Fix cw.tex

cw/cw.tex

@@ -125,16 +125,16 @@
 	$$=\frac{92699}{2\times\sqrt{9427678922}}\approx0.477356\approx0.48$$
 
 	$$H(U)=(\frac{det(L)}{\|u1\|\times\|u2\|})\times\frac{1}{n}=(\frac{92699}{\sqrt{u1_1^2 + u1_2^2}\times\sqrt{u2_1^2 + u2_2^2}})\times\frac{1}{2}=$$
-	$$=\frac{92699}{2\times\sqrt{243990681350077}}≈0.00296728\approx0.0030$$
+	$$=\frac{92699}{2\times\sqrt{243990681350077}}\approx0.00296728\approx0.0030$$
 
 	B:
 	$$w = (30548, 6642)$$
 	$$\systeme{
 		30548=137t_1 + 312t_2,
-		6641=215t_1 + -187t_2
-	}=\systeme{
-		a = \frac{7784468}{92699},
-		b = \frac{5658003}{92699}
+		6642=215t_1 + -187t_2
+	}= \systeme{
+		a = \frac{7784780}{92699},
+		b = \frac{5657866}{92699}
 	}=\systeme{
 		a \approx 83.98,
 		b \approx 61.04