!#<7$$"1Fa3nz#)45!#:$!0x.]:[+@)!#;7$$"1:Igvw?<5!#:$!2lu#=#Q)pYG!#=7$$"1.17%Q(eC5!#:$"2W-yb4lod#!#=7$$"2*zf>fatK5!#;$"1NnYeJ,$\)!#<7$$"2nNrU`$)3/"!#;$"1n]cjB9=9!#;7$$"1@U%)[4E[5!#:$"2YFN<%>"4!>!#<7$$"2a3<MOQc0"!#;$"2b'3Ubo8UB!#<7$$"1<Mo^J=j5!#:$"2YC$>E+VSF!#<7$$"2([(\*Rzsq5!#;$"1y1>'\Qi2$!#;7$$"2>Qw_z+%y5!#;$"2%RyY*\XeM$!#<7$$"1:Ig]O2'3"!#:$"2Z7AHL=n`$!#<7$$"2U&3<u+g*3"!#;$"1VRT5=v'f$!#;7$$"2OpQx\EJ4"!#;$"1l'H"["3*QO!#;7$$"2LhA&4(*)[4"!#;$"1E#oh`;Kl$!#;7$$"2G`18#Hl'4"!#;$"1c\C2z)Hm$!#;7$$"2BX!4LhT)4"!#;$"2Wzld[6#oO!#<7$$"1sV([Mz,5"!#:$"2&*f9*)=#))oO!#<7$$"2MmK:X(p26!#;$"1JFyM<x?O!#;7$$"2\&4>eb@:6!#;$"2WJ!e"f]7\$!#<7$$"2MmKlVwE7"!#;$"2'))*)>z_B&G$!#<7$$"2>Pu[JP,8"!#;$"2cepD2^n+$!#<7$$"2$*)ydN"="Q6!#;$"1sm4FW#ej#!#;7$$"129Gc*)4Y6!#:$"1MFG)e2))>#!#;7$$"207C[oTJ:"!#;$"28Un_q5sw"!#<7$$"1MoO8W=g6!#:$"2QtlUDD:I"!#<7$$"2C]+,E5$o6!#;$"1uB5`WNSt!#<7$$"22<Mo5Ok<"!#;$"1=:)>>@g["!#<7$$"2e<Nq0pP="!#;$!18\41jaAQ!#<7$$"24=Os+-6>"!#;$!0aCLOnq.*!#;7$$"1He;yvN)>"!#:$!2L\97nK%*R"!#<7$$"2tZ&4\Jh07!#;$!1$zMA&[ik=!#;7$$"1$f=(=_T87!#:$!2uTwcg(p>B!#<7$$"2&3<M)G<7A"!#;$!1OzhtCJ<F!#;7$$"2OsW*=40H7!#;$!1">:VOa"\I!#;7$$"2(Qxa\X)oB"!#;$!0GS47abI$!#:7$$"2BY#\$*>,W7!#;$!2%=>]C%["oM!#<7$$"2e=PuVR6D"!#;$!2OqW`8O,c$!#<7$$"2E_aYpJID"!#;$!1jP)*H6XsN!#;7$$"2$f=(=&R#\D"!#;$!1"p[j5]'zN!#;7$$"1'>*34i"oD"!#:$!18fOhms"e$!#;7$$"2F`1jY3(e7!#;$!2uN)[l<oyN!#<7$$"117u!)H\i7!#:$!2Ph-mJosb$!#<7$$"2&ze<&\xiE"!#;$!1pb"RXkb^$!#;7$$"0%zeFTmt7!#9$!2$o4&R"*[oP$!#<7$$"*w]5G"!")$!1%z`'QABlJ!#;7$$"29Jiu%z0*G"!#;$!10c]9L:fG!#;7$$"1BY#\8lqH"!#:$!2Y3R%o>C"[#!#<7$$"2Ge;$yN*RI"!#;$!2&f+L"\')Q5#!#<7$$"2Fa3<-A4J"!#;$!2U,&yi<a(o"!#<7$$"2b9H3fz)=8!#;$!2'RggCjxr6!#<7$$"2'[(\*fr$oK"!#;$!19"Qp^6[G'!#<7$$"29LmKp<VL"!#;$!2W#y2a%*3]5!#=7$$"2X"HeE#)zT8!#;$"1,"yaND$)=%!#<7$$"2u_0h]1#\8!#;$"0%[7#3I[E*!#;7$$"209Gcy9mN"!#;$"2r1kjmT>T"!#<7$$"1iC\e*GSO"!#:$"2#Q6(3;0]'=!#<7$$"2Ryc88V9P"!#;$"2n7BiQmaF#!#<7$$"2T$oO=^+z8!#;$"1RvWu22TE!#;7$$"2W)oP0rc'Q"!#;$"2mM&)[A\]%H!#<7$$"1BY#\o#e%R"!#:$"1PfbN"pD>$!#;7$$"2;OsWE)f-9!#;$"2&\aVXbOdL!#<7$$"2LpQ_,tiS"!#;$"2'p!46#\7/M!#<7$$"1D]+mx%*49!#:$"2j4wvGWCV$!#<7$$"1">)QT^y69!#:$"28HEf\\'RM!#<7$$"2oNrn^AOT"!#;$"1&4K;#*4AW$!#;7$$"2D_a@*)faT"!#;$"1N!pz3F,W$!#;7$$"2&)oPvE(H<9!#;$"1Z;^2)3MV$!#;7$$"2nNr#p@bC9!#;$"1dhc!yc>O$!#;7$$"1D]+rq!=V"!#:$"2')R2bm"Q?K!#<7$$"2))yd:Wi&R9!#;$"2'*>]tlH_*H!#<7$$"2Db5@"yJZ9!#;$"12Kyc+Z*p#!#;7$$"2u\**)*Hc]X"!#;$"2kU+9nw8M#!#<7$$"2AW)o(y%zi9!#;$"2x')=m#RBH>!#<7$$"2e7D+aS(p9!#;$"2BSwLus:_"!#<7$$"2"4=O#H'ow9!#;$"1:2vA-]'3"!#;7$$"1AW)o.9\["!#:$"1_%=Uo;NZ&!#<7$$"2^.29yTJ\"!#;$!1pQd2D)Gj$!#>7$$"17C[wj-+:!#:$!2v\$Rdm:HY!#=7$$"2*)yd:(4"p]"!#;$!1#z&GG1`8"*!#<7$$"2(pRzyK'\^"!#;$!2')=lc853T"!#<7$$"21:Ige:I_"!#;$!1,Hn/%\6(=!#;7$$"2-3;Kt+2`"!#;$!2U>@g(>FjA!#<7$$"0,-/)eQQ:!#9$!14&*)[SB,g#!#;7$$"2:JiCs4@b"!#;$!2(pJX(QZ6/$!#<7$$"1LmKqm#)f:!#:$!2&*f4:'\3*=$!#<7$$"2[&4>=Oan:!#;$!2(=$y<J^1E$!#<7$$"0'>RVc[p:!#9$!2dzS%)pTkE$!#<7$$"1lHfowUr:!#:$!18*><j.tE$!#;7$$"2uY$>"o)Rs:!#;$!29%fM-z)eE$!#<7$$"2)pRz$ppLd"!#;$!1a!f!fFCjK!#;7$$"2BZ%R12Mu:!#;$!2(*Q=(p+PfK!#<7$$"2[(\**=<Jv:!#;$!1hD?l@FaK!#;7$$"2Z)pRpd>z:!#;$!2uQSe9"p@K!#<7$$"2[**)z>)zIe"!#;$!1JrMjD")pJ!#;7$$"2Qw_0=U&)f"!#;$!1-RWe!y3y#!#;7$$"216AW(*4dg"!#;$!13r/<&)y4D!#;7$$"2sX"Hox(Gh"!#;$!2Yb%H*>X))=#!#<7$$"2<MoOg*H?;!#;$!2mN!*3A)H6=!#<7$$"2hAX!R9sF;!#;$!2#*4G1L'>'R"!#<7$$"2^/4=6(RN;!#;$!1)e:\>TKP*!#<7$$"1kGd%ysIk"!#:$!1>SCZ9>#f%!#<7$$"2Pyc8%Qs];!#;$"1_(\-.v=_#!#=7$$"2MqS")*[Pe;!#;$"19n\_B\h]!#<7$$"2pQx/&\Cm;!#;$"1&fANqJR&)*!#<7$$"2.29G+:Tn"!#;$"2n5BGg\tV"!#<7$$"2*zf>\p/"o"!#;$"1)oc6PtS!=!#;7$$"2%*)yd&*)yzo"!#;$"2T87b.KU8#!#<7$$"2%ze<bje.<!#;$"2Or`ZT"R8F!#<7$$"1'>Ry7A9r"!#:$"2uy>mUta!H!#<7$$"2E^-0!zD><!#;$"1$egSfb`-$!#;7$$"2([(\*4N.B<!#;$"2;mw#QlacI!#<7$$"1&)pR>"4os"!#:$"2v"o;wEDqI!#<7$$"1.17CppG<!#:$"20^R$Rz`qI!#<7$$"1@U%)GZeI<!#:$"1[m>:8XmI!#;7$$"2$RycLDZK<!#;$"1a54*e0!eI!#;7$$"2sX"HQ.OM<!#;$"2`EEEv>_/$!#<7$$"2mLn%ov@T<!#;$"2j-[x&HsiH!#<7$$"1;Kk)zu![<!#:$"2%oI*Qh__#G!#<7$$"2BY#\=EQk<!#;$"2UCYmC7kH#!#<7$$"2Ou[(\+Hr<!#;$"2'ylz%zFy*>!#<7$$"1D]+"[(>y<!#:$"1lOwAf4j;!#;7$$"2iE`cYKiy"!#;$"2QKyZ!z+P7!#<7$$"2v],.XnUz"!#;$"1"34KsU<#y!#<7$$"2Z&4>t(z8!=!#;$"2:pugX@7l$!#=7$$"2=S!3'4#\3=!#;$!1B"=`:wWm&!#=7$$"1jE`TaH;=!#:$!1#4Kfd>o9&!#<7$$"2Y#\)py)4C=!#;$!13)>oy'[q&*!#<7$$"2&Hf=<%H:$=!#;$!2m2**fm+SN"!#<7$$"2X$pQZ+'*Q=!#;$!2&)*fcyt`=<!#<7$$"1(Qx/88n%=!#:$!2b1.?/7f0#!#<7$$"2"Ryc8iYa=!#;$!2:j6IcW<M#!#<7$$"2c6BYr0(o=!#;$!2jaEwyq=r#!#<7$$"2.17uK&Qw=!#;$!19JN"f,/#G!#;7$$"105?S\1%)=!#:$!1,4$)z***>'G!#;7$$"2*pR/!=fg)=!#;$!2%p!GLHd<'G!#<7$$"2[$p))>M0))=!#;$!16Y=:"op&G!#;7$$"2'**)H(fw/!*=!#;$!1L[a"e[w%G!#;7$$"2V'Gd**=/#*=!#;$!1jWf;?#Q$G!#;7$$"2Qze#z..'*=!#;$!1NX49nx#z#!#;7$$"2OsW*e)=+!>!#;$!1L$*)HNgTt#!#;7$$"2Gb5@z1R">!#;$!2yrDUsU,S#!#<7$$"28GciY19#>!#;$!16DC`aCV@!#;7$$"2)4?SSh!*G>!#;$!2V]=[?T-%=!#<7$$"22>Qw.am$>!#;$!2:UO[e`j["!#<7$$"2:Pu[$>SW>!#;$!2$*fYA7H'*4"!#<7$$"2(oPvS<)>&>!#;$!0/_x"zK')p!#;7$$"1mJjY:cf>!#:$!18,UmZHYG!#<7$$"2#Ryc)R&*o'>!#;$"1A\Prd6$>"!#<7$$"2D^-0DHU(>!#;$"1>dc>y$z<&!#<7$$"1U%)oUAP#)>!#:$"1WV%4BN`V*!#<7$$"2=Pu[B:0*>!#;$"2_<b+ax4M"!#<7$$"1Qw_v?$y*>!#:$"1lrxk`[l;!#;7$$"1/4=;*[^+#!#:$"2'Q!3H@b@&>!#<7$$"29OsW\t2-#!#;$"1v3WH-*>T#!#;7$$"1kGd*e_y-#!#:$"2B%Q$)\EGVD!#<7$$"2nOtYoJ\.#!#;$"2Ob&)>f>Hi#!#<7$$"2-4o[^mo.#!#;$"1RT0(y5bj#!#;7$$"19G1X8!)Q?!#:$"2N`h$p[8WE!#<7$$"2x`d_<O2/#!#;$"2PxoOt'y[E!#<7$$"1hAX05nU?!#:$"2&R!p3Cn%\E!#<7$$"2Z)pkNegW?!#;$"29MD\?$=YE!#<7$$"2#3<%emSl/#!#;$"2&3l)3PZ*QE!#<7$$"1Kk.'\v%[?!#:$"0DKSQyxi#!#:7$$"2d:JiK5/0#!#;$"2kQ6-v+Fh#!#<7$$"2OsWRU#pd?!#;$"1A)zhY/:_#!#;7$$"2:He;_u\1#!#;$"006sF%zxB!#:7$$"14=O-$)>!3#!#:$"1'GE(f3-C>!#;7$$"1Qv];.k(3#!#:$"28._OJxuj"!#<7$$"1mKlIB3&4#!#:$"1X%RK5xqJ"!#;7$$"2'pQxHM(G5#!#;$"1a;**=X`L&*!#<7$$"2DZ%*)GXm5@!#;$"20q!HRg$ep&!#=7$$"2'3<M$Go"=@!#;$"2Mc496e#)*=!#=7$$"2Y%*)yP?nD@!#;$!1.;u'4K=">!#<7$$"17D]5dML@!#:$!1H"G8;R?t&!#<7$$"03;KQ>59#!#9$!1e&HGyspQ*!#<7$$"1E_/9&H'[@!#:$!2)>I_&[MlF"!#<7$$"1sV([kRi:#!#:$!21u"\N8B#e"!#<7$$"2`6BY[D-<#!#;$!1%z\%4/DQ?!#;7$$"2=Qw_$[D'=#!#;$!2&)G<DX$odB!#<7$$"2;Fae/R)*=#!#;$!2YN8*QJH'R#!#<7$$"1h@VcKU$>#!#:$!1*34!eaYAC!#;7$$"2d5@<O:_>#!#;$!13TM;#e3V#!#;7$$"2.05qY2q>#!#;$!2v0g?X9hV#!#<7$$"1&**)Hs&*z)>#!#:$!2Dtm%GNBQC!#<7$$"2(Rzex;f+A!#;$!2;;k^%)=sV#!#<7$$"2oOt'4ZB3A!#;$!1/zfL(fzR#!#;7$$"1%ze<uxe@#!#:$!2mF5[cDLI#!#<7$$"1T"GcX30B#!#:$!2t#[#)[fSy>!#<7$$"1yb6$)RvYA!#:$!26pTiXx*H9!#<7$$"1nLn*p(y`A!#:$!2/,"zw1XX6!#<7$$"2d:JiT@3E#!#;$!1a8K%QbfS)!#<7$$"1'=Puu/)oA!#:$!11y,\DpxZ!#<7$$"1;Kky!)ywA!#:$!2&*>ft3v11"!#=7$$"1MoO=S1%G#!#:$"2$=nvI&RRK#!#=7$$"1_/4e*R8H#!#:$"0#3,Je,Kc!#;7$$"1KkGFuD2B!#:$"2zlb+#\6F7!#<7$$"2;Gc7^"*4K#!#;$"2d5(odb?%p"!#<7$$"2Mu[(HIjOB!#;$"1oTUA#[B1#!#;7$$"1Fa3(\(=WB!#:$"1u4'z%\(z;#!#;7$$"226AW'>u^B!#;$"2k(R[;))[BA!#<7$$"1$fouMHON#!#:$"2jdl"=;THA!#<7$$"2d2:0t;bN#!#;$"10eOGv9KA!#;7$$"1e:c8TSdB!#:$"0O"fh&*pJA!#:7$$"2./3m\"HfB!#;$"2=9!)oEv!GA!#<7$$"105qii1jB!#:$"29M6BV]8@#!#<7$$"0(RzG5%oO#!#9$"1:!=U;B@=#!#;7$$"1lIh(yiVP#!#:$"2Lj:by\v3#!#<7$$"2.;Kka%)=Q#!#;$"2:ck#Q&Ho%>!#<7$$"2OoOtlOjR#!#;$"2&))R![>@3c"!#<7$$"1*zf>xf>T#!#:$"2lf\K7!e25!#<7$$"1v],L(\oU#!#:$"1^y<g#=r)R!#<7$$"1(Rzer?DW#!#:$!2#fF'eY_?n#!#=7$$"1E_/HnqcC!#:$!1"QL1#QC*Q)!#<7$$"1JiCH\QsC!#:$!2P&f@-!H1Q"!#<7$$"2`2:I">S([#!#;$!1%f!f/&*[l<!#;7$$"205?!H@*[\#!#;$!1X%pO]Hx*=!#;7$$"2d7D]M#Q-D!#;$!2DJx**Q[k)>!#<7$$"1Y#\[7%H1D!#:$!1:]o5)4\,#!#;7$$"2lOtY!f?5D!#;$!2b`n;vL4.#!#<7$$"2nU&e%zh@^#!#;$!2volVJmU.#!#<7$$"1([(\%o<T^#!#:$!2b]s.m![M?!#<7$$"1Z&4Wdtg^#!#:$!1&>Hsz$eJ?!#;7$$"2xg@VYH!=D!#;$!2E-20[(eD?!#<7$$"1MoO[_BDD!#:$!2(oyddH2x>!#<7$$"017C.TC`#!#9$!1#["e![W"))=!#;7$$"1OsW\/?ZD!#:$!1TzH/-!**e"!#;7$$"2(*)zf*f'\jD!#;$!2(o[aUf%)46!#<7$$"2'=PuG9DyD!#;$!2m,v+T*>=e!#=7$$"2<Qw_+TLf#!#;$!0Zd!*=65*R!#>7$$"1['Hfr'o3E!#:$"1KuD$GNmz&!#<7$$"105?5CzAE!#:$"23XC-Phq0"!#<7$$"1)e<NiGyj#!#:$"2bX'yAP#[Y"!#<7$$"105?!Q]Fl#!#:$"2'Qqed^BL<!#<7$$"2D_/4?J2m#!#;$"2sHK!RP>8=!#<7$$"0/3;-7(oE!#9$"2k?-">BYY=!#<7$$"2'=Pu.FZqE!#;$"2<%eW(>au%=!#<7$$"2nRzeQLAn#!#;$"2B6]JOah%=!#<7$$"1v],oS*Rn#!#:$"1i2or%pD%=!#;7$$"2Nv],vadn#!#;$"2y]c'***3n$=!#<7$$"2-6AW6w#zE!#;$"1sT&[@8#==!#;7$$"1nMpyuz#o#!#:$"2MRfcZ)z!z"!#<7$$"2c8FaKB4p#!#;$"2EMzl8NXp"!#<7$$"1/3;s"\!*p#!#:$"28+Hm1#za:!#<7$$"19Gcs]r8F!#:$"2crj%[^O17!#<7$$"216AW@E#GF!#;$"131>HkEsw!#<7$$"2<MoONIQu#!#;$"2_<=i(*[6M#!#=7$$"1sV([h(\fF!#:$!2&)y)HF!z38$!#=7$$"1>Qw-DvtF!#:$!1$H<ECohw(!#<7$$"2F^-0c!*))y#!#;$!2Q>GK;(*3>"!#<7$$"1LmKDQm.G!#:$!2yU*HrS@%["!#<7$$"2Y%*)y75n6G!#;$!23$>#Qa5')e"!#<7$$"1c7D+#y'>G!#:$!2-b[`Cg9l"!#<7$$"1Y#*46.T@G!#:$!1Zw!3!\Xf;!#;7$$"1Os%>UUJ#G!#:$!1Nz=w6Wl;!#;7$$"1E_zKX([#G!#:$!2@[KPP;%p;!#<7$$"1;KkVmgEG!#:$!2HW8q@!Qr;!#<7$$"117\a(Q$GG!#:$!2zA_e%[Lr;!#<7$$"1'>R`'32IG!#:$!1'[X$3[Gp;!#;7$$"1'=(=wH!=$G!#:$!2a)H,]qBl;!#<7$$"2a<Nq3NN$G!#;$!/p3+4?f;!#97$$"2$yd:cE\TG!#;$!2D(ota%3jg"!#<7$$"2;Qw_A]%\G!#;$!2:)H'REPN^"!#<7$$"2xa4>H6W'G!#;$!2*e\@ZFYT7!#<7$$"1uZ&4&yAzG!#:$!1'>sLnXKp)!#<7$$"1<Mo'>cS*G!#:$!2c^)*GCG%)G%!#=7$$"1<Nqq,=4H!#:$"2m-&oJJ$Q'\!#>7$$"1&**)zH8@DH!#:$"0k6%eMU2a!#;7$$"2<KkGL5*RH!#;$"13@d`UR^$*!#<7$$"2#e;LO,UaH!#;$"2Q5`&=*R"R7!#<7$$"2=U%)o]v@'H!#;$"2jTDuto#e8!#<7$$"2e=Pu(3$*pH!#;$"2:m%p`yqV9!#<7$$"2$e;L@,!Q(H!#;$"2GT,ltuJZ"!#<7$$"2.8E_Opw(H!#;$"2b"pk1%)o$\"!#<7$$"1mL<()RgzH!#:$"2l*yzv;c+:!#<7$$"2Cg?"4'Q:)H!#;$"2t*Hs4@<0:!#<7$$"2(Qy1JKZ$)H!#;$"0#fx;'=v]"!#:7$$"1v],`yS&)H!#:$"1DEE*\.w]"!#;7$$"20>)Qr=B()H!#;$"1<xg>sh0:!#;7$$"118w*)e0*)H!#:$"2$GE/\Ij,:!#<7$$"2:UM"3*z3*H!#;$"28d$\L6m&\"!#<7$$"2v`2l#Rq#*H!#;$"2:$RDTUr(["!#<7$$"1pPDj>N'*H!#:$"11^2o&ffY"!#;7$$"#I!""$"14HB]E_O9!#;-%&COLORG6'%$RGBG$""!!""$"('>!\&!")$")C)eq%!")-%+_ATTRIBUTEG6#/%'sourceG%,mathdefaultG-%%VIEWG6$;$""!!""$"#I!""%(DEFAULTG-&%&_AXISG6#"""6&-%&COLORG6&%$RGBG$""!!""$""!!""$""!!""-%*LINESTYLEG6#""!-%*THICKNESSG6#""!-%-TRANSPARENCYG6#$""!!""-&%&_AXISG6#""#6&-%&COLORG6&%$RGBG$""!!""$""!!""$""!!""-%*LINESTYLEG6#""!-%*THICKNESSG6#""!-%-TRANSPARENCYG6#$""!!""-%+AXESLABELSG6$-I#miG6#/I+modulenameG6"I,TypesettingGI(_syslibG6"65Q"x6"/%'familyGQ!6"/%%sizeGQ#106"/%%boldGQ&false6"/%'italicGQ%true6"/%*underlineGQ&false6"/%*subscriptGQ&false6"/%,superscriptGQ&false6"/%+foregroundGQ([0,0,0]6"/%+backgroundGQ.[255,255,255]6"/%'opaqueGQ&false6"/%+executableGQ&false6"/%)readonlyGQ&false6"/%)composedGQ&false6"/%*convertedGQ&false6"/%+imselectedGQ&false6"/%,placeholderGQ&false6"/%6selection-placeholderGQ&false6"/%,mathvariantGQ'italic6"Q!6"-%)_VISIBLEG6#"""-%%ROOTG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YG6#$""!!""-%-BOUNDS_WIDTHG6#$"%+]!""-%.BOUNDS_HEIGHTG6#$"%+]!""-%)CHILDRENG6"-%+ANNOTATIONG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YG6#$""!!""-%-BOUNDS_WIDTHG6#$"%+]!""-%.BOUNDS_HEIGHTG6#$"%+]!""-%)CHILDRENG6"Ig==

By focusing still further, we see that the extent of the lag is about a quarter of a complete cycle. plot([y,z],x=1.255..1.57);

6+-%'CURVESG6$7\dl7$$"*v$Rb7!")$!*[mZ*))!#67$$"*D"=c7!")$!*b&ogK!#67$$"*vopD"!")$"+xgRsB!#77$$"*DcxD"!")$"+R[2.!)!#77$$"*vV&e7!")$"+C[*HO"!#67$$"*DJ$f7!")$"+<:;D>!#67$$"*v=,E"!")$"+Mwm'[#!#67$$"*D14E"!")$"+^MPZI!#67$$"*v$ph7!")$"+'\Rrg$!#67$$"*D"[i7!")$"+xl#e;%!#67$$"*voKE"!")$"+7eHBZ!#67$$"*DcSE"!")$"+$o3%z_!#67$$"*vV[E"!")$"+Uq-Me!#67$$"*DJcE"!")$"+oJ,(Q'!#67$$"*v=kE"!")$"1,+++)H#Qp!#<7$$"*D1sE"!")$"*;Sv[(!#57$$"*v$*zE"!")$"+"*z![.)!#67$$"*D"yo7!")$"+'f(*)z&)!#67$$"*vo&p7!")$"+hQnA"*!#67$$"*Dc.F"!")$"+:B+j'*!#67$$"*vV6F"!")$"+8\2?5!#57$$"*DJ>F"!")$"+;"yN2"!#57$$"*v=FF"!")$")mzE6!")7$$"*D1NF"!")$")srz6!")7$$"*v$Hu7!")$"+HoKK7!#57$$"*D"3v7!")$"+%[7YG"!#57$$"*voeF"!")$"+Y7cO8!#57$$"*DcmF"!")$"+&Gg")Q"!#57$$"*vVuF"!")$"+ioRR9!#57$$"*DJ#y7!")$"+N$e-\"!#57$$"*v=!z7!")$"+f@tS:!#57$$"*D1)z7!")$"**e!3f"!"*7$$"*v$f!G"!")$"+)=n/k"!#57$$"*D"Q"G"!")$"+BQq*o"!#57$$"*vo@G"!")$"+sO]Q<!#57$$"*DcHG"!")$"+GZ&oy"!#57$$"*vVPG"!")$"+*4XZ$=!#57$$"*DJXG"!")$"+7I;#)=!#57$$"*v=`G"!")$"+=o4H>!#57$$"*D1hG"!")$"+#*\`v>!#57$$"*v$*oG"!")$"+PhY@?!#57$$"*D"o(G"!")$"+')*yo1#!#57$$"*vo%)G"!")$"+4Cw6@!#57$$"*Dc#*G"!")$"+1a5c@!#57$$"*vV+H"!")$"+Br*)*>#!#57$$"*DJ3H"!")$"+Uo7VA!#57$$"*v=;H"!")$"+$*Ry&G#!#57$$"*D1CH"!")$"+^"eyK#!#57$$"*v$>$H"!")$"+U!R$pB!#57$$"*D")RH"!")$"+Vl@5C!#57$$"*voZH"!")$"+%o![]C!#57$$"*DcbH"!")$"+b;7!\#!#57$$"*vVjH"!")$"+.)H"HD!#57$$"*DJrH"!")$"+Qc\nD!#57$$"*v=zH"!")$"+K)4_g#!#57$$"*D1()H"!")$"+EKEUE!#57$$"*v$\*H"!")$"+GokyE!#57$$"*D"G+8!")$"+:=N9F!#57$$"*vo5I"!")$"+U&p$\F!#57$$"*Dc=I"!")$"+K:p$y#!#57$$"*vVEI"!")$"+#\4t"G!#57$$"*DJMI"!")$")`@]G!")7$$"*v=UI"!")$"+B5S#)G!#57$$"*D1]I"!")$"+2*eQ"H!#57$$"*v$z08!")$"+"Q"eWH!#57$$"*D"e18!")$"+m5cuH!#57$$"*votI"!")$"+m2z.I!#57$$"*Dc"38!")$"+xMEKI!#57$$"*vV*38!")$"+)Qs*fI!#57$$"*DJ(48!")$"*)3"p3$!"*7$$"*v=0J"!")$"+HD28J!#57$$"*D18J"!")$"+36XQJ!#57$$"*v$478!")$"+)eSI;$!#57$$"*D")GJ"!")$"+T^$o=$!#57$$"*voOJ"!")$"+M"H)4K!#57$$"*DcWJ"!")$"+Wr,KK!#57$$"*vV_J"!")$"+WRR`K!#57$$"*DJgJ"!")$"*_aRF$!"*7$$"*v=oJ"!")$"+dSp$H$!#57$$"*D1wJ"!")$"+\zg7L!#57$$"*v$R=8!")$"+'z"pIL!#57$$"*D"=>8!")$"+;9%zM$!#57$$"*vo*>8!")$"+CGNkL!#57$$"*Dc2K"!")$"+dA#*zL!#57$$"*vV:K"!")$"+chk%R$!#57$$"*DJBK"!")$"+v6_3M!#57$$"*v=JK"!")$"+">W:U$!#57$$"*D1RK"!")$"+$G7PV$!#57$$"*v$pC8!")$"+^F-XM!#57$$"*D"[D8!")$"+6JZbM!#57$$"*voiK"!")$"+"4h]Y$!#57$$"*DcqK"!")$"+RYytM!#57$$"*vVyK"!")$"+=>k"[$!#57$$"*DJ'G8!")$"+/8j)[$!#57$$"*v=%H8!")$")9v%\$!")7$$"*D1-L"!")$"+>5++N!#57$$"*v$*4L"!")$"+%>zV]$!#57$$"*D"yJ8!")$"+y^)y]$!#57$$"*voDL"!")$"+Q%=0^$!#57$$"*DcLL"!")$"+k'yA^$!#57$$"*vVTL"!")$"+id;8N!#57$$"*DJ\L"!")$"1<&)3<DA8N!#;7$$"*v=dL"!")$"+&G@B^$!#57$$"*D1lL"!")$"*h!f5N!"*7$$"*v$HP8!")$"+6'))z]$!#57$$"*D"3Q8!")$"*G;X]$!"*7$$"*vo)Q8!")$"+K[<+N!#57$$"*Dc'R8!")$"+#pl\\$!#57$$"*vV/M"!")$"+20*))[$!#57$$"*DJ7M"!")$"+P6&>[$!#57$$"*v=?M"!")$"+d'\TZ$!#57$$"*D1GM"!")$"+c$)[lM!#57$$"*v$fV8!")$"+R(pfX$!#57$$"*D"QW8!")$"+@lfXM!#57$$"*vo^M"!")$"+J;PMM!#57$$"*DcfM"!")$"+7#)HAM!#57$$"*vVnM"!")$"+7'z$4M!#57$$"*DJvM"!")$"+)R>cR$!#57$$"*v=$[8!")$"+J8-"Q$!#57$$"*D1"\8!")$"+%R*elL!#57$$"*v$*)\8!")$"+rxK\L!#57$$"*D"o]8!")$"*&3CKL!"*7$$"*vo9N"!")$"+DKL9L!#57$$"*DcAN"!")$"+&p4cH$!#57$$"*vVIN"!")$"+`_2wK!#57$$"*DJQN"!")$"+1^tbK!#57$$"*v=YN"!")$"+WYfMK!#57$$"*D1aN"!")$"+o%fE@$!#57$$"*v$>c8!")$"*PN**=$!"*7$$"*D")pN"!")$"+L$Gk;$!#57$$"*voxN"!")$"+VX9UJ!#57$$"*Dc&e8!")$"+h.4<J!#57$$"*vV$f8!")$"+dBF"4$!#57$$"*DJ,O"!")$"+sspkI!#57$$"*v=4O"!")$"*0st.$!"*7$$"*D1<O"!")$"+,QI4I!#57$$"*v$\i8!")$"+K)*\!)H!#57$$"*D"Gj8!")$"+Dw'4&H!#57$$"*voSO"!")$"+Q[r?H!#57$$"*Dc[O"!")$"+6$\(*)G!#57$$"*vVcO"!")$"+d!z!eG!#57$$"*DJkO"!")$"+eArDG!#57$$"*v=sO"!")$"+usl#z#!#57$$"*D1!o8!")$"+GE#*eF!#57$$"*v$zo8!")$"+0q^CF!#57$$"*D"ep8!")$"+k#\%*o#!#57$$"*vo.P"!")$"+=%GPl#!#57$$"*Dc6P"!")$"+ROO<E!#57$$"*vV>P"!")$"+hUO!e#!#57$$"*DJFP"!")$"+p(RFa#!#57$$"*v=NP"!")$"+,)*\/D!#57$$"*D1VP"!")$"+VTllC!#57$$"*v$4v8!")$"+HF@EC!#57$$"*D")eP"!")$"*k&='Q#!"*7$$"*vomP"!")$"+%4$eXB!#57$$"*DcuP"!")$"*X:WI#!"*7$$"*vV#y8!")$"+2KpiA!#57$$"*DJ!z8!")$"+$*pU?A!#57$$"*v=)z8!")$"+rvix@!#57$$"*D11Q"!")$"+GeIM@!#57$$"*v$R"Q"!")$"+#ys/4#!#57$$"*D"=#Q"!")$"*dRh/#!"*7$$"*voHQ"!")$"*X<8+#!"*7$$"*DcPQ"!")$"+(z<g&>!#57$$"*vVXQ"!")$"+-@D5>!#57$$"*DJ`Q"!")$"+l>.k=!#57$$"*v=hQ"!")$"+$4pt"=!#57$$"*D1pQ"!")$"+/`Fq<!#57$$"*v$p(Q"!")$"+8DwA<!#57$$"*D"[)Q"!")$"+OF%[n"!#57$$"*vo#*Q"!")$"+'3Gli"!#57$$"*Dc+R"!")$"+n2$yd"!#57$$"*vV3R"!")$"+xIwG:!#57$$"*DJ;R"!")$"+(RP$z9!#57$$"*v=CR"!")$"+$>m&H9!#57$$"*D1KR"!")$"+9?Yz8!#57$$"*v$*RR"!")$"+%[P!H8!#57$$"*D"y%R"!")$"+,`Iy7!#57$$"*vobR"!")$"+O#ysA"!#57$$"*DcjR"!")$"+E"pf<"!#57$$"*vVrR"!")$"+u3RC6!#57$$"*DJzR"!")$"+Xkbs5!#57$$"*v=()R"!")$"+f)y/-"!#57$$"*D1&*R"!")$"+U>r"o*!#67$$"*v$H+9!")$"+zdYc"*!#67$$"*D"3,9!")$"+y==H')!#67$$"*vo=S"!")$"+UC***4)!#67$$"*DcES"!")$"1*****H5I!pv!#<7$$"*vVMS"!")$"1,++uyUOq!#<7$$"*DJUS"!")$"1*****\6>B]'!#<7$$"*v=]S"!")$"+*\Po'f!#67$$"*D1eS"!")$"2&*****>)p6Ia!#=7$$"*v$f19!")$"+o<H#*[!#67$$"*D"Q29!")$"+"G'\`V!#67$$"*vo"39!")$"+4^'Q"Q!#67$$"*Dc*39!")$"*,LNF$!#57$$"*vV(49!")$"+M[jKF!#67$$"*DJ0T"!")$"+@bI">#!#67$$"*v=8T"!")$"+_+o\;!#67$$"*D1@T"!")$"+CM*y5"!#67$$"*v$*GT"!")$"+ig!3m&!#77$$"*D"o89!")$"+$f^wV#!#87$$"*voWT"!")$!+=-%3<&!#77$$"*Dc_T"!")$!+/j;e5!#67$$"*vVgT"!")$!+'yN()f"!#67$$"*DJoT"!")$!+8"e'Q@!#67$$"*v=wT"!")$!+b"*zxE!#67$$"*D1%=9!")$!*/Dg@$!#57$$"*v$>>9!")$!+'=-Kv$!#67$$"*D")*>9!")$!+Pt>*G%!#67$$"*vo2U"!")$!*fxQ#[!#57$$"*Dc:U"!")$!*W5rN&!#57$$"*vVBU"!")$!+-Qw))e!#67$$"*DJJU"!")$!+[gq=k!#67$$"*v=RU"!")$!+Kg!o%p!#67$$"*D1ZU"!")$!1*****H9LHZ(!#<7$$"*v$\D9!")$!+>t&p*z!#67$$"*D"GE9!")$!+z!\(=&)!#67$$"*voqU"!")$!*cz"Q!*!#57$$"*DcyU"!")$!+h07b&*!#67$$"*vV'G9!")$!+cW%p+"!#57$$"*DJ%H9!")$!+tC5e5!#57$$"*v=-V"!")$!+,N(*36!#57$$"*D15V"!")$!+8]af6!#57$$"*v$zJ9!")$!+eX!)47!#57$$"*D"eK9!")$!+t(R(f7!#57$$"*voLV"!")$!*QQ$48!"*7$$"*DcTV"!")$!*>)ee8!"*7$$"*vV\V"!")$!+6rZ29!#57$$"*DJdV"!")$!+UJ*fX"!#57$$"*v=lV"!")$!+%QCT]"!#57$$"*D1tV"!")$!+P!f=b"!#57$$"*v$4Q9!")$!+4a=*f"!#57$$"*D"))Q9!")$!+8>4Y;!#57$$"*vo'R9!")$!+uqc#p"!#57$$"*Dc/W"!")$!+H&*fQ<!#57$$"*vV7W"!")$!+J!yTy"!#57$$"*DJ?W"!")$!+`9HH=!#57$$"*v=GW"!")$!+)yGR(=!#57$$"*D1OW"!")$!+a"z!=>!#57$$"*v$RW9!")$!+'zJ<'>!#57$$"*D"=X9!")$!+*3w[+#!#57$$"*vofW"!")$!+O:]Z?!#57$$"*DcnW"!")$!+#y(f*3#!#57$$"*vVvW"!")$!)Y:J@!")7$$"*DJ$[9!")$!+7>;s@!#57$$"*v="\9!")$!+v(4E@#!#57$$"*D1*\9!")$!+%R)[_A!#57$$"*v$p]9!")$!+>")y"H#!#57$$"*D"[^9!")$!+_%*\IB!#57$$"*voAX"!")$!+TIhoB!#57$$"*DcIX"!")$!+(p>hS#!#57$$"*vVQX"!")$!+w.,VC!#57$$"*DJYX"!")$!)iFzC!")7$$"*v=aX"!")$!*X3\^#!"*7$$"*D1iX"!")$!+k&)*)\D!#57$$"*v$*pX"!")$!+`"QUe#!#57$$"*D"yd9!")$!+))*=zh#!#57$$"*vo&e9!")$!+9I$4l#!#57$$"*Dc$f9!")$!+RBF$o#!#57$$"*vV,Y"!")$!+_#H\r#!#57$$"*DJ4Y"!")$!+0i*eu#!#57$$"*v=<Y"!")$!+Pe;wF!#57$$"*D1DY"!")$!+f4t0G!#57$$"*v$Hj9!")$!+lXeMG!#57$$"*D"3k9!")$!+A)>F'G!#57$$"*vo[Y"!")$!+"4I,*G!#57$$"*DccY"!")$!+2*3o"H!#57$$"*vVkY"!")$!+(**\F%H!#57$$"*DJsY"!")$!+ys%z'H!#57$$"*v=!o9!")$!+V[R#*H!#57$$"*D1)o9!")$!+')p3;I!#57$$"*v$fp9!")$!+">=!RI!#57$$"*D"Qq9!")$!+LJ=hI!#57$$"*vo6Z"!")$!+"owD3$!#57$$"*Dc>Z"!")$!+&*Q>.J!#57$$"*vVFZ"!")$!+T+.BJ!#57$$"*DJNZ"!")$!+u03UJ!#57$$"*v=VZ"!")$!*:T.;$!"*7$$"*D1^Z"!")$!+Dw!y<$!#57$$"*v$*eZ"!")$!+_gZ%>$!#57$$"*D"ow9!")$!+(oU.@$!#57$$"*vouZ"!")$!+$*RSDK!#57$$"*Dc#y9!")$!+GmlRK!#57$$"*vV!z9!")$!+cu4`K!#57$$"*DJ)z9!")$!+\NslK!#57$$"*v=1["!")$!+w@`xK!#57$$"*D19["!")$!*#3_)G$!"*7$$"*v$>#["!")$!+kro)H$!#57$$"*D")H["!")$!+(4H!3L!#57$$"*voP["!")$!+>Za;L!#57$$"*DcX["!")$!+NBBCL!#57$$"*vV`["!")$!+f/4JL!#57$$"*DJh["!")$!+3y6PL!#57$$"*v=p["!")$!+4LJUL!#57$$"*D1x["!")$!+-hnYL!#57$$"*v$\)["!")$!+Gb?]L!#57$$"*D"G*["!")$!+T6!HN$!#57$$"*vo+\"!")$!+-FwaL!#57$$"*Dc3\"!")$!+y,zbL!#57$$"*vV;\"!")$!+YP)fN$!#57$$"*DJC\"!")$!2;j7Aak`N$!#<7$$"*v=K\"!")$!+94(QN$!#57$$"*D1S\"!")$!+.fc^L!#57$$"*v$z%\"!")$!+r(H%[L!#57$$"*D"e&\"!")$!+HPYWL!#57$$"*voj\"!")$!)#p'RL!")7$$"*Dcr\"!")$!*"y/ML!"*7$$"*vVz\"!")$!+"R,wK$!#57$$"*DJ()\"!")$!+x>L?L!#57$$"*v=&*\"!")$!+7=C7L!#57$$"*D1.]"!")$!*MLLI$!"*7$$"*v$4,:!")$!+1#4OH$!#57$$"*D")=]"!")$!+fA2$G$!#57$$"*voE]"!")$!+_bsrK!#57$$"*DcM]"!")$!+LBdfK!#57$$"*vVU]"!")$!+aghYK!#57$$"*DJ]]"!")$!+m.'GB$!#57$$"*v=e]"!")$!+7"4$=K!#57$$"*D1m]"!")$!+Lj'H?$!#57$$"*v$R2:!")$!+si$o=$!#57$$"*D"=3:!")$!+dL#*pJ!#57$$"*vo*3:!")$!+8AB_J!#57$$"*Dc(4:!")$!+dwwLJ!#57$$"*vV0^"!")$!+)pMX6$!#57$$"*DJ8^"!")$!+G&QX4$!#57$$"*v=@^"!")$!+MXytI!#57$$"*D1H^"!")$!+&GyA0$!#57$$"*v$p8:!")$!+Mb-II!#57$$"*D"[9:!")$!+;A.2I!#57$$"*vo_^"!")$!+aWI$)H!#57$$"*Dcg^"!")$!+Y&[)eH!#57$$"*vVo^"!")$!+m4nLH!#57$$"*DJw^"!")$!+p$yx!H!#57$$"*v=%=:!")$!+$ex6)G!#57$$"*D1#>:!")$!+4c(Q&G!#57$$"*v$**>:!")$!+@'ze#G!#57$$"*D"y?:!")$!+ep>(z#!#57$$"*vo:_"!")$!+J^$yw#!#57$$"*DcB_"!")$!*"=!yt#!"*7$$"*vVJ_"!")$!+O[52F!#57$$"*DJR_"!")$!+0AvvE!#57$$"*v=Z_"!")$!+w?vVE!#57$$"*D1b_"!")$!+jF66E!#57$$"*v$HE:!")$!+RF%yd#!#57$$"*D"3F:!")$!+>1&Ra#!#57$$"*voy_"!")$!+%=X%4D!#57$$"*Dc'G:!")$!+\`LuC!#57$$"*vV%H:!")$!+$=I'QC!#57$$"*DJ-`"!")$!+&*)QBS#!#57$$"*v=5`"!")$!*%3ZlB!"*7$$"*D1=`"!")$!+.b.GB!#57$$"*v$fK:!")$!+9D/!H#!#57$$"*D"QL:!")$!*j,:D#!"*7$$"*voT`"!")$!+WFU7A!#57$$"*Dc\`"!")$!+xe"G<#!#57$$"*vVd`"!")$!+v6pK@!#57$$"*DJl`"!")$!+1*e?4#!#57$$"*v=t`"!")$!+h%H40#!#57$$"*D1"Q:!")$!+^LJ4?!#57$$"*v$*)Q:!")$!+)>@s'>!#57$$"*D"oR:!")$!+UPmC>!#57$$"*vo/a"!")$!+F=l")=!#57$$"*Dc7a"!")$!+6k>Q=!#57$$"*vV?a"!")$!*b3Vz"!"*7$$"*DJGa"!")$!+2%***\<!#57$$"*v=Oa"!")$!*C!G0<!"*7$$"*D1Wa"!")$!+2C;g;!#57$$"*v$>X:!")$!+btl9;!#57$$"*D")fa"!")$!+Bmxo:!#57$$"*vona"!")$!+Q=`A:!#57$$"*Dcva"!")$!*rMfZ"!"*7$$"*vV$[:!")$!*.(**G9!"*7$$"*DJ"\:!")$!*nI<Q"!"*7$$"*v=*\:!")$!+tv9M8!#57$$"*D12b"!")$!+e(fiG"!#57$$"*v$\^:!")$!+7$z!Q7!#57$$"*D"G_:!")$!+(Q='*="!#57$$"*voIb"!")$!)#*)39"!")7$$"*DcQb"!")$!+GS!>4"!#57$$"*vVYb"!")$!+-_nU5!#57$$"*DJab"!")$!+,6:K**!#67$$"*v=ib"!")$!+&*=ON%*!#67$$"*D1qb"!")$!+c#4l$*)!#67$$"*v$zd:!")$!+r%=dV)!#67$$"*D"ee:!")$!+c_6Lz!#67$$"*vo$f:!")$!+)pD)Gu!#67$$"*Dc,c"!")$!+Bi(H#p!#67$$"*vV4c"!")$!+&f$p:k!#67$$"*DJ<c"!")$!+^[52f!#67$$"*v=Dc"!")$!+zsL(R&!#67$$"*D1Lc"!")$!+*R=l)[!#67$$"*v$4k:!")$!+2fxuV!#67$$"*D")[c"!")$!+nwBiQ!#67$$"*vocc"!")$!*nJ!\L!#57$$"*Dckc"!")$!+&)fGNG!#67$$"*vVsc"!")$!+j(G6K#!#67$$"*DJ!o:!")$!*<)o1=!#57$$"*v=)o:!")$!+sB4#H"!#67$$"*D1'p:!")$!+M]pux!#7-%&COLORG6'%$RGBG$")C)eq%!")$""!!""$"('>!\&!")-%+_ATTRIBUTEG6#/%'sourceG%,mathdefaultG-%'CURVESG6$7dw7$$"%b7!"$$!2c(>!\PK)zN!#<7$$"2W"HeXhlc7!#;$!1xq2d$\<e$!#;7$$"1Y#***[r4e7!#:$!12LL4^A!e$!#;7$$"2Ov]!3xrf7!#;$!1fm5Kh'\d$!#;7$$"2yf>#4!\8E"!#;$!29,D_9!*ec$!#<7$$"2Ou)4dD(HE"!#;$!2C6i8w,Jb$!#<7$$"2lI6QzxWE"!#;$!2%>BQ9A"z`$!#<7$$"1_/Czj.m7!#:$!1mu#>,A)=N!#;7$$"2V&3_q#[wE"!#;$!2ZPbR\-b\$!#<7$$"2sZXC*\Dp7!#;$!1"ywX,l'oM!#;7$$"24=OMq24F"!#;$!1_:Gq([tV$!#;7$$"2=Qw@TjBF"!#;$!2&=h#p_xmS$!#<7$$"22<Ma>-SF"!#;$!2L*)=c^C(oL!#<7$$"2rY$p2xkv7!#;$!2%z]RE%3qK$!#<7$$"2lIhOYLsF"!#;$!216HvrJMG$!#<7$$"1T#)*>[t'y7!#:$!1<')>1(G5C$!#;7$$"17C3.eQ!G"!#:$!2P_[!)z_r=$!#<7$$"1Jikjj$=G"!#:$!0*Q&>&GiQJ!#:7$$"2=OA/rBNG"!#;$!2c&zO"\&*)yI!#<7$$"2d9H#)H<]G"!#;$!2m]G%R:9BI!#<7$$"217u2+cmG"!#;$!2CF]MU<*eH!#<7$$"2:L;JV;#)G"!#;$!1>(3r%[&[*G!#;7$$"2lKl0eW)*G"!#;$!2%3$[E(41DG!#<7$$"208w"G(R8H"!#;$!2$y*o&*4y$eF!#<7$$"14='oW_HH"!#:$!0sDv/WPo#!#:7$$"2$**)H$3wi%H"!#;$!1>zLW&GLg#!#;7$$"2:J78%e3'H"!#;$!1bVS0))*4`#!#;7$$"2Y"H)GxgwH"!#;$!1_?r&>B0X#!#;7$$"2D^-8$yG*H"!#;$!1'3bWh(*[O#!#;7$$"1'=P0fz3I"!#:$!21Yf"=DxyA!#<7$$"2uYV%*p>CI"!#;$!2$fdFtuI$>#!#<7$$"2E^-ysHTI"!#;$!2W<&Gr]0'4#!#<7$$"2$)pRVEmcI"!#;$!2-h[S>Xm+#!#<7$$"29Ig]%oI28!#;$!22#Q.xk;4>!#<7$$"2pSJ]X$z38!#;$!2&pe'*>n7>=!#<7$$"2\(\R7(=/J"!#;$!2A`rc>G*=<!#<7$$"2T#["H&z%>J"!#;$!1*z;(>E1B;!#;7$$"2Lp)))\ka88!#;$!1sUpn<J@:!#;7$$"2kHfGF4^J"!#;$!2BfgC&eS?9!#<7$$"2JiuOSXnJ"!#;$!20I(QkbO88!#<7$$"2Fa3@>@$=8!#;$!2s>oLmC!47!#<7$$"2>RyLmK*>8!#;$!2X1K1jk65"!#<7$$"2D^_3zI:K"!#;$!1:`YYU`J**!#<7$$"208ESI**HK"!#;$!1Dtu/="3$*)!#<7$$"2OsWeQ#oC8!#;$!1"zz3?_`x(!#<7$$"2sV(Gax=E8!#;$!1&*oHOq@Nn!#<7$$"2oPD5z#zF8!#;$!1Vmx9(y.i&!#<7$$"2#e;)f,H$H8!#;$!1#o)\Ovt[X!#<7$$"1RyO'zM5L"!#:$!29;['[**zaL!#=7$$"2\(\%o(=^K8!#;$!28*4_C6c=B!#=7$$"27C)Rw$)=M8!#;$!2Lj-r9`49"!#=7$$"1,-uBjrN8!#:$!10CufmxSn!#>7$$"2*yd+ewQP8!#;$"2L2V^4pf5"!#=7$$"18E#otH)Q8!#:$"1)*p0$Q_m6#!#<7$$"2:Kki4s/M"!#;$"1')Qfa8hkK!#<7$$"1D]SM&e?M"!#:$"2m!))Q-PCpV!#=7$$"2/2kh$RkV8!#;$"2k9kH(4(yY&!#=7$$"2/3;b]B_M"!#;$"1i.E$p4hb'!#<7$$"2_0hr(4uY8!#;$"1F<4(z#f%f(!#<7$$"2B['>/9Q[8!#;$"0">e.#>%3()!#;7$$"2kG2,&[%*\8!#;$"0HI<V,/w*!#;7$$"0/3LI!f^8!#9$"2Cp'[tGj&3"!#<7$$"2AX!pM)zIN"!#;$"1UI'fR]P="!#;7$$"2xb6d/EZN"!#;$"1&o1a'e(3H"!#;7$$"2jG2!HGIc8!#;$"2M))o'*3)3#R"!#<7$$"2;MoVxvyN"!#;$"20g#)*HIf"\"!#<7$$"2CZ%*=s=&f8!#;$"2Mj<![F'Qf"!#<7$$"2)pRaO>.h8!#;$"2-"f#fagko"!#<7$$"2KmK`n"ei8!#;$"2j+=X$ohz<!#<7$$"2D\)4rFHk8!#;$"12")f`mR!)=!#;7$$"1%ze"G?%eO"!#:$"2/j?6Xr'p>!#<7$$"2Ns%pLkUn8!#;$"1%=^*e8%*e?!#;7$$"2mJ8LtP!p8!#;$"2Nla*e3`Z@!#<7$$"14=@J)=0P"!#:$"2K1^I$=$pA#!#<7$$"2.05Oj(4s8!#;$"2b/9Yc]$4B!#<7$$"14=1=Wmt8!#:$"2B<6*p%*z)Q#!#<7$$"2ya4/RS`P"!#;$"2UB&=Jc6rC!#<7$$"2v^.MO>oP"!#;$"1&fqV*QRTD!#;7$$"1)e<7zD&y8!#:$"1)**y1IZ'>E!#;7$$"1*zf2rl+Q"!#:$"1W*y;O*e(o#!#;7$$"1D]l!Q*e"Q"!#:$"1zI&*)p_Av#!#;7$$"2&zeF:yA$Q"!#;$"1%*e%*\n()=G!#;7$$"2E^-x(G([Q"!#;$"0D$Re)oE)G!#:7$$"2X!4$4kpjQ"!#;$"10\FyU&z$H!#;7$$"2uY$*p8fzQ"!#;$"13MP)GNP*H!#;7$$",)H.^*Q"!#5$"1&f6GD7_/$!#;7$$"2a3n"R=>"R"!#;$"28ZZ,Hcw4$!#<7$$"1(RzA"ok#R"!#:$"1"*R&*RT<SJ!#;7$$"2Os%z,zJ%R"!#;$"2b\:uc'o&=$!#<7$$"117z8)))eR"!#:$"2%Q/)f^#>DK!#<7$$"2Z&4\_XW(R"!#;$"1L.qR&\6E$!#;7$$"2AY#zG:+*R"!#;$"1Y!ft@ZRH$!#;7$$"2Gdkga*e+9!#;$"2LK[U\$3CL!#<7$$"1)fpx"GF-9!#:$"1l5S]>M_L!#;7$$"2tX"48i"QS"!#;$"1J")=D_*[P$!#;7$$"2w_bCuR`S"!#;$"2lv&3X'*)RR$!#<7$$"13;Fq$opS"!#:$"2B59?-.4T$!#<7$$"2lG2FX$f39!#;$"0oZ6OiTU$!#:7$$"0*zpg?059!#9$"2O#eqkv(HV$!#<7$$"2(Qx/())z<T"!#;$"1U2x7bjRM!#;7$$"2yc8?lDKT"!#;$"18o*z<]?W$!#;7$$"2e;Llj;\T"!#;$"2meYL0E7W$!#<7$$"26@Uu^IlT"!#;$"1r9o:_xOM!#;7$$"2Eae3_rzT"!#;$"1zyC%Q$yHM!#;7$$"2.05*z?f>9!#;$"1T5Xi(H&=M!#;7$$"2Y*)y5QB7U"!#;$"1bjsP8f.M!#;7$$"0/e*Gp%GU"!#9$"0s(ekn9&Q$!#:7$$"1.1nl@NC9!#:$"2$ff"G>y[O$!#<7$$"2'[(*4^2"fU"!#;$"2NT/*f?qSL!#<7$$"23:!QUE_F9!#;$"2%G]pPRJ7L!#<7$$"2Qx/VOH"H9!#;$"2a&)*pqOi!G$!#<7$$"2uZ&Hv?yI9!#;$"2%>,]g(HXC$!#<7$$"2%yc.%yPAV"!#;$"2:)\AE\$)4K!#<7$$"2sY$Hnl(QV"!#;$"1=$G!fVcnJ!#;7$$"1kFbz?_N9!#:$"1kK4ZUu@J!#;7$$"1.1_Ny5P9!#:$"2%pG*4rOW2$!#<7$$"2w`dQ&yaQ9!#;$"2O*39^,%)GI!#<7$$"2&3<%\<g-W"!#;$"1`7KG@TrH!#;7$$"2w_0bt5<W"!#;$"1xdJ&3&3?H!#;7$$"2$e;G#3)RV9!#;$"1=$*\$o_t&G!#;7$$"2AW)3q;*[W"!#;$"1*>b>/l"*z#!#;7$$"1<Mjs.`Y9!#:$"20<)3W&=Dt#!#<7$$"1Gc(\!34[9!#:$"2bp=H5$RmE!#<7$$"1BYU_*=(\9!#:$"1,O]rJq%f#!#;7$$"1Fa.+T@^9!#:$"2DX#Rh=^ED!#<7$$"2b5@(=o#GX"!#;$"2jJ7<j-0X#!#<7$$"1'>*=!)>]a9!#:$"21k&)Q[P*oB!#<7$$"13;<8-'fX"!#:$"1n6GV'ReH#!#;7$$"26@UZ9NvX"!#;$"22<'\!*)yZ@#!#<7$$"14=;.A;f9!#:$"2Z))HcN;)G@!#<7$$"2D['RiRvg9!#;$"1*\`)[aiU?!#;7$$"1kFIrSHi9!#:$"2lHn&*[Xt&>!#<7$$"14=m*4/SY"!#:$"2([F&4N&eg=!#<7$$"1&**)>O1al9!#:$"2L>@N*\(=x"!#<7$$"1)f>p@"=n9!#:$"2w]9'*R6an"!#<7$$"2Mq!*o#ymo9!#;$"2/'>WY+`'e"!#<7$$"29FaU3$Hq9!#;$"2%=T'QVcy["!#<7$$"227uZKA=Z"!#;$"2.Tl)o4n$R"!#<7$$"0*zu@3Ut9!#9$"2QSH*R*GRH"!#<7$$"1$f=Zk$)\Z"!#:$"2-(49A[B&>"!#<7$$"2(>R`v(>mZ"!#;$"1[\&3Kq24"!#;7$$"2#Ry'Rc&>y9!#;$"1F'GF"Rf"*)*!#<7$$"2%)oP_.2)z9!#;$"1^3gD>TV))!#<7$$"14=ri^S"["!#:$"0LZ#=E$fz(!#;7$$"1Fa)entG["!#:$"1B$y]"GLFo!#<7$$"2--/xvcX["!#;$"1`?up'o6r&!#<7$$"2PtYh7ig["!#;$"1k^`0yQ3Z!#<7$$"2Mn%)G;nw["!#;$"1%Gcn(HjNO!#<7$$"2Z&4%yQ.#*["!#;$"2;0ZaW6kg#!#=7$$"2c8F#o"44\"!#;$"24:R9Bx>Y"!#=7$$"29F/([iQ#\"!#;$"1p<vi/-1Z!#=7$$"2x`d#[F1%\"!#;$!2ke&*f^K*Ql!#>7$$"2v\*f&p!f&\"!#;$!1%yQho_qn"!#<7$$"2a2l)H?E(\"!#;$!2K&=XHM@$z#!#=7$$"2&4>o3Tq)\"!#;$!1_>#f!R"Gv$!#<7$$"1=O7okM+:!#:$!1&\@sK?2%[!#<7$$"2;Kki!H$>]"!#;$!1"3sBB5b)e!#<7$$"1nL-3$=N]"!#:$!1e_qvsfAp!#<7$$"1x`Pxy40:!#:$!1d&4(*Rgy%z!#<7$$"2=N?!\`h1:!#;$!1[/S6MMC*)!#<7$$"2*yd0wdD3:!#;$!1&y!H(Gj&p**!#<7$$"1$em>A>)4:!#:$!2(*>,u!)pa4"!#<7$$"2oLn^nk9^"!#;$!2=(>,u4)y>"!#<7$$"2)[(\l?aH^"!#;$!2uYDA'\P*G"!#<7$$"2V&3d</g9:!#;$!2V$\JyD0*Q"!#<7$$"1$em3?xh^"!#:$!2$)48&RJ,$["!#<7$$"2%QwAY,v<:!#;$!1AEz"*o<v:!#;7$$"2(oPv$4$R>:!#;$!2L%3oRGnp;!#<7$$"2jE.%3j!4_"!#;$!2%4v]OE-b<!#<7$$"0'>>ZgXA:!#9$!2b&>(Q3w1%=!#<7$$"1*ydH9nT_"!#:$!2Ay!*==(3L>!#<7$$"204=+S;d_"!#;$!2WO?'=mr9?!#<7$$"2.-ab!3IF:!#;$!1')oN/#4h4#!#;7$$"2Jhs^57*G:!#;$!2oPJmpNm<#!#<7$$"2c5rI?$RI:!#;$!1*epTl'e[A!#;7$$"2pMpa+s>`"!#;$!2oeN8SJIK#!#<7$$"2b5@**yQN`"!#;$!2jGD&G@a%R#!#<7$$"2V%)oAw9_`"!#;$!2Z(>S***[$oC!#<7$$"19GENPpO:!#:$!2L+cG&36JD!#<7$$"2W)o2j,SQ:!#;$!2j;X$4Ip+E!#<7$$"2d4>E3S*R:!#;$!1"3Qqh>3m#!#;7$$"2=K9Dvj9a"!#;$!1-5lbrw<F!#;7$$"1w^8(=-Ja"!#:$!2%*p%R7A7wF!#<7$$"14=c\suW:!#:$!1nZ%=\];$G!#;7$$"1,-z7SCY:!#:$!2%)z"*Q#)e%zG!#<7$$"1kF&)3N$ya"!#:$!1<3O`9NFH!#;7$$"2lHf;q%Q\:!#;$!2dKJB$)*=rH!#<7$$"1#QE5@m5b"!#:$!1sK*[^Ha,$!#;7$$"2MpQT=@Db"!#;$!09M$Q'>40$!#:7$$"2,-aOF#>a:!#;$!2E]R")*3X)3$!#<7$$"2D]]c=jdb"!#;$!2XsaOd]07$!#<7$$"29D]V#*=tb"!#;$!1b[7fHF\J!#;7$$"1f<l+f()e:!#:$!29/%HQw$\<$!#<7$$"2$pQ#z"RYg:!#;$!2<R#p$><z>$!#<7$$"2X*)G'*=Z@c"!#;$!2b"[!)*)*G(=K!#<7$$"2Rv]\e!pj:!#;$!2`%o*)[")eMK!#<7$$"2U#[J9T@l:!#;$!2caDj62sC$!#<7$$"2Y!48UF%oc"!#;$!2E`uEQ^tD$!#<7$$"1$emX#yYo:!#:$!2Ywi;j@SE$!#<7$$"$d"!"#$!1;[(**o\rE$!#;-%&COLORG6'%$RGBG$""!!""$"('>!\&!")$")C)eq%!")-%+_ATTRIBUTEG6#/%'sourceG%,mathdefaultG-%%VIEWG6$;$"%b7!"$$"$d"!"#%(DEFAULTG-&%&_AXISG6#"""6&-%&COLORG6&%$RGBG$""!!""$""!!""$""!!""-%*LINESTYLEG6#""!-%*THICKNESSG6#""!-%-TRANSPARENCYG6#$""!!""-&%&_AXISG6#""#6&-%&COLORG6&%$RGBG$""!!""$""!!""$""!!""-%*LINESTYLEG6#""!-%*THICKNESSG6#""!-%-TRANSPARENCYG6#$""!!""-%+AXESLABELSG6$-I#miG6#/I+modulenameG6"I,TypesettingGI(_syslibG6"65Q"x6"/%'familyGQ!6"/%%sizeGQ#106"/%%boldGQ&false6"/%'italicGQ%true6"/%*underlineGQ&false6"/%*subscriptGQ&false6"/%,superscriptGQ&false6"/%+foregroundGQ([0,0,0]6"/%+backgroundGQ.[255,255,255]6"/%'opaqueGQ&false6"/%+executableGQ&false6"/%)readonlyGQ&false6"/%)composedGQ&false6"/%*convertedGQ&false6"/%+imselectedGQ&false6"/%,placeholderGQ&false6"/%6selection-placeholderGQ&false6"/%,mathvariantGQ'italic6"Q!6"-%)_VISIBLEG6#"""-%%ROOTG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YG6#$""!!""-%-BOUNDS_WIDTHG6#$"%+]!""-%.BOUNDS_HEIGHTG6#$"%+]!""-%)CHILDRENG6"-%+ANNOTATIONG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YG6#$""!!""-%-BOUNDS_WIDTHG6#$"%+]!""-%.BOUNDS_HEIGHTG6#$"%+]!""-%)CHILDRENG6"NiI=

All this makes sense if we look at the formulae: y;

KihJInhHNiIiIiItSSRzaW5HNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHRiQ2IywkRiMiIz9GJS1JJGV4cEdGKDYjLCRGIyEiIkYl

z;

LCYqKCwmSSJ4RzYiIyEjPyIkLCUjISNTIicsMzsiIiJGLS1JJGV4cEc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkdGJjYjLCRGJSEiIkYtLUkkY29zR0YwNiMsJEYlIiM/Ri1GOiooLCZGJSNGNUYpIyIkKlJGLEYtRi1GLkYtLUkkc2luR0YwRjhGLUY6

If we expand out LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiekYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic=, the first term is 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, which is nearly 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. The remaining terms are much smaller. The function 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 is the same as 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 shifted by a quarter cycle (because 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). Thus, everything fits together. In the first step mentioned above, you might want to enter expand(z) rather than doing it by hand. This does not work very well, as Maple insists on converting LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiYtRiw2JVEkY29zRicvRjBRJmZhbHNlRicvRjNRJ25vcm1hbEYnLUkjbW9HRiQ2LVEwJkFwcGx5RnVuY3Rpb247RidGPC8lJmZlbmNlR0Y7LyUqc2VwYXJhdG9yR0Y7LyUpc3RyZXRjaHlHRjsvJSpzeW1tZXRyaWNHRjsvJShsYXJnZW9wR0Y7LyUubW92YWJsZWxpbWl0c0dGOy8lJ2FjY2VudEdGOy8lJ2xzcGFjZUdRJjAuMGVtRicvJSdyc3BhY2VHRlItSShtZmVuY2VkR0YkNiQtRiM2JkYrLUYjNiYtSSNtbkdGJDYkUSMyMEYnRjwtRj82LVExJkludmlzaWJsZVRpbWVzO0YnRjxGQkZERkZGSEZKRkxGTkZQRlMtRiw2JVEieEYnRi9GMkY8RitGPEY8RjxGK0Y8 into a polynomial in LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2JVEhRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLUYjNiYtRiw2JVEkY29zRicvRjBRJmZhbHNlRicvRjNRJ25vcm1hbEYnLUkjbW9HRiQ2LVEwJkFwcGx5RnVuY3Rpb247RidGPC8lJmZlbmNlR0Y7LyUqc2VwYXJhdG9yR0Y7LyUpc3RyZXRjaHlHRjsvJSpzeW1tZXRyaWNHRjsvJShsYXJnZW9wR0Y7LyUubW92YWJsZWxpbWl0c0dGOy8lJ2FjY2VudEdGOy8lJ2xzcGFjZUdRJjAuMGVtRicvJSdyc3BhY2VHRlItSShtZmVuY2VkR0YkNiQtRiM2JC1GLDYlUSJ4RidGL0YyRjxGPEY8RitGPA==, giving a very messy result. However, the following (rather obscure) syntax does the trick: evalf(frontend('expand',[z]));

LCoqKC1JJGV4cEc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkc2IjYjLCRJInhHRikkISIiIiIhIiIiLUkkY29zR0YmNiMsJEYsJCIjP0YvRjBGLEYwJCErV0IxdioqISM1KiZGJEYwRjFGMCQhK1FNNHZcISM3KihGLEYwLUkkc2luR0YmRjNGMEYkRjAkIStzNmAoKVwhIzYqJkYkRjBGP0YwJCIrMGRsaVxGQw==

We now consider 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: plot(y^2+z^2,x=0..6);

6*-%'CURVESG6$7idl7$$""!!""$"2xMa@Zb^Z#!#@7$$"1U%)oPvS')y!#=$"1\c&p(p4iD!#?7$$"2%)oPv]"Gx:!#=$"1$poLCxAJ%!#?7$$"206AW)=gr>!#=$"1eL6>$HD5(!#?7$$"2G`18EAfO#!#=$"1_sAkUI;7!#>7$$"1b4>QECgF!#<$"2KRxr$=IO?!#?7$$"1x`2:IcaJ!#<$"2YCpy6/>E$!#?7$$"2w_06AZp_%!#=$"1oj#>fP[>"!#=7$$"1yc8F9L**e!#<$"2M)*HrSe$fH!#>7$$"1@V'Gd5h)*)!#<$"1jQuX/'>'**!#=7$$"2jBZ%*3N$47!#<$"1T<B.D1"p"!#<7$$"2/3;K*ok'G"!#<$"2PW:vRnEz"!#=7$$"2Y#\)ppeRO"!#<$"2&zt.*G"Hf=!#=7$$"2nMp))f9ES"!#<$"2Fs1'p?c!)=!#=7$$"2)oPv+0FT9!#<$"2E0[_`8\*=!#=7$$"1">QESE*z9!#;$"2:vUxF#[.>!#=7$$"18E_/Be=:!#;$"2MJ$o#==w!>!#=7$$"03;KCg-f"!#:$"2CH7A9g)3>!#=7$$"2va4>=Q>m"!#<$"1^">iky5">!#<7$$"26Gc7:xxp"!#<$"0FW@^eh">!#;7$$"2[,.17;Ot"!#<$"2BTv>@)zD>!#=7$$"2&[(\**3b%p<!#<$"0:%4WrOT>!#;7$$"2A['HfSH0=!#<$"2u*G`]I9k>!#=7$$"23<MowIP&>!#<$"2="Q[t)Hw:#!#=7$$"1f=Puu;-@!#;$"2(HR!z*3SRD!#=7$$"1BY#\Q%>4C!#;$"2'QqZ")er#z$!#=7$$"129GcmB:F!#;$"0&o^"*4Je\!#;7$$"1v],.xjsG!#;$"2vD>Xl5iF&!#=7$$"2Nu[(\(Q+.$!#<$"2wfV6;M\R&!#=7$$"2Y$pQxwnoJ!#<$"2Ouk')3tmS&!#=7$$"2d7D]g;tI$!#<$"1$)*[:X=jU&!#<7$$"1D]+,7RjM!#;$"2E-]&zuRmb!#=7$$"1D\)pzl%>O!#;$"2Nj@e*)**Q!f!#=7$$"2xe<Nq'*G$R!#<$"1QKhVZ$y4(!#<7$$"2D['Hfa%\B%!#<$"1XSNd%*>_#)!#<7$$"029G1!4sV!#:$"1$=V*)RBCd)!#<7$$"1e;LmYB4X!#;$"1)>(*ymQ$R()!#<7$$"1uZ&f@/+b%!#;$"0-3!)z&)Rw)!#;7$$"1*)ydlPx!f%!#;$"0f'=%*o!)z()!#;7$$"2W+,_JV:j%!#<$"/BUS)=')y)!#:7$$"07C['GJsY!#:$"1N%*[djQ#z)!#<7$$"29NqS'>&Qv%!#<$"1.NkAL0$z)!#<7$$"2De;L1"RN[!#<$"1niQ/WN)z)!#<7$$"16AW)oRN(\!#;$"1$*)Qg1"pf))!#<7$$"1Ryc8$)o6^!#;$"1<<Ng%G0.*!#<7$$"1([(\*p(3La!#;$"1vm?^y)3()*!#<7$$"1w`2:1e<d!#;$"29"*3&zc;v5!#<7$$"1-17Cvkte!#;$"2P&RjV2P46!#<7$$"1He;LWrHg!#;$"2&)Q.$fGfG6!#<7$$"1ze<N2-/h!#;$"2_0]](G+L6!#<7$$"1Hf=PqKyh!#;$"2\b")=.Q^8"!#<7$$"1a4>)=![:i!#;$"1P:V/RfN6!#;7$$"1zf>RLj_i!#;$"2@$H[OJyN6!#<7$$"1/5?!\'y*G'!#;$"2a\_!\]"e8"!#<7$$"0.17kRpK'!#:$"21'fhB()zN6!#<7$$"1"Hem00dO'!#;$"11D#[GXe8"!#;7$$"1`06s/Z/k!#;$"2cmc>9qg8"!#<7$$"19Gc()eBVk!#;$"2*o[/E(zl8"!#<7$$"1v],.8+#['!#;$"28!oW.&pu8"!#<7$$"1)f>R8K&fl!#;$"2l&y:;ZqS6!#<7$$"1@T#['H1Pm!#;$"2=[fpj^i9"!#<7$$"1&)oPvzXzn!#;$"0s&z!RqH;"!#:7$$"1['Hf)H&=#p!#;$"2(3Dx1g+(="!#<7$$"1Pu[(\P!Hs!#;$"23jR-@ajC"!#<7$$"1CY#\ow&)Q(!#;$"2M*RB4]Fq7!#<7$$"14=Ose6[v!#;$"2y?&e?$*)\G"!#<7$$"1a4>Qbb<w!#;$"2x(Qos8d)G"!#<7$$"/,-/_*po(!#9$"2[m@F%)Q2H"!#<7$$"1sY$p.:<s(!#;$"2:tA0i*Q"H"!#<7$$"1X#\)p[Vcx!#;$"2vv#pZ4"=H"!#<7$$"1=Qw-Z:"z(!#;$"12v9!)*\?H"!#;7$$"1"Ryc`ue#y!#;$"2ne.k([:#H"!#<7$$"1xc8x7(3!z!#;$"2')HwQD]@H"!#<7$$"1kHf=!oe(z!#;$"2**G7920AH"!#<7$$"13;K*QmL,)!#;$"2e'f92NQ#H"!#<7$$"1^-0gZ'30)!#;$"2%Gw!=r?FH"!#<7$$"1&*)y28j$)3)!#;$"27C7K=_KH"!#<7$$"1Pv],:'e7)!#;$"29w\BE1SH"!#<7$$"1c6BY%>3G)!#;$"1)['z)e/)*H"!#;7$$"1tZ&4RxdV)!#;$"20Hn/s<(48!#<7$$"1`18E'p*Q()!#;$"2a$H\ry+M8!#<7$$"1@T#[mYc)))!#;$"2s:qqooQM"!#<7$$"1(e<NqBB.*!#;$"2.-ipwU2N"!#<7$$"1%)oPDOv8"*!#;$"2(yd!4O1KN"!#<7$$"1"=Osa$=&>*!#;$"2XJu]J=[N"!#<7$$"1xa4pMhw#*!#;$"18**p/qtb8!#;7$$"1tZ&4RV!e$*!#;$"2n]`KMXhN"!#<7$$"/,-/-Q/&*!#9$"2EiC-C^hN"!#<7$$"1Ea3<qr]'*!#;$"2xVbr%p%eN"!#<7$$"1sX"He3K'**!#;$"1`a'3HJ\N"!#;7$$"2sY$pQsjC5!#;$"21Dg!Q!*H_8!#<7$$"2_/4=_%fb5!#;$"2C%QY"*o'zM"!#<7$$"2kJjE"Hs%3"!#;$"1#y<CUJiM"!#;7$$"1MoO$pY**4"!#:$"1^<=FtFY8!#;7$$"2;NqSZq^6"!#;$"1ZS3@TvX8!#;7$$"2-3;#)[7E7"!#;$"2m8Jgrj[M"!#<7$$"14=O-X0I6!#:$"1w4EQFMV8!#;7$$"2x`2l^'\P6!#;$"2$z4<))32T8!#<7$$"2iE`1`Q\9"!#;$"27R$*e8yzL"!#<7$$"2BZ%*)G2_g6!#;$"1TNA!Q#*)G8!#;7$$"2#yc8FH5w6!#;$"2yy!**=&[rJ"!#<7$$"1BY#\%z617!#:$"2V()p&)*Hl%H"!#<7$$"24>Qwh"z87!#;$"2U)f=@(R/H"!#<7$$"2*e<N!Hl9A"!#;$"2t8')Rx(>(G"!#<7$$"2nKlI'*Q"H7!#;$"2#37:.?&\G"!#<7$$"2W*)ydj7oB"!#;$"2mcmq,AOG"!#<7$$"1'=Pu*G._7!#:$"2%oc2B1*GG"!#<7$$"2uZ&4fJDn7!#;$"1.`cG7k#G"!#;7$$"2LmK!>'\2F"!#;$"2)z"=#=<N#G"!#<7$$"2$\)p*ygCu7!#;$"2_yaDl->G"!#<7$$"2a.2*QDux7!#;$"2Gkqy&HE"G"!#<7$$"27AW))**Q7G"!#;$"2G\oy]//G"!#<7$$"2Hf=(=>B)G"!#;$"1A$*QXs$zF"!#;7$$"2['HfQ[A&H"!#;$"1mv%)onNu7!#;7$$"1JiC*=a7J"!#:$"2m4Fxb^<E"!#<7$$"2v\**)RNGF8!#;$"2$H4'>w_SC"!#<7$$"18E_Cs&fN"!#:$"2a8y]sx'47!#<7$$"2tY$p)GV7P"!#;$"2O'p?+r(f>"!#<7$$"2<KkGNHlQ"!#;$"2Fv*>z@(z="!#<7$$"2#e;LJq=!R"!#;$"2<!fGvz)o="!#<7$$"1&**)z4Z%QR"!#:$"2j!*pB*>3'="!#<7$$"2=Lm#)Q-vR"!#;$"2#>tfm7_&="!#<7$$"2$oOtm+;,9!#;$"2=7s'*)p;&="!#<7$$"2<MoOUv%39!#;$"1CQgA#)*[="!#;7$$"1:Ig!y!z:9!#:$"1XKh!Q")[="!#;7$$"2V([Zi@&)>9!#;$"2&[ecbU#[="!#<7$$"2PtYVa8RU"!#;$"2P+3OzRY="!#<7$$"1$f=i#\(zU"!#:$"2vxwV#pD%="!#<7$$"2BX!43j.K9!#;$"2N5ZH"*3O="!#<7$$"1rT$=2f,W"!#:$"2`+aZ-$G"="!#<7$$"2&*)ydN=G[9!#;$"2iu]SJ!Gx6!#<7$$"2sY$po#\BY"!#;$"28e$4`@&e;"!#<7$$"1X!4=q;kZ"!#:$"2&=<1jX5\6!#<7$$"2e;Lm-]$3:!#;$"2K))oTimI5"!#<7$$"2>S!31>!H_"!#;$"2GW(y**p!e3"!#<7$$"2#Qw_&y`u`"!#;$"29VEIeaV2"!#<7$$"2"Gc7?DTX:!#;$"2$>l["[622"!#<7$$"1=Osa7P`:!#:$"10wt]Zno5!#;7$$"18E-A1Nd:!#:$"2ccqmjR"o5!#<7$$"13;K*)*H8c"!#:$"2O<i`WXy1"!#<7$$"2Hg?mN4`c"!#;$"2kJZ!eFsn5!#<7$$"1)f>Rs)Gp:!#:$"2;(fvPupn5!#<7$$"2C_/fwbhd"!#;$"1Ph#yQdw1"!#;7$$"1Z%*)y!G-$e"!#:$"2r5pz%4Gn5!#<7$$"2%4>))GjX'e"!#;$"29E$zBz%o1"!#<7$$"2<Pu)\)*))*e"!#;$"2PcK@w$>m5!#<7$$"1Mo'3PBLf"!#:$"1#\&4Q)z_1"!#;7$$"2jHf=*ov'f"!#;$"2"QMM&HsS1"!#<7$$"2'e<N5%)R7;!#;$"2kU/Vc@U0"!#<7$$"1@U%)G*R!G;!#:$"2&*3DI;;p."!#<7$$"2[&4>)zd#e;!#;$"1Xoav8o5**!#<7$$"2T"GcioNt;!#;$"1\e$eGa")p*!#<7$$"2LnMp#fX)o"!#;$"0yB(p]YV&*!#;7$$"2(oPv&oxfp"!#;$"1H]S!*3#G\*!#<7$$"2U'GdW%*\.<!#;$"1p%p"31?f%*!#<7$$"17C)RKgsq"!#:$"1&>G'ok4[%*!#<7$$"2)f>R.7-6<!#;$"1L'Q5we-W*!#<7$$"2v],G3#y9<!#;$"1m^[6&*=N%*!#<7$$"2`06A'Ha=<!#;$"1Y4bm"GBV*!#<7$$"2nJjw,pds"!#;$"1#G.BDd2V*!#<7$$"2zd:J2&*Ht"!#;$"1$=4'\EUI%*!#<7$$"2&3<%353mt"!#;$"1e&*[&*QBH%*!#<7$$"1RycG6AS<!#:$"1j]k$o%fE%*!#<7$$"2*pRHcT$Qu"!#;$"1w[(eHj>U*!#<7$$"205?S=Zuu"!#;$"1_>9u+%[T*!#<7$$"1;Kk)HqIw"!#:$"1R()\&RCeM*!#<7$$"2<LmKT$py<!#;$"1)3ktq`I?*!#<7$$"2X)oPNLZ3=!#;$"1#3DIMxWx)!#<7$$"2w_06I:)R=!#;$"1Em<6mza$)!#<7$$"2nNrUJ,S&=!#;$"1oVWH&***\#)!#<7$$"2f=PuK(=o=!#;$"1E)G<c3I?)!#<7$$"23>Qw_lQ)=!#;$"1M%eY#fk$>)!#<7$$"2e>RysV&**=!#;$"1B3JX$4t=)!#<7$$"1=Os>A02>!#:$"1&o#3T,Fs")!#<7$$"0/3;rgX">!#9$"0XE3-^S9)!#;7$$"2AY#\.#p?#>!#;$"1#zN">v8+")!#<7$$"2W)oP&px&H>!#;$"1t(f$)HZ%R!)!#<7$$"2Z)pRf&Q&f>!#;$"1-O>b(z'fw!#<7$$"2)\**)zzK3*>!#;$"1L()e#Q4JB(!#<7$$"1-/3mVC0?!#:$"1t@ro_j2r!#<7$$"1a3<Mfl>?!#:$"1s*e2W_;/(!#<7$$"1['H%)yXL-#!#:$"1QNb8'*3Lq!#<7$$"1U%)oUc.F?!#:$"1'>Q1!*>s-(!#<7$$"1Os%p\D2.#!#:$"0CJ;+"eBq!#;7$$"0.17N:W.#!#9$"1@38/^m@q!#<7$$"1=Osf]zT?!#:$"0Tasi63-(!#;7$$"117CoZ<\?!#:$"1jx<o"H,-(!#<7$$"2U*)yd!)[K0#!#;$"1s:A%Hw"=q!#<7$$"1$e;L%GKd?!#:$"1wk6@$*=9q!#<7$$"2:Fa3)oRh?!#;$"1"Ro=*o^2q!#<7$$"2(f>R=4Zl?!#;$"1cfR<Ne(*p!#<7$$"2mLnM**=O2#!#;$"0cu7I)4mp!#;7$$"2MrU&oqw"3#!#;$"0)Gir#\r"p!#;7$$"1U%)o(*=_'4#!#:$"1B$G<r!3$y'!#<7$$"1rT$osw76#!#:$"12p_sR9-m!#<7$$"2u\**)zeXT@!#;$"1;EH;No2i!#<7$$"2Qw_0f,o:#!#;$"1ei%zN<?1'!#<7$$"0.17IZ@<#!#9$"1pBO\l/yf!#<7$$"1pQxCPnv@!#:$"1Z'Gib)3nf!#<7$$"2&3<M[,?z@!#;$"2wVTnX-)ef!#=7$$"1[&4>dEF=#!#:$"1T4[B#zG&f!#<7$$"2tQxa*HD'=#!#;$"1Wzg)el*[f!#<7$$"2c18E%eI$>#!#;$"2l;T>&pdXf!#=7$$"1W([(*oe.?#!#:$"1)=[mt;_%f!#<7$$"1NqS'zwy?#!#:$"2lF!f@*4T%f!#=7$$"1F`1.\R:A!#:$"2Ex'e;e6Qf!#=7$$"2&=Os4I"HA#!#;$"1_J21$3N#f!#<7$$"2(4>Q;6VIA!#;$"14+o;]R(*e!#<7$$"2nKlI(GNXA!#;$"1GC'y!Hc0e!#<7$$"2Pu[(HYFgA!#;$"1*Q3*42$Gm&!#<7$$"19Gc7z>#H#!#:$"0n%fe@$\G&!#;7$$"1T#['pLG1B!#:$"1-5&>@)QX^!#<7$$"1oOtE)o.K#!#:$"1Hll9<;\]!#<7$$"1OtYtY\GB!#:$"1b9[661:]!#<7$$"105??0iOB!#:$"1&*f7d+&\*\!#<7$$"2)QycVMoSB!#;$"2&p_g=lB*)\!#=7$$"1tY$pOYZM#!#:$"/u_yoy&)\!#:7$$"2u],.H4)[B!#;$"1QY7Mq0%)\!#<7$$"28MoO@sGN#!#;$"1T005MY$)\!#<7$$"1Y$pQ;0-O#!#:$"1\IG:EJ$)\!#<7$$"2:NqS6QvO#!#;$"1m;)ev)H")\!#<7$$"1a3<*e/7P#!#:$"/k>wu_y\!#:7$$"1d8Fk5([P#!#:$"2;51W@lS(\!#=7$$"2$f=PRv`yB!#;$"2w->9*Qdn\!#=7$$"2<OsW,/AQ#!#;$"17]v(Ri(e\!#<7$$"1e;Lc^r'R#!#:$"1U([)[UL(*[!#<7$$"2Z&4>)HE7T#!#;$"1v:F;>d"z%!#<7$$"1<MowXVUC!#:$"2cyD)Q@LtW!#=7$$"2sW*)y$=5eC!#;$"2&*o"RqtpBV!#=7$$"2vZ&4*4pPZ#!#;$"1XIG0jy:U!#<7$$"1,-/Vl*3[#!#:$"20%fhkYb$=%!#=7$$"2Y#\)p)R-)[#!#;$"115a1h^hT!#<7$$"2nGd*3xe"\#!#;$"2&\;YyD%R:%!#=7$$"2$['H4V^^\#!#;$"2DOrq-v$[T!#=7$$"0,-H::()\#!#9$"0n2G[YX9%!#;7$$"2;Pu[()yA]#!#;$"2bwlfvd@9%!#=7$$"2`18E$pT<D!#;$"1<:^'[5-9%!#<7$$"1f<N!*\bKD!#:$"2X7`gpa98%!#=7$$"2%>QwA;%*RD!#;$"0>::dOu6%!#;7$$"0)e<b#Gta#!#9$"1$[#\BEO%4%!#<7$$"2(Rze()[raD!#;$"02%)y*\EhS!#;7$$"*_,@c#!")$"1JI*p%[2=S!#<7$$"1Y#\)p-8%f#!#:$"1l0<1=2\P!#<7$$"2c;Lm:()zg#!#;$"1U92;()yEO!#<7$$"2`3<M/W=i#!#;$"1R_44DJEN!#<7$$"1)oPDh,)HE!#:$"1Du")o%eH[$!#<7$$"1"He;=fxj#!#:$"12gAnc2^M!#<7$$"2V*)y2v;dk#!#;$"1#)\`y>9IM!#<7$$"1(\**)>Vn`E!#:$"2:T$32%z&=M!#=7$$"1jE`'QN'oE!#:$"1;WwwY68M!#<7$$"1He;`kf$o#!#:$"1mW5Y*o1T$!#<7$$"1U%)oKZ+"p#!#:$"1N3jN,!RS$!#<7$$"1b5@7IT)p#!#:$"0uO(fsc!R$!#;7$$"2xmL<H@eq#!#;$"1c`_yMDpL!#<7$$"1"Gc7dHKr#!#:$"1>u(zJv#RL!#<7$$"1C\)p"z0GF!#:$"2WHf!*o)RaK!#=7$$"2xc8FE')Gu#!#;$"20\/5YE`9$!#=7$$"1pPv5U8tF!#:$"2l/1<<XJ#H!#=7$$"1Y#\)p`;*y#!#:$"2m\Vh")e[%G!#=7$$"1BZ%*Gl>0G!#:$"1J&z$)fU]!G!#<7$$"005?`&*)>G!#9$"2;7Cu(ot%z#!#=7$$"1x`2NXfMG!#:$"16g^ov'Rz#!#<7$$"2_/4oV\=%G!#;$"1s,S@Hj"z#!#<7$$"2NrU&QV5\G!#;$"1b+&G&yM&y#!#<7$$"2=Qw-Cfj&G!#;$"2(*=O]]jNx#!#=7$$"005?99O'G!#9$"1-Bvb&H_v#!#<7$$"2wd:J)[7zG!#;$"2nvvz%[n#p#!#=7$$"106ACcj%*G!#:$"2E([)fxtKg#!#=7$$"2W)oPv&*eDH!#;$"2:^We/>lS#!#=7$$"2:D]+3"[RH!#;$"0tVSH%*)RB!#;7$$"2$=Os%esL&H!#;$"1./G=SU(H#!#<7$$"1JiCH.ghH!#:$"1s&z+QqMG#!#<7$$"1W)oP2G)pH!#:$"2oSBfk,jF#!#=7$$"1d9H=e0yH!#:$"2)zds9g%QF#!#=7$$"2.29Gc$G')H!#;$"1XX>SYftA!#<7$$"1Z%*)y:oJ*H!#:$"18'*H,e8tA!#<7$$"1C['Hv_++$!#:$"1xx%3"*Q3F#!#<7$$"1,-/[t$p+$!#:$"1mC:S'o`E#!#<7$$"2xd:J%>#Q,$!#;$"2$)z?uvgcD#!#=7$$"2&Rzedl#*HI!#;$"1v<Vx^48A!#<7$$"28Ig?<Jg/$!#;$"2Dld!>')eV@!#=7$$"0-/3wrn2$!#9$"1VLh"R"**y>!#<7$$"1AV'Gg&\!4$!#:$"2nHQ@&o"o">!#=7$$"1BY#\W>U5$!#:$"2Y&Q?!3lG(=!#=7$$"2X%*)y#RO>6$!#;$"2L"zA#[**p&=!#=7$$"1mKlSLl>J!#:$"2:'o**e(*)p%=!#=7$$"2we<&)Gqt7$!#;$"2&f*Qd2$zT=!#=7$$"2'4>QOs3NJ!#;$"2oYk2%>&*R=!#=7$$"2'\**)zVB1:$!#;$"1Gr\!G1$R=!#<7$$"2'*)zfR'fh;$!#;$"2Y-VO@]3$=!#=7$$"2'e<N+?i"=$!#;$"2jn%zb58/=!#=7$$"2v_06O%3(>$!#;$"28?o:/lfv"!#=7$$"2X"HeObvDK!#;$"1AA7l$)RJ;!#<7$$"2MoOt?*fSK!#;$"2V/5Oik$p:!#=7$$"2BX!4yGWbK!#;$"1Vo+)HZ?_"!#<7$$"1rU&3b=JE$!#:$"2[)oVq-00:!#=7$$"2-4=OA%zqK!#;$"2b$f;pG?$\"!#=7$$"2%4>Q'*)p%yK!#;$"2m)*RhZvf["!#=7$$"1Gd9pb9'G$!#:$"2yo>7tMC["!#=7$$"2vc8FoZ9I$!#;$"2ti:Zc`7["!#=7$$"2oS"G'z\nJ$!#;$"2Cn(ei:Ky9!#=7$$"2-4='[)>YK$!#;$"2$4+U4lqs9!#=7$$"2Pxa4!**[KL!#;$"1u\*[MpHY"!#<7$$"1d9H`*f.M$!#:$"2`fDXV:'[9!#=7$$"229Gc+I#[L!#;$"27tXh%\iH9!#=7$$"2(f>R)*Q4iL!#;$"2G!\:'\+lQ"!#=7$$"2)yd:"zdfP$!#;$"2(\0xu2!fL"!#=7$$"1pPv]_c"R$!#:$"1U%pPF+$z7!#<7$$"1f<N5F<2M!#:$"2nKw%oe"HB"!#=7$$"2`2:I[3]T$!#;$"27-(piIo:7!#=7$$"1#RycDWGU$!#:$"1YCZc@$H?"!#<7$$"2$3<MG+oIM!#;$"2k*)RBAkW>"!#=7$$"1D]+,e^QM!#:$"2#=$G!=Uo*="!#=7$$"0(RzQ#=OX$!#9$"2v<&\KOD(="!#=7$$"2W"Hew1soM!#;$"2)*p=*y2P'="!#=7$$"1tY$p8NC[$!#:$"1"*el:Joz6!#<7$$"1KkG(f\h\$!#:$"2(oG]z#3G;"!#=7$$"2%yc8<uX7N!#;$"2J`hf&45G6!#=7$$"2X#\)pBl(GN!#;$"248z-")[<3"!#=7$$"005?'\RcN!#9$"2=I+9-3C+"!#=7$$"2C`18$\YsN!#;$"1\(RU.GCq*!#=7$$"1:Ig+\`)e$!#:$"/0Q0vVI&*!#;7$$"2$4>QY&fFg$!#;$"1u$oo!\#4[*!#=7$$"2P!3;#>%)ph$!#;$"1zqhf&flZ*!#=7$$"1E`1$)3fKO!#:$"1%p[0s\9X*!#=7$$"1\)pRd(>[O!#:$"1ZA^([Q'R$*!#=7$$"1f=PM)eIm$!#:$"0T+j$*yL7*!#<7$$"1pQx%4?zn$!#:$"1"4E<-o>"))!#=7$$"2$yc8FC$*3P!#;$"0#**oy)QD2)!#<7$$"1b4>G><BP!#:$"1%>!oR\k2y!#=7$$"28BY#H9TPP!#;$"2:h``Xidj(!#>7$$"217C[lqFv$!#;$"13?D(y)y^v!#=7$$"0,-/))H"oP!#9$"1(fmL?))f`(!#=7$$"2'Gd9*z$3%y$!#;$"14K#o7x%Gv!#=7$$"1Z%*)yrP+!Q!#:$"2N!pr]Yzlu!#>7$$"2mFb5lDR"Q!#;$"1i'pDM6XL(!#=7$$"2c5@Ue8y#Q!#;$"1Kt>:<6Hr!#=7$$"2'>S!3G7y&Q!#;$"1(4>#G(GLb'!#=7$$"28Qw_23L(Q!#;$"2NNVd%)3iG'!#>7$$"1V([(pQ!)))Q!#:$"1F*HXzK")4'!#=7$$"2v`2:[jR!R!#;$"1*\7%)o(*=+'!#=7$$"1KjE$4B">R!#:$"21vTvxWK(f!#>7$$"1D]+,&e%[R!#:$"1l)G%=S(4&f!#=7$$"2Nu[(p/.")R!#;$"1Jd)GlDlp&!#=7$$"13=OKyH5S!#:$"1**R_rF#[D&!#=7$$"1mKl5C#f-%!#:$"1n#4uS-c-&!#=7$$"1BZ%*))paTS!#:$"1&p&*o&*>L&[!#=7$$"1Gd9z^qbS!#:$"1o$pA+N6w%!#=7$$"1LnMpL')pS!#:$"0XP$))oHBZ!#<7$$"16BY_1#35%!#:$"1Z_U5@T4Z!#=7$$"1$e;L/\*HT!#:$"10'Q$QS3tX!#=7$$"1=Os/mRgT!#:$"1**3U/f=LU!#=7$$"1KlIhY;!>%!#:$"2NF"Qd0V"*Q!#>7$$"1X*)yd!H8A%!#:$"28rzo^Fys$!#>7$$"1*)ydvSM^U!#:$"1)z1n'H+9P!#=7$$"0;KkwQ?G%!#9$"2;A<a7#4JO!#>7$$"1W([(*GzCJ%!#:$"2B^CBQJ0Q$!#>7$$"20BY#p4XSV!#;$"2O#phXf!36$!#>7$$"2Nw_0n4DP%!#;$"2&eXn#[6#RH!#>7$$"1ze<bL=,W!#:$"1_0>M0?=H!#=7$$"1)e<N[b<V%!#:$"2kf:416(zG!#>7$$"1#Gc7"p,hW!#:$"1EEZ%QA&=F!#=7$$"1c6Bmz]$\%!#:$"1f/I3fHmC!#=7$$"2:JiC$Gk@X!#;$"1#>8NYa?K#!#=7$$"1KkGdhd`X!#:$"2'>]#R3riG#!#>7$$"1/4=;*zEe%!#:$"2Xy(o%[Z#pA!#>7$$"1kGda[^9Y!#:$"2:d<(*e$))[@!#>7$$"1jD^AI)>k%!#:$"1#ziSjd'z>!#=7$$"1([(\fgEtY!#:$"2c/i%**\))H=!#>7$$"1@U%)GR[.Z!#:$"2$3%R2OFvy"!#>7$$"0%zed?oLZ!#9$"2'Ru'yw/0y"!#>7$$"1@V'G4pPw%!#:$"1h5+(*et5<!#=7$$"1nLn9Ln#z%!#:$"2B/W@_(yw:!#>7$$"1)f>Ra>R#[!#:$"2*p)*[(HJZW"!#>7$$"0:IgY*p`[!#9$"29=W2"*\gR"!#>7$$"1%ze<VT])[!#:$"2#*Q#e^$o:R"!#>7$$"1_/4eMT8\!#:$"1*[w.zmPN"!#=7$$"1iC\e)pZ%\!#:$"2_OP.@B![7!#>7$$"1^,.EQ![(\!#:$"2P=<%fFzS6!#>7$$"1^-0!pkZ+&!#:$"2H'4:RQ`*3"!#>7$$"1:KkG*eg.&!#:$"2`'*)3]=;%3"!#>7$$"07C[1#)[1&!#9$"2bD3%QS+j5!#>7$$"1sW*))*3S%4&!#:$"0Zelsl6$**!#=7$$"1zf>*>$*p7&!#:$"1)f>yjd)y*)!#>7$$"1Pu[dG]c^!#:$"/stW/j(\)!#<7$$"1jFb5?o'=&!#:$"0BvPIQMU)!#=7$$"1'Hf=Vtt@&!#:$"1oCPOJ"eI)!#>7$$"0,-/#[eX_!#9$"1<Wl0YwUy!#>7$$"1w^.Zslv_!#:$"0(\*>zn!Rr!#=7$$"0,-/w+bI&!#9$"1t=+**)**>l'!#>7$$"03;K/CuL&!#9$"1V'R&)))[3`'!#>7$$"1MpQd\fl`!#:$"1Q$>y!ob#\'!#>7$$"13;KW$)4)R&!#:$"0OKZ:ZM:'!#=7$$"1Gc7X,VFa!#:$"1)>mSrREi&!#>7$$"1@U%)GCXca!#:$"1nVSTX'>?&!#>7$$"1$oOtqgw[&!#:$"1xt"p]Dr0&!#>7$$"1W([(H_**=b!#:$"1/=x%)4*f.&!#>7$$"1Qw_0]]Zb!#:$"1[>x&\!p\[!#>7$$"1D]+@6yxb!#:$"1tMd1CXWW!#>7$$"1mKl]wK2c!#:$"1R&Q![a!H2%!#>7$$"17D]+kNRc!#:$"2(QA_:5g7R!#?7$$"1^.2u,2nc!#:$"1'3-@s9H!R!#>7$$"1jFb]/!*)p&!#:$"167PoN'**y$!#>7$$"1&4>QeA)Gd!#:$"2$*Q<JqW-]$!#?7$$"1[&4>qb%ed!#:$"2W<<cF9+>$!#?7$$"1MoO$R7")y&!#:$"1@6S"GB?.$!#>7$$"1MqST.O=e!#:$"1`]d'oDH,$!#>7$$"0*zffEU]e!#9$"1@"Gw;k5&H!#>7$$"1V'Gdm?)ze!#:$"2m\[\o@;v#!#?7$$"2lJjEFS)3f!#;$"2$*e.Er+c]#!#?7$$"2:Pu[vh)Rf!#;$"1Uj$z5FtM#!#>7$$"0:Igq:3(f!#9$"2jx&*4'4J@B!#?7$$"#g!""$"2-$>Au&*=&H#!#?-%&COLORG6'%$RGBG$")C)eq%!")$""!!""$"('>!\&!")-%+_ATTRIBUTEG6#/%'sourceG%,mathdefaultG-%%VIEWG6$;$""!!""$"#g!""%(DEFAULTG-&%&_AXISG6#"""6&-%&COLORG6&%$RGBG$""!!""$""!!""$""!!""-%*LINESTYLEG6#""!-%*THICKNESSG6#""!-%-TRANSPARENCYG6#$""!!""-&%&_AXISG6#""#6&-%&COLORG6&%$RGBG$""!!""$""!!""$""!!""-%*LINESTYLEG6#""!-%*THICKNESSG6#""!-%-TRANSPARENCYG6#$""!!""-%+AXESLABELSG6$-I#miG6#/I+modulenameG6"I,TypesettingGI(_syslibG6"65Q"x6"/%'familyGQ!6"/%%sizeGQ#106"/%%boldGQ&false6"/%'italicGQ%true6"/%*underlineGQ&false6"/%*subscriptGQ&false6"/%,superscriptGQ&false6"/%+foregroundGQ([0,0,0]6"/%+backgroundGQ.[255,255,255]6"/%'opaqueGQ&false6"/%+executableGQ&false6"/%)readonlyGQ&false6"/%)composedGQ&false6"/%*convertedGQ&false6"/%+imselectedGQ&false6"/%,placeholderGQ&false6"/%6selection-placeholderGQ&false6"/%,mathvariantGQ'italic6"Q!6"-%)_VISIBLEG6#"""-%%ROOTG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YG6#$""!!""-%-BOUNDS_WIDTHG6#$"%+]!""-%.BOUNDS_HEIGHTG6#$"%+]!""-%)CHILDRENG6"-%+ANNOTATIONG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YG6#$""!!""-%-BOUNDS_WIDTHG6#$"%+]!""-%.BOUNDS_HEIGHTG6#$"%+]!""-%)CHILDRENG6"NiI=

simplify(y^2+z^2);

LCQqJi1JJGV4cEc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkc2IjYjLCRJInhHRikhIiMiIiIsLComLCgqJEYsIiIjRi5GLCMhJysjZioiJyw7WyMiKSsvL2oiKiw/NyQ+Ri5GLi1JJGNvc0dGJjYjLCRGLCIjP0YzRi4qKiwmRixGLiNGMyIkLCVGLkYuLCZGLEYuIyEkKlJGQkYuRi4tSSRzaW5HRiZGPEYuRjpGLiMhJitnIiIlLDdGMiMhJyw3O0ZKRiwjIicrIz4kRjYjISkrL29qRjlGLkYuIyElLDciJywzOw==

The first term is 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. As LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbW5HRiQ2JFEsMjU5MjEyODIwMDFGJy8lLG1hdGh2YXJpYW50R1Enbm9ybWFsRidGLw== is close to LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbW5HRiQ2JFEsMjU4NTY5NjE2MDFGJy8lLG1hdGh2YXJpYW50R1Enbm9ybWFsRidGLw==, this is approximately 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. The other terms are much smaller, so we guess that 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 should be close to 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. We can check this graphically as follows: plot([y^2+z^2,x^2*exp(-2*x)],x=0..6);

6+-%'CURVESG6$7idl7$$""!!""$"2xMa@Zb^Z#!#@7$$"1U%)oPvS')y!#=$"1\c&p(p4iD!#?7$$"2%)oPv]"Gx:!#=$"1$poLCxAJ%!#?7$$"206AW)=gr>!#=$"1eL6>$HD5(!#?7$$"2G`18EAfO#!#=$"1_sAkUI;7!#>7$$"1b4>QECgF!#<$"2KRxr$=IO?!#?7$$"1x`2:IcaJ!#<$"2YCpy6/>E$!#?7$$"2w_06AZp_%!#=$"1oj#>fP[>"!#=7$$"1yc8F9L**e!#<$"2M)*HrSe$fH!#>7$$"1@V'Gd5h)*)!#<$"1jQuX/'>'**!#=7$$"2jBZ%*3N$47!#<$"1T<B.D1"p"!#<7$$"2/3;K*ok'G"!#<$"2PW:vRnEz"!#=7$$"2Y#\)ppeRO"!#<$"2&zt.*G"Hf=!#=7$$"2nMp))f9ES"!#<$"2Fs1'p?c!)=!#=7$$"2)oPv+0FT9!#<$"2E0[_`8\*=!#=7$$"1">QESE*z9!#;$"2:vUxF#[.>!#=7$$"18E_/Be=:!#;$"2MJ$o#==w!>!#=7$$"03;KCg-f"!#:$"2CH7A9g)3>!#=7$$"2va4>=Q>m"!#<$"1^">iky5">!#<7$$"26Gc7:xxp"!#<$"0FW@^eh">!#;7$$"2[,.17;Ot"!#<$"2BTv>@)zD>!#=7$$"2&[(\**3b%p<!#<$"0:%4WrOT>!#;7$$"2A['HfSH0=!#<$"2u*G`]I9k>!#=7$$"23<MowIP&>!#<$"2="Q[t)Hw:#!#=7$$"1f=Puu;-@!#;$"2(HR!z*3SRD!#=7$$"1BY#\Q%>4C!#;$"2'QqZ")er#z$!#=7$$"129GcmB:F!#;$"0&o^"*4Je\!#;7$$"1v],.xjsG!#;$"2vD>Xl5iF&!#=7$$"2Nu[(\(Q+.$!#<$"2wfV6;M\R&!#=7$$"2Y$pQxwnoJ!#<$"2Ouk')3tmS&!#=7$$"2d7D]g;tI$!#<$"1$)*[:X=jU&!#<7$$"1D]+,7RjM!#;$"2E-]&zuRmb!#=7$$"1D\)pzl%>O!#;$"2Nj@e*)**Q!f!#=7$$"2xe<Nq'*G$R!#<$"1QKhVZ$y4(!#<7$$"2D['Hfa%\B%!#<$"1XSNd%*>_#)!#<7$$"029G1!4sV!#:$"1$=V*)RBCd)!#<7$$"1e;LmYB4X!#;$"1)>(*ymQ$R()!#<7$$"1uZ&f@/+b%!#;$"0-3!)z&)Rw)!#;7$$"1*)ydlPx!f%!#;$"0f'=%*o!)z()!#;7$$"2W+,_JV:j%!#<$"/BUS)=')y)!#:7$$"07C['GJsY!#:$"1N%*[djQ#z)!#<7$$"29NqS'>&Qv%!#<$"1.NkAL0$z)!#<7$$"2De;L1"RN[!#<$"1niQ/WN)z)!#<7$$"16AW)oRN(\!#;$"1$*)Qg1"pf))!#<7$$"1Ryc8$)o6^!#;$"1<<Ng%G0.*!#<7$$"1([(\*p(3La!#;$"1vm?^y)3()*!#<7$$"1w`2:1e<d!#;$"29"*3&zc;v5!#<7$$"1-17Cvkte!#;$"2P&RjV2P46!#<7$$"1He;LWrHg!#;$"2&)Q.$fGfG6!#<7$$"1ze<N2-/h!#;$"2_0]](G+L6!#<7$$"1Hf=PqKyh!#;$"2\b")=.Q^8"!#<7$$"1a4>)=![:i!#;$"1P:V/RfN6!#;7$$"1zf>RLj_i!#;$"2@$H[OJyN6!#<7$$"1/5?!\'y*G'!#;$"2a\_!\]"e8"!#<7$$"0.17kRpK'!#:$"21'fhB()zN6!#<7$$"1"Hem00dO'!#;$"11D#[GXe8"!#;7$$"1`06s/Z/k!#;$"2cmc>9qg8"!#<7$$"19Gc()eBVk!#;$"2*o[/E(zl8"!#<7$$"1v],.8+#['!#;$"28!oW.&pu8"!#<7$$"1)f>R8K&fl!#;$"2l&y:;ZqS6!#<7$$"1@T#['H1Pm!#;$"2=[fpj^i9"!#<7$$"1&)oPvzXzn!#;$"0s&z!RqH;"!#:7$$"1['Hf)H&=#p!#;$"2(3Dx1g+(="!#<7$$"1Pu[(\P!Hs!#;$"23jR-@ajC"!#<7$$"1CY#\ow&)Q(!#;$"2M*RB4]Fq7!#<7$$"14=Ose6[v!#;$"2y?&e?$*)\G"!#<7$$"1a4>Qbb<w!#;$"2x(Qos8d)G"!#<7$$"/,-/_*po(!#9$"2[m@F%)Q2H"!#<7$$"1sY$p.:<s(!#;$"2:tA0i*Q"H"!#<7$$"1X#\)p[Vcx!#;$"2vv#pZ4"=H"!#<7$$"1=Qw-Z:"z(!#;$"12v9!)*\?H"!#;7$$"1"Ryc`ue#y!#;$"2ne.k([:#H"!#<7$$"1xc8x7(3!z!#;$"2')HwQD]@H"!#<7$$"1kHf=!oe(z!#;$"2**G7920AH"!#<7$$"13;K*QmL,)!#;$"2e'f92NQ#H"!#<7$$"1^-0gZ'30)!#;$"2%Gw!=r?FH"!#<7$$"1&*)y28j$)3)!#;$"27C7K=_KH"!#<7$$"1Pv],:'e7)!#;$"29w\BE1SH"!#<7$$"1c6BY%>3G)!#;$"1)['z)e/)*H"!#;7$$"1tZ&4RxdV)!#;$"20Hn/s<(48!#<7$$"1`18E'p*Q()!#;$"2a$H\ry+M8!#<7$$"1@T#[mYc)))!#;$"2s:qqooQM"!#<7$$"1(e<NqBB.*!#;$"2.-ipwU2N"!#<7$$"1%)oPDOv8"*!#;$"2(yd!4O1KN"!#<7$$"1"=Osa$=&>*!#;$"2XJu]J=[N"!#<7$$"1xa4pMhw#*!#;$"18**p/qtb8!#;7$$"1tZ&4RV!e$*!#;$"2n]`KMXhN"!#<7$$"/,-/-Q/&*!#9$"2EiC-C^hN"!#<7$$"1Ea3<qr]'*!#;$"2xVbr%p%eN"!#<7$$"1sX"He3K'**!#;$"1`a'3HJ\N"!#;7$$"2sY$pQsjC5!#;$"21Dg!Q!*H_8!#<7$$"2_/4=_%fb5!#;$"2C%QY"*o'zM"!#<7$$"2kJjE"Hs%3"!#;$"1#y<CUJiM"!#;7$$"1MoO$pY**4"!#:$"1^<=FtFY8!#;7$$"2;NqSZq^6"!#;$"1ZS3@TvX8!#;7$$"2-3;#)[7E7"!#;$"2m8Jgrj[M"!#<7$$"14=O-X0I6!#:$"1w4EQFMV8!#;7$$"2x`2l^'\P6!#;$"2$z4<))32T8!#<7$$"2iE`1`Q\9"!#;$"27R$*e8yzL"!#<7$$"2BZ%*)G2_g6!#;$"1TNA!Q#*)G8!#;7$$"2#yc8FH5w6!#;$"2yy!**=&[rJ"!#<7$$"1BY#\%z617!#:$"2V()p&)*Hl%H"!#<7$$"24>Qwh"z87!#;$"2U)f=@(R/H"!#<7$$"2*e<N!Hl9A"!#;$"2t8')Rx(>(G"!#<7$$"2nKlI'*Q"H7!#;$"2#37:.?&\G"!#<7$$"2W*)ydj7oB"!#;$"2mcmq,AOG"!#<7$$"1'=Pu*G._7!#:$"2%oc2B1*GG"!#<7$$"2uZ&4fJDn7!#;$"1.`cG7k#G"!#;7$$"2LmK!>'\2F"!#;$"2)z"=#=<N#G"!#<7$$"2$\)p*ygCu7!#;$"2_yaDl->G"!#<7$$"2a.2*QDux7!#;$"2Gkqy&HE"G"!#<7$$"27AW))**Q7G"!#;$"2G\oy]//G"!#<7$$"2Hf=(=>B)G"!#;$"1A$*QXs$zF"!#;7$$"2['HfQ[A&H"!#;$"1mv%)onNu7!#;7$$"1JiC*=a7J"!#:$"2m4Fxb^<E"!#<7$$"2v\**)RNGF8!#;$"2$H4'>w_SC"!#<7$$"18E_Cs&fN"!#:$"2a8y]sx'47!#<7$$"2tY$p)GV7P"!#;$"2O'p?+r(f>"!#<7$$"2<KkGNHlQ"!#;$"2Fv*>z@(z="!#<7$$"2#e;LJq=!R"!#;$"2<!fGvz)o="!#<7$$"1&**)z4Z%QR"!#:$"2j!*pB*>3'="!#<7$$"2=Lm#)Q-vR"!#;$"2#>tfm7_&="!#<7$$"2$oOtm+;,9!#;$"2=7s'*)p;&="!#<7$$"2<MoOUv%39!#;$"1CQgA#)*[="!#;7$$"1:Ig!y!z:9!#:$"1XKh!Q")[="!#;7$$"2V([Zi@&)>9!#;$"2&[ecbU#[="!#<7$$"2PtYVa8RU"!#;$"2P+3OzRY="!#<7$$"1$f=i#\(zU"!#:$"2vxwV#pD%="!#<7$$"2BX!43j.K9!#;$"2N5ZH"*3O="!#<7$$"1rT$=2f,W"!#:$"2`+aZ-$G"="!#<7$$"2&*)ydN=G[9!#;$"2iu]SJ!Gx6!#<7$$"2sY$po#\BY"!#;$"28e$4`@&e;"!#<7$$"1X!4=q;kZ"!#:$"2&=<1jX5\6!#<7$$"2e;Lm-]$3:!#;$"2K))oTimI5"!#<7$$"2>S!31>!H_"!#;$"2GW(y**p!e3"!#<7$$"2#Qw_&y`u`"!#;$"29VEIeaV2"!#<7$$"2"Gc7?DTX:!#;$"2$>l["[622"!#<7$$"1=Osa7P`:!#:$"10wt]Zno5!#;7$$"18E-A1Nd:!#:$"2ccqmjR"o5!#<7$$"13;K*)*H8c"!#:$"2O<i`WXy1"!#<7$$"2Hg?mN4`c"!#;$"2kJZ!eFsn5!#<7$$"1)f>Rs)Gp:!#:$"2;(fvPupn5!#<7$$"2C_/fwbhd"!#;$"1Ph#yQdw1"!#;7$$"1Z%*)y!G-$e"!#:$"2r5pz%4Gn5!#<7$$"2%4>))GjX'e"!#;$"29E$zBz%o1"!#<7$$"2<Pu)\)*))*e"!#;$"2PcK@w$>m5!#<7$$"1Mo'3PBLf"!#:$"1#\&4Q)z_1"!#;7$$"2jHf=*ov'f"!#;$"2"QMM&HsS1"!#<7$$"2'e<N5%)R7;!#;$"2kU/Vc@U0"!#<7$$"1@U%)G*R!G;!#:$"2&*3DI;;p."!#<7$$"2[&4>)zd#e;!#;$"1Xoav8o5**!#<7$$"2T"GcioNt;!#;$"1\e$eGa")p*!#<7$$"2LnMp#fX)o"!#;$"0yB(p]YV&*!#;7$$"2(oPv&oxfp"!#;$"1H]S!*3#G\*!#<7$$"2U'GdW%*\.<!#;$"1p%p"31?f%*!#<7$$"17C)RKgsq"!#:$"1&>G'ok4[%*!#<7$$"2)f>R.7-6<!#;$"1L'Q5we-W*!#<7$$"2v],G3#y9<!#;$"1m^[6&*=N%*!#<7$$"2`06A'Ha=<!#;$"1Y4bm"GBV*!#<7$$"2nJjw,pds"!#;$"1#G.BDd2V*!#<7$$"2zd:J2&*Ht"!#;$"1$=4'\EUI%*!#<7$$"2&3<%353mt"!#;$"1e&*[&*QBH%*!#<7$$"1RycG6AS<!#:$"1j]k$o%fE%*!#<7$$"2*pRHcT$Qu"!#;$"1w[(eHj>U*!#<7$$"205?S=Zuu"!#;$"1_>9u+%[T*!#<7$$"1;Kk)HqIw"!#:$"1R()\&RCeM*!#<7$$"2<LmKT$py<!#;$"1)3ktq`I?*!#<7$$"2X)oPNLZ3=!#;$"1#3DIMxWx)!#<7$$"2w_06I:)R=!#;$"1Em<6mza$)!#<7$$"2nNrUJ,S&=!#;$"1oVWH&***\#)!#<7$$"2f=PuK(=o=!#;$"1E)G<c3I?)!#<7$$"23>Qw_lQ)=!#;$"1M%eY#fk$>)!#<7$$"2e>RysV&**=!#;$"1B3JX$4t=)!#<7$$"1=Os>A02>!#:$"1&o#3T,Fs")!#<7$$"0/3;rgX">!#9$"0XE3-^S9)!#;7$$"2AY#\.#p?#>!#;$"1#zN">v8+")!#<7$$"2W)oP&px&H>!#;$"1t(f$)HZ%R!)!#<7$$"2Z)pRf&Q&f>!#;$"1-O>b(z'fw!#<7$$"2)\**)zzK3*>!#;$"1L()e#Q4JB(!#<7$$"1-/3mVC0?!#:$"1t@ro_j2r!#<7$$"1a3<Mfl>?!#:$"1s*e2W_;/(!#<7$$"1['H%)yXL-#!#:$"1QNb8'*3Lq!#<7$$"1U%)oUc.F?!#:$"1'>Q1!*>s-(!#<7$$"1Os%p\D2.#!#:$"0CJ;+"eBq!#;7$$"0.17N:W.#!#9$"1@38/^m@q!#<7$$"1=Osf]zT?!#:$"0Tasi63-(!#;7$$"117CoZ<\?!#:$"1jx<o"H,-(!#<7$$"2U*)yd!)[K0#!#;$"1s:A%Hw"=q!#<7$$"1$e;L%GKd?!#:$"1wk6@$*=9q!#<7$$"2:Fa3)oRh?!#;$"1"Ro=*o^2q!#<7$$"2(f>R=4Zl?!#;$"1cfR<Ne(*p!#<7$$"2mLnM**=O2#!#;$"0cu7I)4mp!#;7$$"2MrU&oqw"3#!#;$"0)Gir#\r"p!#;7$$"1U%)o(*=_'4#!#:$"1B$G<r!3$y'!#<7$$"1rT$osw76#!#:$"12p_sR9-m!#<7$$"2u\**)zeXT@!#;$"1;EH;No2i!#<7$$"2Qw_0f,o:#!#;$"1ei%zN<?1'!#<7$$"0.17IZ@<#!#9$"1pBO\l/yf!#<7$$"1pQxCPnv@!#:$"1Z'Gib)3nf!#<7$$"2&3<M[,?z@!#;$"2wVTnX-)ef!#=7$$"1[&4>dEF=#!#:$"1T4[B#zG&f!#<7$$"2tQxa*HD'=#!#;$"1Wzg)el*[f!#<7$$"2c18E%eI$>#!#;$"2l;T>&pdXf!#=7$$"1W([(*oe.?#!#:$"1)=[mt;_%f!#<7$$"1NqS'zwy?#!#:$"2lF!f@*4T%f!#=7$$"1F`1.\R:A!#:$"2Ex'e;e6Qf!#=7$$"2&=Os4I"HA#!#;$"1_J21$3N#f!#<7$$"2(4>Q;6VIA!#;$"14+o;]R(*e!#<7$$"2nKlI(GNXA!#;$"1GC'y!Hc0e!#<7$$"2Pu[(HYFgA!#;$"1*Q3*42$Gm&!#<7$$"19Gc7z>#H#!#:$"0n%fe@$\G&!#;7$$"1T#['pLG1B!#:$"1-5&>@)QX^!#<7$$"1oOtE)o.K#!#:$"1Hll9<;\]!#<7$$"1OtYtY\GB!#:$"1b9[661:]!#<7$$"105??0iOB!#:$"1&*f7d+&\*\!#<7$$"2)QycVMoSB!#;$"2&p_g=lB*)\!#=7$$"1tY$pOYZM#!#:$"/u_yoy&)\!#:7$$"2u],.H4)[B!#;$"1QY7Mq0%)\!#<7$$"28MoO@sGN#!#;$"1T005MY$)\!#<7$$"1Y$pQ;0-O#!#:$"1\IG:EJ$)\!#<7$$"2:NqS6QvO#!#;$"1m;)ev)H")\!#<7$$"1a3<*e/7P#!#:$"/k>wu_y\!#:7$$"1d8Fk5([P#!#:$"2;51W@lS(\!#=7$$"2$f=PRv`yB!#;$"2w->9*Qdn\!#=7$$"2<OsW,/AQ#!#;$"17]v(Ri(e\!#<7$$"1e;Lc^r'R#!#:$"1U([)[UL(*[!#<7$$"2Z&4>)HE7T#!#;$"1v:F;>d"z%!#<7$$"1<MowXVUC!#:$"2cyD)Q@LtW!#=7$$"2sW*)y$=5eC!#;$"2&*o"RqtpBV!#=7$$"2vZ&4*4pPZ#!#;$"1XIG0jy:U!#<7$$"1,-/Vl*3[#!#:$"20%fhkYb$=%!#=7$$"2Y#\)p)R-)[#!#;$"115a1h^hT!#<7$$"2nGd*3xe"\#!#;$"2&\;YyD%R:%!#=7$$"2$['H4V^^\#!#;$"2DOrq-v$[T!#=7$$"0,-H::()\#!#9$"0n2G[YX9%!#;7$$"2;Pu[()yA]#!#;$"2bwlfvd@9%!#=7$$"2`18E$pT<D!#;$"1<:^'[5-9%!#<7$$"1f<N!*\bKD!#:$"2X7`gpa98%!#=7$$"2%>QwA;%*RD!#;$"0>::dOu6%!#;7$$"0)e<b#Gta#!#9$"1$[#\BEO%4%!#<7$$"2(Rze()[raD!#;$"02%)y*\EhS!#;7$$"*_,@c#!")$"1JI*p%[2=S!#<7$$"1Y#\)p-8%f#!#:$"1l0<1=2\P!#<7$$"2c;Lm:()zg#!#;$"1U92;()yEO!#<7$$"2`3<M/W=i#!#;$"1R_44DJEN!#<7$$"1)oPDh,)HE!#:$"1Du")o%eH[$!#<7$$"1"He;=fxj#!#:$"12gAnc2^M!#<7$$"2V*)y2v;dk#!#;$"1#)\`y>9IM!#<7$$"1(\**)>Vn`E!#:$"2:T$32%z&=M!#=7$$"1jE`'QN'oE!#:$"1;WwwY68M!#<7$$"1He;`kf$o#!#:$"1mW5Y*o1T$!#<7$$"1U%)oKZ+"p#!#:$"1N3jN,!RS$!#<7$$"1b5@7IT)p#!#:$"0uO(fsc!R$!#;7$$"2xmL<H@eq#!#;$"1c`_yMDpL!#<7$$"1"Gc7dHKr#!#:$"1>u(zJv#RL!#<7$$"1C\)p"z0GF!#:$"2WHf!*o)RaK!#=7$$"2xc8FE')Gu#!#;$"20\/5YE`9$!#=7$$"1pPv5U8tF!#:$"2l/1<<XJ#H!#=7$$"1Y#\)p`;*y#!#:$"2m\Vh")e[%G!#=7$$"1BZ%*Gl>0G!#:$"1J&z$)fU]!G!#<7$$"005?`&*)>G!#9$"2;7Cu(ot%z#!#=7$$"1x`2NXfMG!#:$"16g^ov'Rz#!#<7$$"2_/4oV\=%G!#;$"1s,S@Hj"z#!#<7$$"2NrU&QV5\G!#;$"1b+&G&yM&y#!#<7$$"2=Qw-Cfj&G!#;$"2(*=O]]jNx#!#=7$$"005?99O'G!#9$"1-Bvb&H_v#!#<7$$"2wd:J)[7zG!#;$"2nvvz%[n#p#!#=7$$"106ACcj%*G!#:$"2E([)fxtKg#!#=7$$"2W)oPv&*eDH!#;$"2:^We/>lS#!#=7$$"2:D]+3"[RH!#;$"0tVSH%*)RB!#;7$$"2$=Os%esL&H!#;$"1./G=SU(H#!#<7$$"1JiCH.ghH!#:$"1s&z+QqMG#!#<7$$"1W)oP2G)pH!#:$"2oSBfk,jF#!#=7$$"1d9H=e0yH!#:$"2)zds9g%QF#!#=7$$"2.29Gc$G')H!#;$"1XX>SYftA!#<7$$"1Z%*)y:oJ*H!#:$"18'*H,e8tA!#<7$$"1C['Hv_++$!#:$"1xx%3"*Q3F#!#<7$$"1,-/[t$p+$!#:$"1mC:S'o`E#!#<7$$"2xd:J%>#Q,$!#;$"2$)z?uvgcD#!#=7$$"2&Rzedl#*HI!#;$"1v<Vx^48A!#<7$$"28Ig?<Jg/$!#;$"2Dld!>')eV@!#=7$$"0-/3wrn2$!#9$"1VLh"R"**y>!#<7$$"1AV'Gg&\!4$!#:$"2nHQ@&o"o">!#=7$$"1BY#\W>U5$!#:$"2Y&Q?!3lG(=!#=7$$"2X%*)y#RO>6$!#;$"2L"zA#[**p&=!#=7$$"1mKlSLl>J!#:$"2:'o**e(*)p%=!#=7$$"2we<&)Gqt7$!#;$"2&f*Qd2$zT=!#=7$$"2'4>QOs3NJ!#;$"2oYk2%>&*R=!#=7$$"2'\**)zVB1:$!#;$"1Gr\!G1$R=!#<7$$"2'*)zfR'fh;$!#;$"2Y-VO@]3$=!#=7$$"2'e<N+?i"=$!#;$"2jn%zb58/=!#=7$$"2v_06O%3(>$!#;$"28?o:/lfv"!#=7$$"2X"HeObvDK!#;$"1AA7l$)RJ;!#<7$$"2MoOt?*fSK!#;$"2V/5Oik$p:!#=7$$"2BX!4yGWbK!#;$"1Vo+)HZ?_"!#<7$$"1rU&3b=JE$!#:$"2[)oVq-00:!#=7$$"2-4=OA%zqK!#;$"2b$f;pG?$\"!#=7$$"2%4>Q'*)p%yK!#;$"2m)*RhZvf["!#=7$$"1Gd9pb9'G$!#:$"2yo>7tMC["!#=7$$"2vc8FoZ9I$!#;$"2ti:Zc`7["!#=7$$"2oS"G'z\nJ$!#;$"2Cn(ei:Ky9!#=7$$"2-4='[)>YK$!#;$"2$4+U4lqs9!#=7$$"2Pxa4!**[KL!#;$"1u\*[MpHY"!#<7$$"1d9H`*f.M$!#:$"2`fDXV:'[9!#=7$$"229Gc+I#[L!#;$"27tXh%\iH9!#=7$$"2(f>R)*Q4iL!#;$"2G!\:'\+lQ"!#=7$$"2)yd:"zdfP$!#;$"2(\0xu2!fL"!#=7$$"1pPv]_c"R$!#:$"1U%pPF+$z7!#<7$$"1f<N5F<2M!#:$"2nKw%oe"HB"!#=7$$"2`2:I[3]T$!#;$"27-(piIo:7!#=7$$"1#RycDWGU$!#:$"1YCZc@$H?"!#<7$$"2$3<MG+oIM!#;$"2k*)RBAkW>"!#=7$$"1D]+,e^QM!#:$"2#=$G!=Uo*="!#=7$$"0(RzQ#=OX$!#9$"2v<&\KOD(="!#=7$$"2W"Hew1soM!#;$"2)*p=*y2P'="!#=7$$"1tY$p8NC[$!#:$"1"*el:Joz6!#<7$$"1KkG(f\h\$!#:$"2(oG]z#3G;"!#=7$$"2%yc8<uX7N!#;$"2J`hf&45G6!#=7$$"2X#\)pBl(GN!#;$"248z-")[<3"!#=7$$"005?'\RcN!#9$"2=I+9-3C+"!#=7$$"2C`18$\YsN!#;$"1\(RU.GCq*!#=7$$"1:Ig+\`)e$!#:$"/0Q0vVI&*!#;7$$"2$4>QY&fFg$!#;$"1u$oo!\#4[*!#=7$$"2P!3;#>%)ph$!#;$"1zqhf&flZ*!#=7$$"1E`1$)3fKO!#:$"1%p[0s\9X*!#=7$$"1\)pRd(>[O!#:$"1ZA^([Q'R$*!#=7$$"1f=PM)eIm$!#:$"0T+j$*yL7*!#<7$$"1pQx%4?zn$!#:$"1"4E<-o>"))!#=7$$"2$yc8FC$*3P!#;$"0#**oy)QD2)!#<7$$"1b4>G><BP!#:$"1%>!oR\k2y!#=7$$"28BY#H9TPP!#;$"2:h``Xidj(!#>7$$"217C[lqFv$!#;$"13?D(y)y^v!#=7$$"0,-/))H"oP!#9$"1(fmL?))f`(!#=7$$"2'Gd9*z$3%y$!#;$"14K#o7x%Gv!#=7$$"1Z%*)yrP+!Q!#:$"2N!pr]Yzlu!#>7$$"2mFb5lDR"Q!#;$"1i'pDM6XL(!#=7$$"2c5@Ue8y#Q!#;$"1Kt>:<6Hr!#=7$$"2'>S!3G7y&Q!#;$"1(4>#G(GLb'!#=7$$"28Qw_23L(Q!#;$"2NNVd%)3iG'!#>7$$"1V([(pQ!)))Q!#:$"1F*HXzK")4'!#=7$$"2v`2:[jR!R!#;$"1*\7%)o(*=+'!#=7$$"1KjE$4B">R!#:$"21vTvxWK(f!#>7$$"1D]+,&e%[R!#:$"1l)G%=S(4&f!#=7$$"2Nu[(p/.")R!#;$"1Jd)GlDlp&!#=7$$"13=OKyH5S!#:$"1**R_rF#[D&!#=7$$"1mKl5C#f-%!#:$"1n#4uS-c-&!#=7$$"1BZ%*))paTS!#:$"1&p&*o&*>L&[!#=7$$"1Gd9z^qbS!#:$"1o$pA+N6w%!#=7$$"1LnMpL')pS!#:$"0XP$))oHBZ!#<7$$"16BY_1#35%!#:$"1Z_U5@T4Z!#=7$$"1$e;L/\*HT!#:$"10'Q$QS3tX!#=7$$"1=Os/mRgT!#:$"1**3U/f=LU!#=7$$"1KlIhY;!>%!#:$"2NF"Qd0V"*Q!#>7$$"1X*)yd!H8A%!#:$"28rzo^Fys$!#>7$$"1*)ydvSM^U!#:$"1)z1n'H+9P!#=7$$"0;KkwQ?G%!#9$"2;A<a7#4JO!#>7$$"1W([(*GzCJ%!#:$"2B^CBQJ0Q$!#>7$$"20BY#p4XSV!#;$"2O#phXf!36$!#>7$$"2Nw_0n4DP%!#;$"2&eXn#[6#RH!#>7$$"1ze<bL=,W!#:$"1_0>M0?=H!#=7$$"1)e<N[b<V%!#:$"2kf:416(zG!#>7$$"1#Gc7"p,hW!#:$"1EEZ%QA&=F!#=7$$"1c6Bmz]$\%!#:$"1f/I3fHmC!#=7$$"2:JiC$Gk@X!#;$"1#>8NYa?K#!#=7$$"1KkGdhd`X!#:$"2'>]#R3riG#!#>7$$"1/4=;*zEe%!#:$"2Xy(o%[Z#pA!#>7$$"1kGda[^9Y!#:$"2:d<(*e$))[@!#>7$$"1jD^AI)>k%!#:$"1#ziSjd'z>!#=7$$"1([(\fgEtY!#:$"2c/i%**\))H=!#>7$$"1@U%)GR[.Z!#:$"2$3%R2OFvy"!#>7$$"0%zed?oLZ!#9$"2'Ru'yw/0y"!#>7$$"1@V'G4pPw%!#:$"1h5+(*et5<!#=7$$"1nLn9Ln#z%!#:$"2B/W@_(yw:!#>7$$"1)f>Ra>R#[!#:$"2*p)*[(HJZW"!#>7$$"0:IgY*p`[!#9$"29=W2"*\gR"!#>7$$"1%ze<VT])[!#:$"2#*Q#e^$o:R"!#>7$$"1_/4eMT8\!#:$"1*[w.zmPN"!#=7$$"1iC\e)pZ%\!#:$"2_OP.@B![7!#>7$$"1^,.EQ![(\!#:$"2P=<%fFzS6!#>7$$"1^-0!pkZ+&!#:$"2H'4:RQ`*3"!#>7$$"1:KkG*eg.&!#:$"2`'*)3]=;%3"!#>7$$"07C[1#)[1&!#9$"2bD3%QS+j5!#>7$$"1sW*))*3S%4&!#:$"0Zelsl6$**!#=7$$"1zf>*>$*p7&!#:$"1)f>yjd)y*)!#>7$$"1Pu[dG]c^!#:$"/stW/j(\)!#<7$$"1jFb5?o'=&!#:$"0BvPIQMU)!#=7$$"1'Hf=Vtt@&!#:$"1oCPOJ"eI)!#>7$$"0,-/#[eX_!#9$"1<Wl0YwUy!#>7$$"1w^.Zslv_!#:$"0(\*>zn!Rr!#=7$$"0,-/w+bI&!#9$"1t=+**)**>l'!#>7$$"03;K/CuL&!#9$"1V'R&)))[3`'!#>7$$"1MpQd\fl`!#:$"1Q$>y!ob#\'!#>7$$"13;KW$)4)R&!#:$"0OKZ:ZM:'!#=7$$"1Gc7X,VFa!#:$"1)>mSrREi&!#>7$$"1@U%)GCXca!#:$"1nVSTX'>?&!#>7$$"1$oOtqgw[&!#:$"1xt"p]Dr0&!#>7$$"1W([(H_**=b!#:$"1/=x%)4*f.&!#>7$$"1Qw_0]]Zb!#:$"1[>x&\!p\[!#>7$$"1D]+@6yxb!#:$"1tMd1CXWW!#>7$$"1mKl]wK2c!#:$"1R&Q![a!H2%!#>7$$"17D]+kNRc!#:$"2(QA_:5g7R!#?7$$"1^.2u,2nc!#:$"1'3-@s9H!R!#>7$$"1jFb]/!*)p&!#:$"167PoN'**y$!#>7$$"1&4>QeA)Gd!#:$"2$*Q<JqW-]$!#?7$$"1[&4>qb%ed!#:$"2W<<cF9+>$!#?7$$"1MoO$R7")y&!#:$"1@6S"GB?.$!#>7$$"1MqST.O=e!#:$"1`]d'oDH,$!#>7$$"0*zffEU]e!#9$"1@"Gw;k5&H!#>7$$"1V'Gdm?)ze!#:$"2m\[\o@;v#!#?7$$"2lJjEFS)3f!#;$"2$*e.Er+c]#!#?7$$"2:Pu[vh)Rf!#;$"1Uj$z5FtM#!#>7$$"0:Igq:3(f!#9$"2jx&*4'4J@B!#?7$$"#g!""$"2-$>Au&*=&H#!#?-%&COLORG6'%$RGBG$")C)eq%!")$""!!""$"('>!\&!")-%+_ATTRIBUTEG6#/%'sourceG%,mathdefaultG-%'CURVESG6$7\dl7$$"#v!"%$"*ma7a&!#87$$"$D#!"%$"+_stR[!#87$$"$v$!"%$"+y#RYI"!#77$$"$D&!"%$"+l%>:[#!#77$$"$v'!"%$"+B"o3)R!#77$$"1************\#)!#<$"+Cl(4x&!#77$$"$v*!"%$"+p>2Ay!#77$$"%D6!"%$"+*3A1,"!#67$$"%v7!"%$"+KOsf7!#67$$"%D9!"%$"+X*eq_"!#67$$"%v:!"%$"+EDL5=!#67$$"%D<!"%$"+*=)R2@!#67$$"%v=!"%$"+r8D;C!#67$$"%D?!"%$"+&y@]t#!#67$$"%v@!"%$"+;k'>1$!#67$$"%DB!"%$"+GGY&R$!#67$$"%vC!"%$"+*y-St$!#67$$"%DE!"%$"+$='=wS!#67$$"%vF!"%$"+1_r?W!#67$$"%DH!"%$"+R))QmZ!#67$$"%vI!"%$"+mv47^!#67$$"%DK!"%$"+_$=oX&!#67$$"%vL!"%$"+`)4'*z&!#67$$"%DN!"%$"2'*****R&ygRh!#=7$$"%vO!"%$"+:4-wk!#67$$"%DQ!"%$"+Wi73o!#67$$"%vR!"%$"*vl_8(!#57$$"%DT!"%$"1*****RHUoX(!#<7$$"%vU!"%$"+>hJsx!#67$$"%DW!"%$"*Y,73)!#57$$"%vX!"%$"+2L1$Q)!#67$$"2.+++++]s%!#<$"+XV^x')!#67$$"%v[!"%$"+H?@k*)!#67$$"%D]!"%$"+2e&GC*!#67$$"%v^!"%$"+(\%=8&*!#67$$"%D`!"%$"+yP(\x*!#67$$"%va!"%$"*Q.G+"!"*7$$"%Dc!"%$"+)p?s-"!#57$$"%vd!"%$"+xlt]5!#57$$"%Df!"%$"+s5Mt5!#57$$"1***********\2'!#;$"+_o-&4"!#57$$"%Di!"%$"+:!*y:6!#57$$"%vj!"%$"+>\iN6!#57$$"%Dl!"%$"+;S`a6!#57$$"%vm!"%$"+)p<D<"!#57$$"%Do!"%$"*:z&*="!"*7$$"%vp!"%$"+7Ks07!#57$$"%Dr!"%$"+Xi&4A"!#57$$"%vs!"%$"+8gGN7!#57$$"1***********\U(!#;$"+h:s[7!#57$$"1,+++++vv!#;$"+-JFh7!#57$$"%Dx!"%$"+B>&HF"!#57$$"1,+++++vy!#;$"+w-x$G"!#57$$"%D!)!"%$"+*GTPH"!#57$$"%v")!"%$"+#))yGI"!#57$$"%D$)!"%$"*o(>68!"*7$$"%v%)!"%$"+PHr=8!#57$$"%D')!"%$"+o/WD8!#57$$"%v()!"%$"+slRJ8!#57$$"%D*)!"%$"+xzfO8!#57$$"%v!*!"%$"+s<1T8!#57$$"%D#*!"%$"+d`![M"!#57$$"%v$*!"%$"+)QYyM"!#57$$"%D&*!"%$"+EF?]8!#57$$"%v'*!"%$"+&R#*=N"!#57$$"%D)*!"%$"+LN$HN"!#57$$"%v**!"%$"*OWLN"!"*7$$"&D,"!"%$"+LJ9`8!#57$$"&v-"!"%$"+="[BN"!#57$$"&D/"!"%$"+_v(4N"!#57$$"&v0"!"%$"+<'\!\8!#57$$"&D2"!"%$"+7CeY8!#57$$"&v3"!"%$"*$RfV8!"*7$$"&D5"!"%$"+E?5S8!#57$$"&v6"!"%$"+0W7O8!#57$$"&D8"!"%$"+(fy;L"!#57$$"&v9"!"%$"+W>yE8!#57$$"&D;"!"%$"+u:X@8!#57$$"&v<"!"%$"+*R/dJ"!#57$$"&D>"!"%$"*4d&48!"*7$$"&v?"!"%$"+rg-.8!#57$$"&DA"!"%$"+1v7'H"!#57$$"&vB"!"%$"+$Hx))G"!#57$$"&DD"!"%$"+[5H"G"!#57$$"&vE"!"%$"+0TQt7!#57$$"&DG"!"%$"+/:<l7!#57$$"&vH"!"%$"+*)zmc7!#57$$"&DJ"!"%$"+-!))yC"!#57$$"&vK"!"%$"+yc%)Q7!#57$$"&DM"!"%$"+V[bH7!#57$$"&vN"!"%$"+7!H+A"!#57$$"&DP"!"%$"+%Q"G57!#57$$"&vQ"!"%$"+Z[K+7!#57$$"&DS"!"%$"+r><!>"!#57$$"&vT"!"%$"+4]$)z6!#57$$"&DV"!"%$"+/fKp6!#57$$"&vW"!"%$"+zile6!#57$$"&DY"!"%$"+\u$y9"!#57$$"&vZ"!"%$"+:/)o8"!#57$$"&D\"!"%$"*(ezD6!"*7$$"&v]"!"%$")Uf96!")7$$"&D_"!"%$"+([&G.6!#57$$"&v`"!"%$"+7&z=4"!#57$$"&Db"!"%$"*w&Q!3"!"*7$$"&vc"!"%$"*U8)o5!"*7$$"&De"!"%$"+#Rrr0"!#57$$"&vf"!"%$"+)Goa/"!#57$$"&Dh"!"%$"+RCrL5!#57$$"&vi"!"%$"+**=">-"!#57$$"&Dk"!"%$"+XW255!#57$$"&vl"!"%$"+ve2#)**!#67$$"&Dn"!"%$"+Bd=j)*!#67$$"&vo"!"%$"+ZQ9W(*!#67$$"&Dq"!"%$"+av,D'*!#67$$"&vr"!"%$"+^;(e]*!#67$$"&Dt"!"%$"*\onQ*!#57$$"&vu"!"%$"+B!oxE*!#67$$"&Dw"!"%$"+\y#*["*!#67$$"&vx"!"%$"+pKII!*!#67$$"&Dz"!"%$"+Gt%>"*)!#67$$"&v!=!"%$"+x3"Rz)!#67$$"&D#=!"%$"+3ECw')!#67$$"&v$=!"%$"1*****H7*)*e&)!#<7$$"&D&=!"%$"+r\>U%)!#67$$"&v'=!"%$"+(p-fK)!#67$$"&D)=!"%$"+0H:5#)!#67$$"&v*=!"%$"+#H%)\4)!#67$$"&D">!"%$"+3PV!)z!#67$$"&v#>!"%$"1*****H?Ol'y!#<7$$"&D%>!"%$"+o]K`x!#67$$"&v&>!"%$"+&*=$3k(!#67$$"&D(>!"%$"1*****Rg'3Hv!#<7$$"&v)>!"%$"+:v6=u!#67$$"&D+#!"%$"+$Q^zI(!#67$$"&v,#!"%$"+HMh)>(!#67$$"&D.#!"%$"+4u7!4(!#67$$"&v/#!"%$"1,++Wc^#)p!#<7$$"&D1#!"%$"+m!*zvo!#67$$"&v2#!"%$"+bs**pn!#67$$"&D4#!"%$"+'\G^m'!#67$$"&v5#!"%$"+3)47c'!#67$$"&D7#!"%$"+$)pDek!#67$$"&v8#!"%$"1,++NYGcj!#<7$$"&D:#!"%$"+JiIbi!#67$$"&v;#!"%$"+OTLbh!#67$$"&D=#!"%$"+\'zj0'!#67$$"&v>#!"%$"+BIXef!#67$$"&D@#!"%$"+GNche!#67$$"&vA#!"%$"+u%>dw&!#67$$"&DC#!"%$"+W#G4n&!#67$$"&vD#!"%$"+Aj>xb!#67$$"&DF#!"%$"+N$HX[&!#67$$"&vG#!"%$"+#3KHR&!#67$$"&DI#!"%$"+m&3CI&!#67$$"&vJ#!"%$"+M?'H@&!#67$$"&DL#!"%$"2'******z\fC^!#=7$$"&vM#!"%$"+)>4t.&!#67$$"&DO#!"%$"+1e5^\!#67$$"&vP#!"%$"+o_)f'[!#67$$"&DR#!"%$"+Du%>y%!#67$$"&vS#!"%$"*_"**)p%!#57$$"&DU#!"%$"+@i6<Y!#67$$"&vV#!"%$"+^'>j`%!#67$$"&DX#!"%$"+4%*fcW!#67$$"&vY#!"%$"+$f_zP%!#67$$"&D[#!"%$"+CeP+V!#67$$"&v\#!"%$"+o_'QA%!#67$$"&D^#!"%$"+cmT[T!#67$$"&v_#!"%$"+3`-uS!#67$$"&Da#!"%$"*:'o+S!#57$$"&vb#!"%$"+NPRGR!#67$$"&Dd#!"%$"+lA9dQ!#67$$"&ve#!"%$"+-c#py$!#67$$"&Dg#!"%$"+%HPxr$!#67$$"&vh#!"%$"+)eq&\O!#67$$"&Dj#!"%$"+Y%=Ce$!#67$$"&vk#!"%$"+mNF;N!#67$$"&Dm#!"%$"+$RG6X$!#67$$"&vn#!"%$"+O^(pQ$!#67$$"&Dp#!"%$"+"y0QK$!#67$$"&vq#!"%$"+6@hhK!#67$$"&Ds#!"%$"+8dQ+K!#67$$"&vt#!"%$"+#*z6SJ!#67$$"&Dv#!"%$"*>+33$!#57$$"&vw#!"%$"+#RBC-$!#67$$"&Dy#!"%$"+R&y\'H!#67$$"&vz#!"%$"+UkX3H!#67$$"&D"G!"%$"+$zZG&G!#67$$"&v#G!"%$"+rJ9)z#!#67$$"&D%G!"%$"+eILWF!#67$$"&v&G!"%$"+YyS"p#!#67$$"&D(G!"%$"+YyNRE!#67$$"&v)G!"%$"+,L<)e#!#67$$"&D!H!"%$"+*QWy`#!#67$$"&v"H!"%$"+Q7O)[#!#67$$"&D$H!"%$"+ERrRC!#67$$"&v%H!"%$"+)\#*=R#!#67$$"&D'H!"%$"+np)[M#!#67$$"&v(H!"%$"+Ato)H#!#67$$"&D*H!"%$"+QNG`A!#67$$"&v+$!"%$"+#el'3A!#67$$"&D-$!"%$"+7M#[;#!#67$$"&v.$!"%$"+%*pu@@!#67$$"&D0$!"%$"+.jUz?!#67$$"&v1$!"%$"+E8&y.#!#67$$"&D3$!"%$"*27q*>!#57$$"&v4$!"%$"+l&)*o&>!#67$$"&D6$!"%$"+t3]<>!#67$$"&v7$!"%$"+*34)y=!#67$$"&D9$!"%$"+XL"3%=!#67$$"&v:$!"%$"+:Q].=!#67$$"&D<$!"%$"*sqow"!#57$$"&v=$!"%$"+KV!4t"!#67$$"&D?$!"%$"+t\f&p"!#67$$"&v@$!"%$"+BI$4m"!#67$$"&DB$!"%$"+D*3pi"!#67$$"&vC$!"%$"+yJ^$f"!#67$$"&DE$!"%$"+`jtg:!#67$$"&vF$!"%$"+&3p&G:!#67$$"&DH$!"%$"+"3-q\"!#67$$"&vI$!"%$"+>h-m9!#67$$"&DK$!"%$"+b?jN9!#67$$"&vL$!"%$"+A3"eS"!#67$$"&DN$!"%$"+FMbw8!#67$$"&vO$!"%$"+j4&yM"!#67$$"&DQ$!"%$"+-Yp>8!#67$$"&vR$!"%$"+.c2#H"!#67$$"&DT$!"%$"+1`)\E"!#67$$"&vU$!"%$"+V^TQ7!#67$$"&DW$!"%$"+CmN77!#67$$"&vX$!"%$"*O,o="!#57$$"&DZ$!"%$"+T5uh6!#67$$"&v[$!"%$"+`u;P6!#67$$"&D]$!"%$"+sC286!#67$$"&v^$!"%$"+l![%*3"!#67$$"&D`$!"%$"+$H'Gm5!#67$$"&va$!"%$"+3$zN/"!#67$$"&Dc$!"%$"+b$>8-"!#67$$"&vd$!"%$"+mx)\***!#77$$"&Df$!"%$"+Y+5"y*!#77$$"&vg$!"%$"+ycXr&*!#77$$"&Di$!"%$"+")3)fO*!#77$$"&vj$!"%$"+AGgk"*!#77$$"&Dl$!"%$"+7'\s'*)!#77$$"&vm$!"%$"+-.&Qx)!#77$$"&Do$!"%$"1,++*)[L%e)!#=7$$"&vp$!"%$"+2Vj)R)!#77$$"&Dr$!"%$"1,++L/o;#)!#=7$$"&vs$!"%$"+xgSQ!)!#77$$"&Du$!"%$"1*****4)\ujy!#=7$$"&vv$!"%$"*#=j#p(!#67$$"&Dx$!"%$"+&>-]_(!#77$$"&vy$!"%$"+EEzgt!#77$$"&D!Q!"%$"+_0%**>(!#77$$"&v"Q!"%$"+CVQUq!#77$$"&D$Q!"%$"2&*****4?j!))o!#>7$$"&v%Q!"%$"1*****4M<pt'!#=7$$"&D'Q!"%$")y)))e'!#57$$"&v(Q!"%$"21++S_;RW'!#>7$$"&D*Q!"%$"+Rj%>I'!#77$$"&v!R!"%$"+_4#H;'!#77$$"&D#R!"%$"+M\yEg!#77$$"&v$R!"%$"1*****fs$[$*e!#=7$$"&D&R!"%$"+;O'Hw&!#77$$"&v'R!"%$"+[<<Nc!#77$$"&D)R!"%$")h05b!#57$$"&v*R!"%$"+&[lvQ&!#77$$"&D,%!"%$"+U&\wE&!#77$$"&v-%!"%$"+C(e-:&!#77$$"&D/%!"%$"+%HW`.&!#77$$"&v0%!"%$"+9$eG#\!#77$$"&D2%!"%$"+OOv7[!#77$$"&v3%!"%$"+,R)\q%!#77$$"&D5%!"%$"+>N]*f%!#77$$"&v6%!"%$"+nwE'\%!#77$$"&D8%!"%$"+yAB&R%!#77$$"&v9%!"%$"+RSN'H%!#77$$"&D;%!"%$"*P!f*>%!#67$$"&v<%!"%$"+D%**[5%!#77$$"&D>%!"%$"+z+C7S!#77$$"&v?%!"%$"+>>d@R!#77$$"&DA%!"%$"+R_&G$Q!#77$$"&vB%!"%$"+A50YP!#77$$"&DD%!"%$"+X47hO!#77$$"&vE%!"%$"+ct-yN!#77$$"&DG%!"%$"*FLn\$!#67$$"&vH%!"%$"+pB?<M!#77$$"&DJ%!"%$"+w*)RRL!#77$$"&vK%!"%$"+j!)GjK!#77$$"&DM%!"%$"+E_$))=$!#77$$"&vN%!"%$"+$p1g6$!#77$$"&DP%!"%$")$pZ/$!#57$$"&vQ%!"%$"+%\!4vH!#77$$"&DS%!"%$"+9$Qp!H!#77$$"&vT%!"%$"+$R"GSG!#77$$"&DV%!"%$"+R*)3vF!#77$$"&vW%!"%$"+M2L6F!#77$$"&DY%!"%$"+@r(*[E!#77$$"&vZ%!"%$"+(**)*ze#!#77$$"&D\%!"%$"+0yOGD!#77$$"&v]%!"%$"+Gb0qC!#77$$"&D_%!"%$"+sY.8C!#77$$"&v`%!"%$"*FysN#!#67$$"&Db%!"%$"+j)fFI#!#77$$"&vc%!"%$")NX\A!#57$$"&De%!"%$"+@PL(>#!#77$$"&vf%!"%$"*cvj9#!#67$$"&Dh%!"%$"+JXb'4#!#77$$"&vi%!"%$"+;m%y/#!#77$$"&Dk%!"%$"+n#G-+#!#77$$"&vl%!"%$"*RwO&>!#67$$"&Dn%!"%$"+W$o"3>!#77$$"&vo%!"%$"+F>oj=!#77$$"&Dq%!"%$"+t`>?=!#77$$"&vr%!"%$"+Ytox<!#77$$"&Dt%!"%$"+Dp8O<!#77$$"&vu%!"%$"+3O_&p"!#77$$"&Dw%!"%$"+&HFel"!#77$$"&vx%!"%$"+'GGqh"!#77$$"&Dz%!"%$"+us5z:!#77$$"&v![!"%$"+P`/U:!#77$$"&D#[!"%$"+JR#e]"!#77$$"&v$[!"%$"+%)[Uq9!#77$$"&D&[!"%$"*RIeV"!#67$$"&v'[!"%$"+.I--9!#77$$"&D)[!"%$"+Ec)*o8!#77$$"&v*[!"%$"+6:qO8!#77$$"&D"\!"%$"*Da^I"!#67$$"&v#\!"%$"+oxKu7!#77$$"&D%\!"%$"+=j?W7!#77$$"&v&\!"%$"+uWx97!#77$$"&D(\!"%$"+Gr,'="!#77$$"&v)\!"%$"+"[>z:"!#77$$"&D+&!"%$"+PqYI6!#77$$"&v,&!"%$"+,ck.6!#77$$"&D.&!"%$"*FTu2"!#67$$"&v/&!"%$"+J/%=0"!#77$$"&D1&!"%$"+^(Ho-"!#77$$"&v2&!"%$"+uhR-5!#77$$"&D4&!"%$"+#=p_y*!#87$$"&v5&!"%$"+nY4_&*!#87$$"20+++++D7&!#;$"1,++^cJC$*!#>7$$"&v8&!"%$"+a@"=5*!#87$$"&D:&!"%$"+>nY%)))!#87$$"&v;&!"%$"+eV;s')!#87$$"&D=&!"%$")Dzk%)!#67$$"&v>&!"%$"1******e4Ci#)!#>7$$"&D@&!"%$"*)=Sk!)!#77$$"&vA&!"%$"1,++!op6(y!#>7$$"&DC&!"%$"+M5W#o(!#87$$"&vD&!"%$"+-[6)\(!#87$$"&DF&!"%$"+/?4=t!#87$$"&vG&!"%$"+pdFUr!#87$$"&DI&!"%$"+)Hr0(p!#87$$"&vJ&!"%$"1,++De)G!o!#>7$$"&DL&!"%$"+m&G"Rm!#87$$"&vM&!"%$"+*o5#zk!#87$$"&DO&!"%$"+"GXIK'!#87$$"2&**********\x`!#;$"+%HZ0<'!#87$$"&DR&!"%$"+9Nj@g!#87$$"&vS&!"%$"+ODAwe!#87$$"&DU&!"%$"+3ZBMd!#87$$"&vV&!"%$"1,++5@f&f&!#>7$$"1,++++]_a!#:$"+;&=-Y&!#87$$"&vY&!"%$"+_$R!G`!#87$$"&D[&!"%$"+v;)*)>&!#87$$"20+++++v\&!#;$"+GT(H2&!#87$$"&D^&!"%$"+Ap%*\\!#87$$"&v_&!"%$"+#yJ)H[!#87$$"&Da&!"%$"+W>c7Z!#87$$"&vb&!"%$"+%4s!)f%!#87$$"&Dd&!"%$"+o$)H'[%!#87$$"&ve&!"%$"+'HyrP%!#87$$"&Dg&!"%$"*z]1F%!#77$$"&vh&!"%$"+4hlmT!#87$$"&Dj&!"%$"+Oe8lS!#87$$"&vk&!"%$"*%G.mR!#77$$"&Dm&!"%$"*E"HpQ!#77$$"&vn&!"%$"+uk&[x$!#87$$"&Dp&!"%$"+t]n#o$!#87$$"&vq&!"%$"+M[p#f$!#87$$"&Ds&!"%$"+,Z'[]$!#87$$"&vt&!"%$"+`Z8>M!#87$$"2&**********\_d!#;$"+*=caL$!#87$$"&vw&!"%$"+"H"y`K!#87$$"&Dy&!"%$"+<M1uJ!#87$$"&vz&!"%$"+opD'4$!#87$$"&D"e!"%$"+mtJ?I!#87$$"1,++++]Fe!#:$"+N5?YH!#87$$"&D%e!"%$"+$QlQ(G!#87$$"&v&e!"%$"+s(oK!G!#87$$"20+++++D(e!#;$"+10PMF!#87$$"&v)e!"%$"+238nE!#87$$"&D!f!"%$"+(z5:g#!#87$$"&v"f!"%$"+uCZPD!#87$$"&D$f!"%$"+-(y\Z#!#87$$"&v%f!"%$"+#=$*RT#!#87$$"&D'f!"%$"+V/[aB!#87$$"&v(f!"%$"+=eS'H#!#87$$"&D*f!"%$"+HatRA!#8-%&COLORG6'%$RGBG$""!!""$"('>!\&!")$")C)eq%!")-%+_ATTRIBUTEG6#/%'sourceG%,mathdefaultG-%%VIEWG6$;$""!!""$"#g!""%(DEFAULTG-&%&_AXISG6#"""6&-%&COLORG6&%$RGBG$""!!""$""!!""$""!!""-%*LINESTYLEG6#""!-%*THICKNESSG6#""!-%-TRANSPARENCYG6#$""!!""-&%&_AXISG6#""#6&-%&COLORG6&%$RGBG$""!!""$""!!""$""!!""-%*LINESTYLEG6#""!-%*THICKNESSG6#""!-%-TRANSPARENCYG6#$""!!""-%+AXESLABELSG6$-I#miG6#/I+modulenameG6"I,TypesettingGI(_syslibG6"65Q"x6"/%'familyGQ!6"/%%sizeGQ#106"/%%boldGQ&false6"/%'italicGQ%true6"/%*underlineGQ&false6"/%*subscriptGQ&false6"/%,superscriptGQ&false6"/%+foregroundGQ([0,0,0]6"/%+backgroundGQ.[255,255,255]6"/%'opaqueGQ&false6"/%+executableGQ&false6"/%)readonlyGQ&false6"/%)composedGQ&false6"/%*convertedGQ&false6"/%+imselectedGQ&false6"/%,placeholderGQ&false6"/%6selection-placeholderGQ&false6"/%,mathvariantGQ'italic6"Q!6"-%)_VISIBLEG6#"""-%%ROOTG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YG6#$""!!""-%-BOUNDS_WIDTHG6#$"%+]!""-%.BOUNDS_HEIGHTG6#$"%+]!""-%)CHILDRENG6"-%+ANNOTATIONG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YG6#$""!!""-%-BOUNDS_WIDTHG6#$"%+]!""-%.BOUNDS_HEIGHTG6#$"%+]!""-%)CHILDRENG6"G6"

unassign('y','z'); _________________________________________________________________________________Exercise 6Here is a solution in a single step: solve( {seq(int(x^k*(a*x^2+b*x+c)*exp(-x),x=0..infinity)=k,k=1..3)}, {a,b,c} );

PCUvSSJhRzYiIyEiIiIiJS9JImJHRiUjIiIkIiIjL0kiY0dGJSNGJ0Yt

Here it is again, more slowly: y := (a*x^2+b*x+c)*exp(-x);

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+SSJ5R0YoKiYsKComSSJhR0YoIiIiSSJ4R0YoIiIjRjIqJkkiYkdGKEYyRjNGMkYySSJjR0YoRjJGMi1JJGV4cEdGJTYjLCRGMyEiIkYyNyNGLg==

int1 := int(x*y,x=0..infinity);

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+SSVpbnQxR0YoLChJImFHRigiIidJImJHRigiIiNJImNHRigiIiI3I0Yu

int2 := int(x^2*y,x=0..infinity);

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+SSVpbnQyR0YoLChJImFHRigiI0NJImJHRigiIidJImNHRigiIiM3I0Yu

int3 := int(x^3*y,x=0..infinity);

LV9JLFR5cGVzZXR0aW5nRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiSSxtcHJpbnRzbGFzaEdGKDYkNyM+SSVpbnQzR0YoLChJImFHRigiJD8iSSJiR0YoIiNDSSJjR0YoIiInNyNGLg==

solve({int1 = 1, int2 = 2, int3 = 3},{a,b,c});

PCUvSSJhRzYiIyEiIiIiJS9JImJHRiUjIiIkIiIjL0kiY0dGJSNGJ0Yt

unassign('y'); _________________________________________________________________________________Exercise 7 fsolve(x*(ln(ln(x)) + ln(x) - 1) = 541,{x=100});

PCMvSSJ4RzYiJCIrZGNiVjUhIig=

_________________________________________________________________________________Exercise 8 seq(a+b^n,n=2..10);

NissJiokSSJiRzYiIiIjIiIiSSJhR0YmRigsJiokRiUiIiRGKEYpRigsJiokRiUiIiVGKEYpRigsJiokRiUiIiZGKEYpRigsJiokRiUiIidGKEYpRigsJiokRiUiIihGKEYpRigsJiokRiUiIilGKEYpRigsJiokRiUiIipGKEYpRigsJiokRiUiIzVGKEYpRig=

_________________________________________________________________________________Exercise 9 with(plots): display( implicitplot(x^4+y^4=1,x=-2..2,y=-2..2), plot([cos(t)/(2+cos(4*t)),sin(t)/(2+cos(4*t)),t=0..2*Pi]) );

6+-%'CURVESG6$7cam7$$!16,T3(zG8*!#;$!1)))*e"H?rU(!#;7$$!1B(Q<NntC*!#;$!#s!"#7$$!1*zW@9P&[$*!#;$!/_&y&GYrp!#97$$!1lm6/VF`$*!#;$!$'p!"$7$$!1************f$*!#;$!1,ERH')fVp!#;7$$!1t64Q/zX%*!#;$!1************>n!#;7$$!1N+I/jR"\*!#;$!1k**p&p.')e'!#;7$$!1V&*\[GjE&*!#;$!1************zk!#;7$$!1[$)\9YD'f*!#;$!0l,bQXPC'!#:7$$!1YCE9ZG(f*!#;$!1************Ri!#;7$$!#'*!"#$!1&=<$o**3Ii!#;7$$!1Cx9GE&*e'*!#;$!"'!""7$$!1`(y-?-qn*!#;$!1[7s*z(*H#f!#;7$$!16![R'Rm7(*!#;$!$w&!"$7$$!1VHULp&3u*!#;$!1cqdmI9>c!#;7$$!1a&f9KM$f(*!#;$!1************>b!#;7$$!1,))GL#p@z*!#;$!1)>6nwIyK&!#;7$$!1DTH2yv*z*!#;$!1************z_!#;7$$!1W(>@?&zL)*!#;$!1b-)yz/i/&!#;7$$!1,]0'GJY$)*!#;$!1************R]!#;7$$!$%)*!"$$!1U"4l%4e**\!#;7$$!1cYb0"oX')*!#;$!#[!"#7$$!1N(3*)pJx')*!#;$!1l74,$oAx%!#;7$$!1cf,$>:,*)*!#;$!2'************fX!#<7$$!1f;p$yVa*)*!#;$!1T$3j@cX]%!#;7$$!1#3Y8xt<"**!#;$!2%************>V!#<7$$!0dDYLa!=**!#:$!1HWPlc%>C%!#;7$$!1o5oGn**H**!#;$!1************zS!#;7$$!1fU40YWO**!#;$!0u0\RbN)R!#:7$$!1/rP;]>X**!#;$!1************RQ!#;7$$!19O*)GHK^**!#;$!1$Q162x'GP!#;7$$!16j2FGud**!#;$!#O!"#7$$!1/@I'**pK'**!#;$!2a*yp.+twM!#<7$$!1PtvW;)z'**!#;$!2(************fL!#<7$$!14k]:'pF(**!#;$!0f$\%QIsA$!#:7$$!1hNO9MAw**!#;$!2%************>J!#<7$$!0kFE>I-)**!#:$!1fBP2)p(zH!#;7$$!1s@(o,`F)**!#;$!1************zG!#;7$$!1")p$31+g)**!#;$!2w,j"R***Rt#!#<7$$!1&Rw=>Iy)**!#;$!1************RE!#;7$$!1pWf/'y.***!#;$!22`0aR@'*[#!#<7$$!1F*[#=5p"***!#;$!#C!"#7$$!1@;eHWi$***!#;$!2&y$=/dvjC#!#<7$$!1rKZS!\X***!#;$!2(************f@!#<7$$!1=K!fShf***!#;$!1#y'4%fQS+#!#;7$$!1-T@6hf'***!#;$!2&************>>!#<7$$!1ip0ZJe(***!#;$!2t.VH&oTi<!#<7$$!1Rn(y+.!)***!#;$!2$************z;!#<7$$!17_&oJc')***!#;$!2pyWJoV8_"!#<7$$!1(yI5()>*)***!#;$!1************R9!#;7$$!1)GA[/B$****!#;$!17x<bpn!G"!#;7$$!10>v/lZ****!#;$!2))************>"!#<7$$!1i%eil-(****!#;$!2k`TPM(HS5!#<7$$!0\BDd#y****!#:$!1')***********f*!#<7$$!0KyJ(G*)****!#:$!1'y;#o72,!)!#<7$$!1F,(orF*****!#;$!1%)***********>(!#<7$$!0aj&31(*****!#:$!1&ekV"RH+c!#<7$$!1B2.E;)*****!#;$!1#)***********z%!#<7$$!1%4jNX#******!#;$!01pVYv+?$!#;7$$!1HM[mS******!#;$!1-++++++C!#<7$$!1wO">%\******!#;$!1GCj3e]+!)!#=7$$!11`%e*[******!#;$""!!""7$$!17i\lY******!#;$"2b7i\lY**f"!#=7$$!1HM[mS******!#;$"1-++++++C!#<7$$!1Q:"yI))*****!#;$"1&Q:"yI))**R!#<7$$!1B2.E;)*****!#;$"1/++++++[!#<7$$!1Fm*ol_*****!#;$"1ui'*ol_*R'!#<7$$!1F,(orF*****!#;$"11++++++s!#<7$$!1)fUZlW)****!#;$"1()fUZlW)z)!#<7$$!0\BDd#y****!#:$"14++++++'*!#<7$$!1n!ed`,'****!#;$"1o!ed`,'>6!#;7$$!10>v/lZ****!#;$"1,++++++7!#;7$$!17&o:5T"****!#;$"18&o:5T"f8!#;7$$!1(yI5()>*)***!#;$"28++++++W"!#<7$$!0R`H<i$)***!#:$"29R`H<i$)f"!#<7$$!1Rn(y+.!)***!#;$"2:++++++o"!#<7$$!1"p!p^_9(***!#;$"2Gp!p^_9P=!#<7$$!1-T@6hf'***!#;$"2<++++++#>!#<7$$!1k`S:MN&***!#;$"1k`S:MNv?!#;7$$!1rKZS!\X***!#;$"2(************f@!#<7$$!1'))GtXLG***!#;$"2c))GtXLGJ#!#<7$$!1F*[#=5p"***!#;$"#C!"#7$$!1yo^qsT*)**!#;$"1yo^qsT\D!#;7$$!1&Rw=>Iy)**!#;$"$k#!"$7$$!02"3jM#\)**!#:$"2/2"3jM#\y#!#<7$$!1v@(o,`F)**!#;$"2.++++++)G!#<7$$!1&Gh!y"f"z**!#;$"1'Gh!y"f">I!#;7$$!1hNO9MAw**!#;$"21++++++7$!#<7$$!1XDYz?#>(**!#;$"1YDYz?#>D$!#;7$$!1OtvW;)z'**!#;$"1,+++++gL!#;7$$!1:)yaX-I'**!#;$"2k")yaX-I[$!#<7$$!16j2FGud**!#;$"1,++++++O!#;7$$!1,Mp"Q&=_**!#;$"2DS$p"Q&=7P!#<7$$!1/rP;]>X**!#;$"1,+++++SQ!#;7$$!1F%*e")GDR**!#;$"1G%*e")GDRR!#;7$$!1l5oGn**H**!#;$"29++++++3%!#<7$$!1*)4H>g)R#**!#;$"20*4H>g)R;%!#<7$$!1#3Y8xt<"**!#;$"2;++++++K%!#<7$$!1N#)3go;1**!#;$"2kB)3go;'Q%!#<7$$!1cf,$>:,*)*!#;$"1-+++++gX!#;7$$!12'3xB!e&))*!#;$"2(4'3xB!e0Y!#<7$$!1cYb0"oX')*!#;$"#[!"#7$$!1T<(HF:?')*!#;$"29urHF:?#[!#<7$$!$%)*!"$$"2B94l%4e**\!#<7$$!1c6tjoEN)*!#;$"1c6tjoEN]!#;7$$!1,]0'GJY$)*!#;$"$/&!"$7$$!1\EqPx90)*!#;$"1\EqPx9X_!#;7$$!1FTH2yv*z*!#;$"$G&!"$7$$!1F$oBCx9x*!#;$"1G$oBCx9X&!#;7$$!1_&f9KM$f(*!#;$"$_&!"$7$$!1HV$HmySt*!#;$"0LMHmySl&!#:7$$!16![R'Rm7(*!#;$"1,+++++gd!#;7$$!0[<Gn$y#p*!#:$"1#[<Gn$y_e!#;7$$!1Ex9GE&*e'*!#;$"1,++++++g!#;7$$!175)*==VZ'*!#;$"195)*==VZg!#;7$$!#'*!"#$"1&=<$o**3Ii!#;7$$!/;xd'pyf*!#9$"1-;xd'pyB'!#;7$$!1XCE9ZG(f*!#;$"1,+++++Si!#;7$$!0h?hk")Ra*!#:$"1617Y;)RU'!#;7$$!1V&*\[GjE&*!#;$"1,+++++!['!#;7$$!1VR(y+ic[*!#;$"1XR(y+icg'!#;7$$!1r64Q/zX%*!#;$"1-+++++?n!#;7$$!11+8LpyA%*!#;$"13+8Lpy#y'!#;7$$!1************f$*!#;$"1,ERH')fVp!#;7$$!1K$*4VYBb$*!#;$"1M$*4VYBbp!#;7$$!1km6/VF`$*!#;$"1-+++++gp!#;7$$!1x<WGH%HG*!#;$"1z<WGH%H7(!#;7$$!1B(Q<NntC*!#;$"#s!"#7$$!1THbu#[e?*!#;$"1UHbu#[eG(!#;7$$!1c#pw*y#f7*!#;$"$W(!"$7$$!1F*z1RVQ7*!#;$"1F*z1RVQW(!#;7$$!1************>"*!#;$".A`n14X(!#87$$!1_/K'Q%)o.*!#;$"1_/K'Q%)of(!#;7$$!1N*fY()zi)*)!#;$"$o(!"$7$$!1hjv?![\%*)!#;$"1jjv?![\u(!#;7$$!1************z))!#;$"1H%)fvo/Uy!#;7$$!1ixKDa$z%))!#;$"1jxKDa$z)y!#;7$$!1(*yS)4%*\#))!#;$"$#z!"$7$$!1uM7"fteu)!#;$"1wM7"fte-)!#;7$$!1************R')!#;$"1uHcGB9d")!#;7$$!1x#=Nx$pQ')!#;$"1z#=Nx$pe")!#;7$$!1X<i(*HfP')!#;$"1,+++++g")!#;7$$!1<9jsWRE&)!#;$"1=9jsWR'G)!#;7$$!0Aq+^0zT)!#:$"1,++++++%)!#;7$$!1AT#zVn*3%)!#;$"1BT#zVn*3%)!#;7$$!#%)!"#$"1B-25b!zT)!#;7$$!1=9jsWR'G)!#;$"1>9jsWRE&)!#;7$$!$;)!"$$"1X<i(*HfP')!#;7$$!1w#=Nx$pe")!#;$"1y#=Nx$pQ')!#;7$$!0(HcGB9d")!#:$"1,+++++S')!#;7$$!1uM7"fte-)!#;$"1vM7"fteu)!#;7$$!1************>z!#;$"1(*yS)4%*\#))!#;7$$!1hxKDa$z)y!#;$"1jxKDa$z%))!#;7$$!1D%)fvo/Uy!#;$"1,+++++!)))!#;7$$!1hjv?![\u(!#;$"1jjv?![\%*)!#;7$$!$o(!"$$"1N*fY()zi)*)!#;7$$!0X?jQ%)of(!#:$"1_/K'Q%)o.*!#;7$$!1&*>Kvm!4X(!#;$"1,+++++?"*!#;7$$!1D*z1RVQW(!#;$"1F*z1RVQ7*!#;7$$!$W(!"$$"1b#pw*y#f7*!#;7$$!0%Hbu#[eG(!#:$"1UHbu#[e?*!#;7$$!#s!"#$"1A(Q<NntC*!#;7$$!1w<WGH%H7(!#;$"1x<WGH%HG*!#;7$$!$'p!"$$"1nm6/VF`$*!#;7$$!1J$*4VYBbp!#;$"1L$*4VYBb$*!#;7$$!1'f#RH')fVp!#;$"1-+++++g$*!#;7$$!10+8Lpy#y'!#;$"12+8LpyA%*!#;7$$!1************>n!#;$"1t64Q/zX%*!#;7$$!1VR(y+icg'!#;$"1XR(y+ic[*!#;7$$!1************zk!#;$"1V&*\[GjE&*!#;7$$!1417Y;)RU'!#;$"1717Y;)Ra*!#;7$$!1************Ri!#;$"1YCE9ZG(f*!#;7$$!1*frxlpyB'!#;$"1-;xd'pyf*!#;7$$!1yrJo**3Ii!#;$"1-++++++'*!#;7$$!175)*==VZg!#;$"1:5)*==VZ'*!#;7$$!"'!""$"1Ex9GE&*e'*!#;7$$!1zu"Gn$y_e!#;$"1"[<Gn$y#p*!#;7$$!$w&!"$$"17![R'Rm7(*!#;7$$!1DV$HmySl&!#;$"1FV$HmySt*!#;7$$!1************>b!#;$"1`&f9KM$f(*!#;7$$!1B$oBCx9X&!#;$"1E$oBCx9x*!#;7$$!1************z_!#;$"1FTH2yv*z*!#;7$$!1XEqPx9X_!#;$"1ZEqPx90)*!#;7$$!1************R]!#;$"1,]0'GJY$)*!#;7$$!1a6tjoEN]!#;$"1d6tjoEN)*!#;7$$!1G"4l%4e**\!#;$"1-+++++S)*!#;7$$!2(R<(HF:?#[!#<$"1T<(HF:?')*!#;7$$!#[!"#$"1dYb0"oX')*!#;7$$!2kg3xB!e0Y!#<$"14'3xB!e&))*!#;7$$!2'************fX!#<$"1df,$>:,*)*!#;7$$!1K#)3go;'Q%!#;$"1N#)3go;1**!#;7$$!2%************>V!#<$"1%3Y8xt<"**!#;7$$!1')4H>g)R;%!#;$"1*)4H>g)R#**!#;7$$!1************zS!#;$"1o5oGn**H**!#;7$$!2BU*e")GDRR!#<$"1F%*e")GDR**!#;7$$!1************RQ!#;$"1-rP;]>X**!#;7$$!1*R$p"Q&=7P!#;$"1-Mp"Q&=_**!#;7$$!#O!"#$"17j2FGud**!#;7$$!17)yaX-I[$!#;$"1:)yaX-I'**!#;7$$!2(************fL!#<$"1OtvW;)z'**!#;7$$!2Oai%z?#>D$!#<$"1XDYz?#>(**!#;7$$!2%************>J!#<$"1iNO9MAw**!#;7$$!2OGh!y"f">I!#<$"1&Gh!y"f"z**!#;7$$!1************zG!#;$"1s@(o,`F)**!#;7$$!2w1"3jM#\y#!#<$"02"3jM#\)**!#:7$$!1************RE!#;$"1(Rw=>Iy)**!#;7$$!2W(o^qsT\D!#<$"1xo^qsT*)**!#;7$$!#C!"#$"1H*[#=5p"***!#;7$$!1$))GtXLGJ#!#;$"1'))GtXLG***!#;7$$!2(************f@!#<$"1rKZS!\X***!#;7$$!0O0aT``2#!#:$"1h`S:MN&***!#;7$$!2&************>>!#<$"1.T@6hf'***!#;7$$!2no!p^_9P=!#<$"1*o!p^_9(***!#;7$$!2$************z;!#<$"1Qn(y+.!)***!#;7$$!2cQ`H<i$)f"!#<$"1)Q`H<i$)***!#;7$$!1************R9!#;$"1(yI5()>*)***!#;7$$!2%3&o:5T"f8!#<$"17&o:5T"****!#;7$$!2))************>"!#<$"11>v/lZ****!#;7$$!2Q1ed`,'>6!#<$"1n!ed`,'****!#;7$$!1')***********f*!#<$"0\BDd#y****!#:7$$!0%fUZlW)z)!#;$"1)fUZlW)****!#;7$$!1%)***********>(!#<$"1D,(orF*****!#;7$$!1Ni'*ol_*R'!#<$"1Gm*ol_*****!#;7$$!1#)***********z%!#<$"1C2.E;)*****!#;7$$!1L`6yI))**R!#<$"1O:"yI))*****!#;7$$!1-++++++C!#<$"1HM[mS******!#;7$$!2s6i\lY**f"!#=$"1:i\lY******!#;7$$""!!""$"1/`%e*[******!#;7$$"1OEj3e]+!)!#=$"1xO">%\******!#;7$$"1-++++++C!#<$"1HM[mS******!#;7$$"2&)3pVYv+?$!#=$"1%4jNX#******!#;7$$"1/++++++[!#<$"1C2.E;)*****!#;7$$"16YO9RH+c!#<$"1UNc31(*****!#;7$$"11++++++s!#<$"1D,(orF*****!#;7$$"1Qo@o72,!)!#<$"0KyJ(G*)****!#:7$$"14++++++'*!#<$"0\BDd#y****!#:7$$"2.aTPM(HS5!#<$"1j%eil-(****!#;7$$"1,++++++7!#;$"11>v/lZ****!#;7$$"2nrx^&pn!G"!#<$"1'GA[/B$****!#;7$$"28++++++W"!#<$"1(yI5()>*)***!#;7$$"2CzWJoV8_"!#<$"0@boJc')***!#:7$$"2:++++++o"!#<$"1Qn(y+.!)***!#;7$$"2</VH&oTi<!#<$"1jp0ZJe(***!#;7$$"2<++++++#>!#<$"1.T@6hf'***!#;7$$"2ky'4%fQS+#!#<$"1;K!fShf***!#;7$$"2(************f@!#<$"1rKZS!\X***!#;7$$"1#Q=/dvjC#!#;$"0i"eHWi$***!#:7$$"#C!"#$"1H*[#=5p"***!#;7$$"1LbS&R@'*[#!#;$"0Z%f/'y.***!#:7$$"$k#!"$$"1(Rw=>Iy)**!#;7$$"1AI;R***Rt#!#;$"0)p$31+g)**!#:7$$"2.++++++)G!#<$"1s@(o,`F)**!#;7$$"2LOst!)p(zH!#<$"1Rwi#>I-)**!#;7$$"21++++++7$!#<$"1iNO9MAw**!#;7$$"2Bf$\%QIsA$!#<$"0T1bhpF(**!#:7$$"1,+++++gL!#;$"1OtvW;)z'**!#;7$$"1**yp.+twM!#;$"1/@I'**pK'**!#;7$$"1,++++++O!#;$"17j2FGud**!#;7$$"2xQ162x'GP!#<$"1;O*)GHK^**!#;7$$"1,+++++SQ!#;$"1-rP;]>X**!#;7$$"2cu0\RbN)R!#<$"1fU40YWO**!#;7$$"29++++++3%!#<$"1l5oGn**H**!#;7$$"2OVu`mX>C%!#<$"0dDYLa!=**!#:7$$"2;++++++K%!#<$"1#3Y8xt<"**!#;7$$"2kM3j@cX]%!#<$"1f;p$yVa*)*!#;7$$"1-+++++gX!#;$"1cf,$>:,*)*!#;7$$"2kE"4,$oAx%!#<$"1N(3*)pJx')*!#;7$$"#[!"#$"1dYb0"oX')*!#;7$$"1F"4l%4e**\!#;$"1-+++++S)*!#;7$$"$/&!"$$"1,]0'GJY$)*!#;7$$"1f-)yz/i/&!#;$"1V(>@?&zL)*!#;7$$"$G&!"$$"1ETH2yv*z*!#;7$$"1,7rm2$yK&!#;$"1,))GL#p@z*!#;7$$"$_&!"$$"1`&f9KM$f(*!#;7$$"1fqdmI9>c!#;$"1VHULp&3u*!#;7$$"1,+++++gd!#;$"19![R'Rm7(*!#;7$$"1_7s*z(*H#f!#;$"0vy-?-qn*!#:7$$"1,++++++g!#;$"1Bx9GE&*e'*!#;7$$"1xrJo**3Ii!#;$"1-++++++'*!#;7$$"1,+++++Si!#;$"1YCE9ZG(f*!#;7$$"1d;]&QXPC'!#;$"1Y$)\9YD'f*!#;7$$"1,+++++!['!#;$"1V&*\[GjE&*!#;7$$"0(**p&p.')e'!#:$"1L+I/jR"\*!#;7$$"1-+++++?n!#;$"1r64Q/zX%*!#;7$$"1)f#RH')fVp!#;$"1-+++++g$*!#;7$$"1-+++++gp!#;$"1km6/VF`$*!#;7$$"13_&y&GYrp!#;$"1&zW@9P&[$*!#;7$$"#s!"#$"1A(Q<NntC*!#;7$$"1$*)*e"H?rU(!#;$"065%3(zG8*!#:7$$"$W(!"$$"1b#pw*y#f7*!#;7$$"1(*>Kvm!4X(!#;$"1,+++++?"*!#;7$$"$o(!"$$"1N*fY()zi)*)!#;7$$"1C%)fvo/Uy!#;$"1,+++++!)))!#;7$$"$#z!"$$"1(*yS)4%*\#))!#;7$$"0(HcGB9d")!#:$"1,+++++S')!#;7$$"1,+++++g")!#;$"1X<i(*HfP')!#;7$$"1t&>g;$yv")!#;$"1G/)R$o@C')!#;7$$"1,++++++%)!#;$"0Aq+^0zT)!#:7$$"0Aq+^0zT)!#:$"1,++++++%)!#;7$$"1F/)R$o@C')!#;$"1v&>g;$yv")!#;7$$"1X<i(*HfP')!#;$"1,+++++g")!#;7$$"1,+++++S')!#;$"0(HcGB9d")!#:7$$"1(*yS)4%*\#))!#;$"$#z!"$7$$"1,+++++!)))!#;$"1C%)fvo/Uy!#;7$$"1N*fY()zi)*)!#;$"$o(!"$7$$"1,+++++?"*!#;$"1(*>Kvm!4X(!#;7$$"1b#pw*y#f7*!#;$"$W(!"$7$$"13,T3(zG8*!#;$"1%*)*e"H?rU(!#;7$$"1A(Q<NntC*!#;$"#s!"#7$$"1'zW@9P&[$*!#;$"13_&y&GYrp!#;7$$"1km6/VF`$*!#;$"1-+++++gp!#;7$$"1-+++++g$*!#;$"1)f#RH')fVp!#;7$$"1r64Q/zX%*!#;$"1-+++++?n!#;7$$"1L+I/jR"\*!#;$"0(**p&p.')e'!#:7$$"1V&*\[GjE&*!#;$"1,+++++!['!#;7$$"1Y$)\9YD'f*!#;$"1d;]&QXPC'!#;7$$"1YCE9ZG(f*!#;$"1,+++++Si!#;7$$"1-++++++'*!#;$"1xrJo**3Ii!#;7$$"1Bx9GE&*e'*!#;$"1,++++++g!#;7$$"0vy-?-qn*!#:$"1_7s*z(*H#f!#;7$$"19![R'Rm7(*!#;$"1,+++++gd!#;7$$"1VHULp&3u*!#;$"1fqdmI9>c!#;7$$"1`&f9KM$f(*!#;$"$_&!"$7$$"1,))GL#p@z*!#;$"1,7rm2$yK&!#;7$$"1ETH2yv*z*!#;$"$G&!"$7$$"1V(>@?&zL)*!#;$"1f-)yz/i/&!#;7$$"1,]0'GJY$)*!#;$"$/&!"$7$$"1-+++++S)*!#;$"1F"4l%4e**\!#;7$$"1dYb0"oX')*!#;$"#[!"#7$$"1N(3*)pJx')*!#;$"1n74,$oAx%!#;7$$"1cf,$>:,*)*!#;$"1-+++++gX!#;7$$"1e;p$yVa*)*!#;$"2kM3j@cX]%!#<7$$"1#3Y8xt<"**!#;$"2;++++++K%!#<7$$"0dDYLa!=**!#:$"2OVu`mX>C%!#<7$$"1l5oGn**H**!#;$"29++++++3%!#<7$$"1fU40YWO**!#;$"2Xu0\RbN)R!#<7$$"1-rP;]>X**!#;$"1,+++++SQ!#;7$$"1;O*)GHK^**!#;$"2xQ162x'GP!#<7$$"17j2FGud**!#;$"1,++++++O!#;7$$"1/@I'**pK'**!#;$"1**yp.+twM!#;7$$"1OtvW;)z'**!#;$"1,+++++gL!#;7$$"0T1bhpF(**!#:$"2Bf$\%QIsA$!#<7$$"1iNO9MAw**!#;$"21++++++7$!#<7$$"1Rwi#>I-)**!#;$"2LOst!)p(zH!#<7$$"1s@(o,`F)**!#;$"2.++++++)G!#<7$$"1")p$31+g)**!#;$"1AI;R***Rt#!#;7$$"1(Rw=>Iy)**!#;$"$k#!"$7$$"0Z%f/'y.***!#:$"2C`0aR@'*[#!#<7$$"1H*[#=5p"***!#;$"#C!"#7$$"0i"eHWi$***!#:$"1#Q=/dvjC#!#;7$$"1rKZS!\X***!#;$"2(************f@!#<7$$"1:K!fShf***!#;$"1)y'4%fQS+#!#;7$$"1.T@6hf'***!#;$"2<++++++#>!#<7$$"1jp0ZJe(***!#;$"21/VH&oTi<!#<7$$"1Qn(y+.!)***!#;$"2:++++++o"!#<7$$"0@boJc')***!#:$"2NzWJoV8_"!#<7$$"1(yI5()>*)***!#;$"28++++++W"!#<7$$"1'GA[/B$****!#;$"2vrx^&pn!G"!#<7$$"11>v/lZ****!#;$"1,++++++7!#;7$$"1j%eil-(****!#;$"2(R:uVtHS5!#<7$$"0\BDd#y****!#:$"14++++++'*!#<7$$"0KyJ(G*)****!#:$"0$o@o72,!)!#;7$$"1D,(orF*****!#;$"11++++++s!#<7$$"1UNc31(*****!#;$"12YO9RH+c!#<7$$"1C2.E;)*****!#;$"1/++++++[!#<7$$"1&4jNX#******!#;$"04pVYv+?$!#;7$$"1HM[mS******!#;$"1-++++++C!#<7$$"1xO">%\******!#;$"1TDj3e]+!)!#=7$$"1/`%e*[******!#;$""!!""7$$"1:i\lY******!#;$!2b7i\lY**f"!#=7$$"1HM[mS******!#;$!1-++++++C!#<7$$"1O:"yI))*****!#;$!1E`6yI))**R!#<7$$"1C2.E;)*****!#;$!1#)***********z%!#<7$$"1Em*ol_*****!#;$!0Bm*ol_*R'!#;7$$"1D,(orF*****!#;$!1%)***********>(!#<7$$"1*fUZlW)****!#;$!1UfUZlW)z)!#<7$$"0\BDd#y****!#:$!1')***********f*!#<7$$"1o!ed`,'****!#;$!2N1ed`,'>6!#<7$$"11>v/lZ****!#;$!2))************>"!#<7$$"18&o:5T"****!#;$!2%3&o:5T"f8!#<7$$"1(yI5()>*)***!#;$!1************R9!#;7$$"1)Q`H<i$)***!#;$!2[Q`H<i$)f"!#<7$$"1Qn(y+.!)***!#;$!2$************z;!#<7$$"1*o!p^_9(***!#;$!1'o!p^_9P=!#;7$$"1.T@6hf'***!#;$!2&************>>!#<7$$"1h`S:MN&***!#;$!0O0aT``2#!#:7$$"1rKZS!\X***!#;$!2(************f@!#<7$$"1'))GtXLG***!#;$!1$))GtXLGJ#!#;7$$"1H*[#=5p"***!#;$!#C!"#7$$"1yo^qsT*)**!#;$!2W(o^qsT\D!#<7$$"1(Rw=>Iy)**!#;$!1************RE!#;7$$"02"3jM#\)**!#:$!1n53jM#\y#!#;7$$"1s@(o,`F)**!#;$!1************zG!#;7$$"1)Gh!y"f"z**!#;$!1&Gh!y"f">I!#;7$$"1iNO9MAw**!#;$!2%************>J!#<7$$"1XDYz?#>(**!#;$!2Dai%z?#>D$!#<7$$"1OtvW;)z'**!#;$!2(************fL!#<7$$"1:)yaX-I'**!#;$!18)yaX-I[$!#;7$$"17j2FGud**!#;$!#O!"#7$$"1-Mp"Q&=_**!#;$!/Mp"Q&=7P!#97$$"1-rP;]>X**!#;$!1************RQ!#;7$$"1F%*e")GDR**!#;$!2MU*e")GDRR!#<7$$"1o5oGn**H**!#;$!1************zS!#;7$$"1*)4H>g)R#**!#;$!1')4H>g)R;%!#;7$$"1%3Y8xt<"**!#;$!2%************>V!#<7$$"1N#)3go;1**!#;$!1K#)3go;'Q%!#;7$$"1df,$>:,*)*!#;$!2'************fX!#<7$$"14'3xB!e&))*!#;$!2kg3xB!e0Y!#<7$$"1dYb0"oX')*!#;$!#[!"#7$$"1V<(HF:?')*!#;$!0urHF:?#[!#:7$$"1-+++++S)*!#;$!1G"4l%4e**\!#;7$$"1d6tjoEN)*!#;$!1a6tjoEN]!#;7$$"1,]0'GJY$)*!#;$!1************R]!#;7$$"1\EqPx90)*!#;$!1YEqPx9X_!#;7$$"1FTH2yv*z*!#;$!1************z_!#;7$$"1E$oBCx9x*!#;$!1C$oBCx9X&!#;7$$"1`&f9KM$f(*!#;$!1************>b!#;7$$"1HV$HmySt*!#;$!1EV$HmySl&!#;7$$"17![R'Rm7(*!#;$!$w&!"$7$$"1#[<Gn$y#p*!#;$!0[<Gn$y_e!#:7$$"1Ex9GE&*e'*!#;$!"'!""7$$"195)*==VZ'*!#;$!175)*==VZg!#;7$$"1-++++++'*!#;$!1yrJo**3Ii!#;7$$"1-;xd'pyf*!#;$!1*frxlpyB'!#;7$$"1YCE9ZG(f*!#;$!1************Ri!#;7$$"1817Y;)Ra*!#;$!1417Y;)RU'!#;7$$"1V&*\[GjE&*!#;$!1************zk!#;7$$"1WR(y+ic[*!#;$!1VR(y+icg'!#;7$$"1t64Q/zX%*!#;$!1************>n!#;7$$"12+8LpyA%*!#;$!10+8Lpy#y'!#;7$$"1-+++++g$*!#;$!1'f#RH')fVp!#;7$$"1K$*4VYBb$*!#;$!0L*4VYBbp!#:7$$"1nm6/VF`$*!#;$!$'p!"$7$$"1w<WGH%HG*!#;$!1w<WGH%H7(!#;7$$"1A(Q<NntC*!#;$!#s!"#7$$"1THbu#[e?*!#;$!0%Hbu#[eG(!#:7$$"1b#pw*y#f7*!#;$!$W(!"$7$$"1F*z1RVQ7*!#;$!1D*z1RVQW(!#;7$$"1,+++++?"*!#;$!1&*>Kvm!4X(!#;7$$"1`/K'Q%)o.*!#;$!1_/K'Q%)of(!#;7$$"1N*fY()zi)*)!#;$!$o(!"$7$$"1jjv?![\%*)!#;$!1hjv?![\u(!#;7$$"1,+++++!)))!#;$!1D%)fvo/Uy!#;7$$"1ixKDa$z%))!#;$!0wF`UNz)y!#:7$$"1(*yS)4%*\#))!#;$!1************>z!#;7$$"1wM7"fteu)!#;$!1vM7"fte-)!#;7$$"1,+++++S')!#;$!0(HcGB9d")!#:7$$"1z#=Nx$pQ')!#;$!1x#=Nx$pe")!#;7$$"1X<i(*HfP')!#;$!$;)!"$7$$"1>9jsWRE&)!#;$!1=9jsWR'G)!#;7$$"1B-25b!zT)!#;$!#%)!"#7$$"1BT#zVn*3%)!#;$!1AT#zVn*3%)!#;7$$"1,++++++%)!#;$!0Aq+^0zT)!#:7$$"0UJEZ%R'G)!#:$!1=9jsWRE&)!#;7$$"1,+++++g")!#;$!1X<i(*HfP')!#;7$$"1z#=Nx$pe")!#;$!1x#=Nx$pQ')!#;7$$"1uHcGB9d")!#;$!1************R')!#;7$$"1wM7"fte-)!#;$!1uM7"fteu)!#;7$$"$#z!"$$!1(*yS)4%*\#))!#;7$$"1ixKDa$z)y!#;$!1ixKDa$z%))!#;7$$"1H%)fvo/Uy!#;$!1************z))!#;7$$"1kjv?![\u(!#;$!1jjv?![\%*)!#;7$$"$o(!"$$!1N*fY()zi)*)!#;7$$"1`/K'Q%)of(!#;$!1_/K'Q%)o.*!#;7$$".A`n14X(!#8$!1************>"*!#;7$$"1F*z1RVQW(!#;$!1F*z1RVQ7*!#;7$$"$W(!"$$!1c#pw*y#f7*!#;7$$"1UHbu#[eG(!#;$!1THbu#[e?*!#;7$$"#s!"#$!1B(Q<NntC*!#;7$$"1x<WGH%H7(!#;$!1w<WGH%HG*!#;7$$"1-+++++gp!#;$!1km6/VF`$*!#;7$$"1M$*4VYBbp!#;$!1K$*4VYBb$*!#;7$$"1,ERH')fVp!#;$!1************f$*!#;7$$"13+8Lpy#y'!#;$!12+8LpyA%*!#;7$$"1-+++++?n!#;$!1r64Q/zX%*!#;7$$"1XR(y+icg'!#;$!1UR(y+ic[*!#;7$$"1,+++++!['!#;$!1V&*\[GjE&*!#;7$$"1617Y;)RU'!#;$!0h?hk")Ra*!#:7$$"1,+++++Si!#;$!1XCE9ZG(f*!#;7$$"1-;xd'pyB'!#;$!/;xd'pyf*!#97$$"1&=<$o**3Ii!#;$!#'*!"#7$$"195)*==VZg!#;$!185)*==VZ'*!#;7$$"1,++++++g!#;$!1Ex9GE&*e'*!#;7$$"1"[<Gn$y_e!#;$!0[<Gn$y#p*!#:7$$"1,+++++gd!#;$!16![R'Rm7(*!#;7$$"1HV$HmySl&!#;$!1FV$HmySt*!#;7$$"$_&!"$$!1_&f9KM$f(*!#;7$$"1F$oBCx9X&!#;$!1D$oBCx9x*!#;7$$"$G&!"$$!1FTH2yv*z*!#;7$$"1[EqPx9X_!#;$!1\EqPx90)*!#;7$$"$/&!"$$!1,]0'GJY$)*!#;7$$"1d6tjoEN]!#;$!1d6tjoEN)*!#;7$$"2B94l%4e**\!#<$!$%)*!"$7$$"1U<(HF:?#[!#;$!1T<(HF:?')*!#;7$$"#[!"#$!1cYb0"oX')*!#;7$$"0h3xB!e0Y!#:$!14'3xB!e&))*!#;7$$"1-+++++gX!#;$!1cf,$>:,*)*!#;7$$"2kB)3go;'Q%!#<$!1N#)3go;1**!#;7$$"2;++++++K%!#<$!1#3Y8xt<"**!#;7$$"20*4H>g)R;%!#<$!1*)4H>g)R#**!#;7$$"29++++++3%!#<$!1l5oGn**H**!#;7$$"1F%*e")GDRR!#;$!1F%*e")GDR**!#;7$$"1,+++++SQ!#;$!1/rP;]>X**!#;7$$"1.Mp"Q&=7P!#;$!1,Mp"Q&=_**!#;7$$"1,++++++O!#;$!16j2FGud**!#;7$$"1:)yaX-I[$!#;$!18)yaX-I'**!#;7$$"1,+++++gL!#;$!1OtvW;)z'**!#;7$$"1ZDYz?#>D$!#;$!1XDYz?#>(**!#;7$$"21++++++7$!#<$!1hNO9MAw**!#;7$$"1(Gh!y"f">I!#;$!1&Gh!y"f"z**!#;7$$"2.++++++)G!#<$!1v@(o,`F)**!#;7$$"2/2"3jM#\y#!#<$!02"3jM#\)**!#:7$$"$k#!"$$!1&Rw=>Iy)**!#;7$$"1xo^qsT\D!#;$!1wo^qsT*)**!#;7$$"#C!"#$!1F*[#=5p"***!#;7$$"2`))GtXLGJ#!#<$!1())GtXLG***!#;7$$"2(************f@!#<$!1rKZS!\X***!#;7$$"2KO0aT``2#!#<$!1k`S:MN&***!#;7$$"2<++++++#>!#<$!1-T@6hf'***!#;7$$"1"p!p^_9P=!#;$!1*o!p^_9(***!#;7$$"2:++++++o"!#<$!1Rn(y+.!)***!#;7$$"2)*Q`H<i$)f"!#<$!1)Q`H<i$)***!#;7$$"28++++++W"!#<$!1(yI5()>*)***!#;7$$"18&o:5T"f8!#;$!17&o:5T"****!#;7$$"1,++++++7!#;$!10>v/lZ****!#;7$$"2&o!ed`,'>6!#<$!1o!ed`,'****!#;7$$"14++++++'*!#<$!0\BDd#y****!#:7$$"1%)fUZlW)z)!#<$!1)fUZlW)****!#;7$$"11++++++s!#<$!1F,(orF*****!#;7$$"1vi'*ol_*R'!#<$!1Fm*ol_*****!#;7$$"1/++++++[!#<$!1B2.E;)*****!#;7$$"1r`6yI))**R!#<$!1O:"yI))*****!#;7$$"1-++++++C!#<$!1HM[mS******!#;7$$"2(R@'\lY**f"!#=$!1:i\lY******!#;7$$""!!""$!11`%e*[******!#;7$$!1hCj3e]+!)!#=$!1wO">%\******!#;7$$!1-++++++C!#<$!1HM[mS******!#;7$$!2N1pVYv+?$!#=$!1%4jNX#******!#;7$$!1#)***********z%!#<$!1B2.E;)*****!#;7$$!1sXO9RH+c!#<$!1TNc31(*****!#;7$$!1%)***********>(!#<$!1F,(orF*****!#;7$$!1%z;#o72,!)!#<$!1>$yJ(G*)****!#;7$$!1')***********f*!#<$!0\BDd#y****!#:7$$!2e`TPM(HS5!#<$!1i%eil-(****!#;7$$!2))************>"!#<$!10>v/lZ****!#;7$$!2Arx^&pn!G"!#<$!1'GA[/B$****!#;7$$!1************R9!#;$!1(yI5()>*)***!#;7$$!2#)yWJoV8_"!#<$!0@boJc')***!#:7$$!2$************z;!#<$!1Rn(y+.!)***!#;7$$!2t.VH&oTi<!#<$!1jp0ZJe(***!#;7$$!2&************>>!#<$!1-T@6hf'***!#;7$$!2Dy'4%fQS+#!#<$!1=K!fShf***!#;7$$!2(************f@!#<$!1rKZS!\X***!#;7$$!1z$=/dvjC#!#;$!0i"eHWi$***!#:7$$!#C!"#$!1F*[#=5p"***!#;7$$!2-`0aR@'*[#!#<$!0Z%f/'y.***!#:7$$!1************RE!#;$!1&Rw=>Iy)**!#;7$$!1>I;R***Rt#!#;$!1zp$31+g)**!#;7$$!1************zG!#;$!1s@(o,`F)**!#;7$$!0Ost!)p(zH!#:$!0kFE>I-)**!#:7$$!2%************>J!#<$!1hNO9MAw**!#;7$$!1*e$\%QIsA$!#;$!14k]:'pF(**!#;7$$!2(************fL!#<$!1PtvW;)z'**!#;7$$!1&*yp.+twM!#;$!1/@I'**pK'**!#;7$$!#O!"#$!16j2FGud**!#;7$$!2WQ162x'GP!#<$!1;O*)GHK^**!#;7$$!1************RQ!#;$!1/rP;]>X**!#;7$$!0u0\RbN)R!#:$!1fU40YWO**!#;7$$!1************zS!#;$!1o5oGn**H**!#;7$$!1HWPlc%>C%!#;$!0dDYLa!=**!#:7$$!2%************>V!#<$!1#3Y8xt<"**!#;7$$!29M3j@cX]%!#<$!1f;p$yVa*)*!#;7$$!2'************fX!#<$!1cf,$>:,*)*!#;7$$!1k74,$oAx%!#;$!1O(3*)pJx')*!#;7$$!#[!"#$!1cYb0"oX')*!#;7$$!1U"4l%4e**\!#;$!$%)*!"$7$$!1************R]!#;$!1,]0'GJY$)*!#;7$$!1b-)yz/i/&!#;$!1W(>@?&zL)*!#;7$$!1************z_!#;$!1DTH2yv*z*!#;7$$!1)>6nwIyK&!#;$!1,))GL#p@z*!#;7$$!1************>b!#;$!1a&f9KM$f(*!#;7$$!1cqdmI9>c!#;$!1VHULp&3u*!#;7$$!$w&!"$$!16![R'Rm7(*!#;7$$!1[7s*z(*H#f!#;$!1`(y-?-qn*!#;7$$!"'!""$!1Cx9GE&*e'*!#;7$$!1&=<$o**3Ii!#;$!#'*!"#7$$!1************Ri!#;$!1YCE9ZG(f*!#;7$$!1^;]&QXPC'!#;$!1Z$)\9YD'f*!#;7$$!1************zk!#;$!1V&*\[GjE&*!#;7$$!1k**p&p.')e'!#;$!1N+I/jR"\*!#;7$$!1************>n!#;$!1t64Q/zX%*!#;7$$!1,ERH')fVp!#;$!1************f$*!#;7$$!$'p!"$$!1lm6/VF`$*!#;7$$!/_&y&GYrp!#9$!/[9Ur`[$*!#97$$!#s!"#$!1B(Q<NntC*!#;7$$!1())*e"H?rU(!#;$!17,T3(zG8*!#;7$$!$W(!"$$!1c#pw*y#f7*!#;7$$!.A`n14X(!#8$!1************>"*!#;7$$!$o(!"$$!1N*fY()zi)*)!#;7$$!1H%)fvo/Uy!#;$!1************z))!#;7$$!1************>z!#;$!1(*yS)4%*\#))!#;7$$!1tHcGB9d")!#;$!1************R')!#;7$$!$;)!"$$!1Y<i(*HfP')!#;7$$!1^&>g;$yv")!#;$!1\/)R$o@C')!#;7$$!#%)!"#$!1B-25b!zT)!#;7$$!1B-25b!zT)!#;$!#%)!"#7$$!1[/)R$o@C')!#;$!0b>g;$yv")!#:7$$!1Y<i(*HfP')!#;$!$;)!"$7$$!1************R')!#;$!1tHcGB9d")!#;7$$!1(*yS)4%*\#))!#;$!1************>z!#;7$$!1************z))!#;$!1H%)fvo/Uy!#;7$$!1N*fY()zi)*)!#;$!$o(!"$7$$!1************>"*!#;$!.A`n14X(!#87$$!1c#pw*y#f7*!#;$!$W(!"$7$$!16,T3(zG8*!#;$!1)))*e"H?rU(!#;-%&COLORG6&%$RGBG$")C)eq%!")$""!!""$"('>!\&!")-%'CURVESG6$7ex7$$"1LLLLLLLL!#;$""!!""7$$"1/V(yxB7M$!#;$"2C@o%o%eT5"!#=7$$"22`3[u15O$!#<$"2ktNYh'**y?!#=7$$"0NG#*4!)yR$!#:$"1pg'Q1cp?$!#<7$$"1.zc?n5^M!#;$"1pvZ]7/%R%!#<7$$"2kxh&f*43_$!#<$"1oRoD#omk&!#<7$$"2l`F%of5,O!#<$"1<4Rs*p,*o!#<7$$"2%3mD$>f5q$!#<$"1f[](=o;G)!#<7$$"1VdXb"eN#Q!#;$"1@`gM*zk&)*!#<7$$"1:Z)39=j'R!#;$"23VtK(y=f6!#<7$$"1pBz"eHh8%!#;$"2l%3#*Q"4$e8!#<7$$"0Q5T2VhI%!#:$"2:N]T"\.a:!#<7$$"1%G?P7n:_%!#;$"2-5&[Zb)3!=!#<7$$"1*4Fk4CUw%!#;$"2#H\=;*y63#!#<7$$"1#\?E#3)H-&!#;$"1l(3l"f7'Q#!#;7$$"1k%Hg"*R!y_!#;$"2O)yr)3Gdp#!#<7$$"1O*e^\)z-c!#;$"2C_LjQgs5$!#<7$$"11cFck."*e!#;$"1v"zJ%))o$\$!#;7$$"1=(yqv]9B'!#;$"1%Q$yuJ&\)R!#;7$$"1R`$)3]yCl!#;$"1s%Qao@=X%!#;7$$"1TS$f)*))*=o!#;$"1>QkY"yn)\!#;7$$"1YT6Q!4,0(!#;$"1a>!36^0]&!#;7$$"14@^Z6:9s!#;$"1\'Gs=z`,'!#;7$$"1Fp^(Q.PF(!#;$"1E(y76vAW'!#;7$$"1hk"yX"zjs!#;$"02dFg3]k'!#:7$$"1)Hq"QiOAs!#;$"1[/r<.qBo!#;7$$"10$>/F5`9(!#;$"1PUcJ*z/)p!#;7$$"1J%R*[2#R.(!#;$"1KS"*3P;0r!#;7$$"1_g$\sn+"p!#;$"1d8\vh8'=(!#;7$$"1Qbd\pyin!#;$"1WHy2Q&3C(!#;7$$"1/%zb-!yzl!#;$"1#\F(HDbqs!#;7$$"16G+\C'\P'!#;$"1*>a:au0F(!#;7$$"1n'z\:'*z*e!#;$"1<1>\g3%=(!#;7$$"1$)RJ6hR(Q&!#;$"1#Ro$)\CU+(!#;7$$"1&H*pAbOz[!#;$"12`T.(**Qw'!#;7$$"2EIoF\j_K%!#<$"1$Q5KA(R[k!#;7$$"1\>2e1!G&Q!#;$"1&)fc)4:H9'!#;7$$"1zi<;2a&Q$!#;$"1c'z91*47e!#;7$$"2'\g&*p%f&**H!#<$"1,Cdm+]>b!#;7$$"1m;[ht?>E!#;$"1*\%G48!e@&!#;7$$"2nw@C"yb*H#!#<$"2X\-)o:@]\!#<7$$"2[1"Q&Hp?+#!#<$"16"G&p'3hp%!#;7$$"1>bPv,#Qu"!#;$"1Qm35p"=Z%!#;7$$"1cc'QPeQ]"!#;$"1;%H)4TSiU!#;7$$"2&zhG0[C)H"!#<$"2jHIa[TW3%!#<7$$"2(=$**4t-,6"!#<$"2lK&e()*4`#R!#<7$$"1"3C#[VFA%*!#<$"1L-Nx*z*)y$!#;7$$"1cI3]fp<!)!#<$"1aQ**R;T"o$!#;7$$"1YimB'*QUl!#<$"1Qln=GoxN!#;7$$"1fZ\wOCA`!#<$"2Y;s"3Kd,N!#<7$$"1d#z%yd;.T!#<$"1/U)*[Z"oV$!#;7$$"13'H#e#er*H!#<$"12/,-E&**Q$!#;7$$"2y'Qvh8f==!#=$"1x*Gge#eaL!#;7$$"1Jh,zcoW#)!#=$"22Y*)=0TxL$!#<7$$!2mFUWTm_"H!#>$"1j!))oe&)QL$!#;7$$!1:">NP@CJ"!#<$"1W)HQLhWM$!#;7$$!2N'GC5kn]C!#=$"2&4">@?m:P$!#<7$$!1i=tXTDlM!#<$"2<Bea5w#3M!#<7$$!2bhdlvd[n%!#=$"19O=u&=cY$!#;7$$!1*R+Y2%p;f!#<$"03$=GeRPN!#:7$$!1GZ%HTh/D(!#<$"2ETC!>(ygi$!#<7$$!1mH?QX)Rp)!#<$"1D%RId0Bt$!#;7$$!21RR$HF<@5!#<$"1&zxT%=B_Q!#;7$$!2oTMFqqD?"!#<$"1)>0=Q#*G+%!#;7$$!2j8#)Gt6`R"!#<$"2VB:!zi6oT!#<7$$!2UEjn&4!Gi"!#<$"2n'=$H!\;mV!#<7$$!13H+DM'R&=!#;$"1#*G$Gukxc%!#;7$$!2$y4$e*GQT@!#<$"1eq['4;e"[!#;7$$!2AQmP?7?X#!#<$"1$RJtfgz2&!#;7$$!2B[v9&4w*z#!#<$"1w\7+wvh`!#;7$$!1f3<@0"f?$!#;$"1JXgq1*zn&!#;7$$!1cM[G.A>O!#;$"1h9@K`!4)f!#;7$$!1hf3rB-zS!#;$"1_%)4NH/$H'!#;7$$!1<s&*))R_@Y!#;$"1X<=F^JBm!#;7$$!1Rf\(GX38&!#;$"1E8$fXE%*)o!#;7$$!1nBvy+Z\c!#;$"1rl%[8wb5(!#;7$$!0wfdxEx9'!#:$"1j$*ew$e<C(!#;7$$!14u8H$RHb'!#;$"1&fbtD"Gss!#;7$$!181'f@d&Rn!#;$"1%\e[K:mC(!#;7$$!1rJX3m^,p!#;$"1w5q,TL!>(!#;7$$!1"RU6IS_.(!#;$"1u0lD"\S5(!#;7$$!1KyN%*o7Sr!#;$"1^M=Rt5))p!#;7$$!1_?4&H)4>s!#;$"1,UN(*y#H$o!#;7$$!0`3H`fLE(!#:$"1bs7PH@[m!#;7$$!1Y^\cT4us!#;$"147^0hYjk!#;7$$!/;]k%*Qfs!#9$"1og_PcChi!#;7$$!.-B1`y8(!#8$"1eA^1$eYu&!#;7$$!138/@\vTp!#;$"17hSl,(QC&!#;7$$!1hM]B!o,p'!#;$"1L\!)oj`TZ!#;7$$!1Jph$=G.Q'!#;$"2LGT*3Dn:U!#<7$$!1tNSITn]g!#;$"1vAo'[%f=P!#;7$$!1e=b[km\d!#;$"1.T)zo,8I$!#;7$$!1$y0R1j*Ra!#;$"1"\X.pp")*G!#;7$$!1&*4e$ecY:&!#;$"1RG5Q*pYa#!#;7$$!2'Q:uwc1p[!#<$"1T[.t$3Q?#!#;7$$!1lAPy@uVY!#;$"1rOW1g]T>!#;7$$!2D!>Q")H_5W!#<$"2F&Qk!f)ft;!#<7$$!1,Q/0e$e@%!#;$"2"H^W`%H.X"!#<7$$!11:8@LcXS!#;$"2'zWKnFz_7!#<7$$!1,e7/UW'*Q!#;$"2')GSHSA_2"!#<7$$!1(p1M]#*\w$!#;$"1H:c^hy;"*!#<7$$!0f#)f0opk$!#:$"1'GV'o0oWv!#<7$$!1[6R5+#ob$!#;$"2CY)pN"3KA'!#=7$$!2:`UX9*z$[$!#<$"1$Gk!>Wx4]!#<7$$!2xKC8byBU$!#<$"216bRpf:z$!#=7$$!1<gqKVYxL!#;$"1-13#RTrj#!#<7$$!1$\[7N&f]L!#;$"2VrUM)RLP;!#=7$$!1F%z$QP#[L$!#;$"2&f9M@*4/z%!#>7$$!22%['*fn%[L$!#<$!1oG'[;'HF[!#=7$$!1l(R"Rc:]L!#;$!1#G+B(>:;;!#<7$$!1B4`"zG.Q$!#;$!1")z`'H#\BF!#<7$$!1/i,u,V?M!#;$!0*G%QU$*yu$!#;7$$!11SiB*))3[$!#;$!1$G'[\HGd\!#<7$$!1^l.t`#*eN!#;$!1*fV8gjeD'!#<7$$!2mk+u3qYl$!#<$!1Ol0l')o^w!#<7$$!1$)3f(>Z0w$!#;$!0L-cE\(f!*!#;7$$!28()=_6^'))Q!#<$!23F)*pE`d1"!#<7$$!2a8,961A/%!#<$!26kyu0b)[7!#<7$$!1V&[6"e&z@%!#;$!2V_sARpFX"!#<7$$!1Dw"o%3rBW!#;$!1^KUpCq)o"!#;7$$!/TX5uvEY!#9$!2E>"zfZ!>#>!#<7$$!1WHW\d;!)[!#;$!2mE>RSgo@#!#<7$$!14XsMSTg^!#;$!1$Qcr\i;b#!#;7$$!1R1Gwyp_a!#;$!10%4qY7V"H!#;7$$!1")H'['GELd!#;$!1%>(=^#\$zK!#;7$$!/yd+)pv2'!#9$!173$[,#QdP!#;7$$!1U]<'e@#oj!#;$!2lX(p;#pk>%!#<7$$!1p3lR>#zo'!#;$!1Yrv3CVPZ!#;7$$!1ez%pr!RNp!#;$!1D'*)*z#3)H_!#;7$$!1DAfaVgVr!#;$!1[;%oW&[id!#;7$$!/e<0D%fD(!#9$!1*)[1)=McB'!#;7$$!1N<)e9VSF(!#;$!1o1SsOYfk!#;7$$!14#*pZ)e8E(!#;$!0\HD*\>im!#:7$$!1)pX$))zN@s!#;$!1N_RpqeEo!#;7$$!1k'G^GBP:(!#;$!1e$e_jbv'p!#;7$$!1aa*z7Z+0(!#;$!1`jNJm2"4(!#;7$$!1:G!f*3i:p!#;$!1ab7I'HL=(!#;7$$!1DyTp>gXn!#;$!1&fi,rz^C(!#;7$$!0#pv)49xa'!#:$!1@*)zw3bss!#;7$$!0ZjrHFdN'!#:$!06F#e:=ps!#:7$$!1Z]_r)H$[h!#;$!1(ym,bn=C(!#;7$$!1"*[KH;"=m&!#;$!1N`'*Hi!*4r!#;7$$!1dqS5qWH^!#;$!1)*=DdDw))o!#;7$$!2')31m<Ujg%!#<$!1)z))>;)o9m!#;7$$!187T8VK<T!#;$!1YuxQFx<j!#;7$$!1DWq#*=&*3O!#;$!1V9r8iitf!#;7$$!1pxYx$f/>$!#;$!1ex@wYGmc!#;7$$!0-*ep%pky#!#:$!1")[xe07^`!#;7$$!1<Y5.S9eC!#;$!1'R&)\%*eI3&!#;7$$!27))o+KMy8#!#<$!2t(4o:9y7[!#<7$$!2/6UEho+(=!#<$!1,46hVw"e%!#;7$$!2%f6*R0p6i"!#<$!1>"o=&*RZO%!#;7$$!2bv'p*[WYS"!#<$!1&QOpj)>wT!#;7$$!2tUBd*HV-7!#<$!1z*HQ%ex-S!#;7$$!27;!=;c$y-"!#<$!2khH^JXw&Q!#<7$$!1/&oICP[m)!#<$!2&RE@Eb2IP!#<7$$!1ZAxVxa2s!#<$!2X]NAHoIi$!#<7$$!0DAz5u;(f!#;$!1(*\'pCM3a$!#;7$$!2&et?F0+`Y!#=$!1YQc6YYkM!#;7$$!1A#[)R>$Ha$!#<$!0\-)pl`6M!#:7$$!1/H]bOz7C!#<$!2kag9W;/P$!#<7$$!2_t!>IwWm8!#=$!1@>9]-RXL!#;7$$!1i+:X*3kE#!#=$!17H#>:nOL$!#;7$$"1V#)*R#=[kv!#=$!2E]xT<XqL$!#<7$$"1B]F#fN\)=!#<$!2lp$3%)=9cL!#<7$$"2G`Cv`p1%H!#=$!19aTE*)*yQ$!#;7$$"1hA@luiVT!#<$!1\J!*fkvQM!#;7$$"1)z=a#)ywB&!#<$!1PMz:")o'\$!#;7$$"0C$3]Siml!#;$!1YDo9AHzN!#;7$$"1xmOObnbz!#<$!2MU))QGQon$!#<7$$"0#*o=P$Qr%*!#;$!1mhY-K'Gz$!#;7$$"2T-Gg*>[86!#<$!2a<8RD>"GR!#<7$$"1pP!=*fV!H"!#;$!1iN*[MYx2%!#;7$$"1&oG%37-/:!#;$!1%QTe$faiU!#;7$$"2UJO!GKrK<!#<$!0\lRBE@Y%!#:7$$"2ml=*p'=S+#!#<$!2DMyK?"z(p%!#<7$$"2'oT%[<3.G#!#<$!2v,A&[<&R$\!#<7$$"1z;axeVBE!#;$!1.**3k[D>_!#;7$$"2&yH3m%3B*H!#<$!1h\xXv%Q^&!#;7$$"2;h@*331,M!#<$!0M4,"=^Be!#:7$$"/-ep1ZqQ!#9$!1TbS=m)[:'!#;7$$"1oS$zr%oOV!#;$!1:&=hq*Qbk!#;7$$"2C=taXx%Q[!#<$!1[Q>8hPUn!#;7$$"1#)G,#QBFS&!#;$!1Na"3)*=1,(!#;7$$"1r"oPR4$**e!#;$!1V6'e8\W=(!#;7$$"1UusK7Zkj!#;$!1k')*H@T)ps!#;7$$"1p4:B]xul!#;$!1/[W-$>4F(!#;7$$"1$zVL*3Min!#;$!0J`$f2(4C(!#:7$$"1W>RON"="p!#;$!1b'oWwg_=(!#;7$$"1V=Xo`4Pq!#;$!1*34A.rC5(!#;7$$"16'>uS3A9(!#;$!1))4ldP2&)p!#;7$$"1Lt*o3To@(!#;$!1Wc#=X#4Ro!#;7$$"/:>75Wgs!#9$!0:)oaw>om!#:7$$"1C<;#oxTF(!#;$!1c!\TZ;UZ'!#;7$$"1*)4$\&e&)4s!#;$!1-PXVSM(*f!#;7$$"1cxuNCXhq!#;$!1_n.w\yHb!#;7$$"1E#GGsK'4o!#;$!1fn#*=oBo\!#;7$$"1%)*z3T$*G`'!#;$!2u![(Gv(\lW!#<7$$"0P#[``'RB'!#:$!1%f5`/e())R!#;7$$"1b.d$))3M!f!#;$!2%*3QX>93^$!#<7$$"1WLuz2'od&!#;$!2mGE&y4btI!#<7$$"1Fb!R8!>$H&!#;$!2([Nkq&eWr#!#<7$$"1Kb/K.d6]!#;$!2CA?)H]]sB!#<7$$"2`GeHc)=fZ!#<$!2l!*p[a;`2#!#<7$$"1.IOaU07X!#;$!2$e]#RJn**y"!#<7$$"1H$yGCp/K%!#;$!1\NbX]Xq:!#;7$$"2Z#**3m$o^7%!#<$!27yxSy,cM"!#<7$$"1hvPgDekR!#;$!2X=\z[?r:"!#<7$$"2/_')*)4ii#Q!#<$!1(e5%)ob,*)*!#<7$$"1TcCdT@2P!#;$!1`1h!G"ej$)!#<7$$"2DT()H2IXg$!#<$!1R0%)eN<Sp!#<7$$"1pQX"o!3:N!#;$!2a&3jPOR^b!#=7$$"20d$['[='\M!#<$!1'>@yVjWO%!#<7$$"1A*=u"px*R$!#;$!1=3]`")RbK!#<7$$"2XV**y!e4iL!#<$!2tn1"yz8?@!#=7$$"2VjZ#3c3SL!#<$!1uk#Qb06-"!#<7$$"1LLLLLLLL!#;$"2aT/-Q7Zt#!#E-%&COLORG6'%$RGBG$")C)eq%!")$""!!""$"('>!\&!")-%+_ATTRIBUTEG6#/%'sourceG%,mathdefaultG-%%VIEWG6$;$!1wO">%\******!#;$"1xO">%\******!#;;$!1wO">%\******!#;$"1xO">%\******!#;-&%&_AXISG6#"""6&-%&COLORG6&%$RGBG$""!!""$""!!""$""!!""-%*LINESTYLEG6#""!-%*THICKNESSG6#""!-%-TRANSPARENCYG6#$""!!""-&%&_AXISG6#""#6&-%&COLORG6&%$RGBG$""!!""$""!!""$""!!""-%*LINESTYLEG6#""!-%*THICKNESSG6#""!-%-TRANSPARENCYG6#$""!!""-%+AXESLABELSG6$-I#miG6#/I+modulenameG6"I,TypesettingGI(_syslibG6"65Q"x6"/%'familyGQ!6"/%%sizeGQ#106"/%%boldGQ&false6"/%'italicGQ%true6"/%*underlineGQ&false6"/%*subscriptGQ&false6"/%,superscriptGQ&false6"/%+foregroundGQ([0,0,0]6"/%+backgroundGQ.[255,255,255]6"/%'opaqueGQ&false6"/%+executableGQ&false6"/%)readonlyGQ&false6"/%)composedGQ&false6"/%*convertedGQ&false6"/%+imselectedGQ&false6"/%,placeholderGQ&false6"/%6selection-placeholderGQ&false6"/%,mathvariantGQ'italic6"-I#miG6#/I+modulenameG6"I,TypesettingGI(_syslibG6"65Q"y6"/%'familyGQ!6"/%%sizeGQ#106"/%%boldGQ&false6"/%'italicGQ%true6"/%*underlineGQ&false6"/%*subscriptGQ&false6"/%,superscriptGQ&false6"/%+foregroundGQ([0,0,0]6"/%+backgroundGQ.[255,255,255]6"/%'opaqueGQ&false6"/%+executableGQ&false6"/%)readonlyGQ&false6"/%)composedGQ&false6"/%*convertedGQ&false6"/%+imselectedGQ&false6"/%,placeholderGQ&false6"/%6selection-placeholderGQ&false6"/%,mathvariantGQ'italic6"-%)_VISIBLEG6#"""-%%ROOTG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YG6#$""!!""-%-BOUNDS_WIDTHG6#$"%+]!""-%.BOUNDS_HEIGHTG6#$"%+]!""-%)CHILDRENG6"-%+ANNOTATIONG6'-%)BOUNDS_XG6#$""!!""-%)BOUNDS_YG6#$""!!""-%-BOUNDS_WIDTHG6#$"%+]!""-%.BOUNDS_HEIGHTG6#$"%+]!""-%)CHILDRENG6"Ig==

_________________________________________________________________________________Exercise 10 evalf[100](Pi^76/exp(87));

JCJfcWgqKW9UdTNIbUVLOmcyaDxVIikqPWghKkglPio0czkpW2A/W1tDOCs/OHh5JypbM0VseVVZciUqKiohJCsi

_________________________________________________________________________________Exercise 11 simplify(sin(2*x) * tan(2*x) * diff(log(tan(x)),x,x));

ISIl