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23.Oct.2019, 11:49:56, (computing time 0.338 s) link: funkce: z=log(3*x-6)/(sqrt(3-2*x)), definicni obor jazyk:cs
23.Oct.2019, 11:48:28, (computing time 0.338 s) link: funkce: z=log(3*x-6)/(sqrt(3-2*x)), definicni obor jazyk:cs
23.Oct.2019, 11:02:40, (computing time 0.335 s) link: funkce: z=log((2+x)/(2+(x**2))), definicni obor jazyk:cs
23.Oct.2019, 11:01:16, (computing time 0.326 s) link: funkce: z=log((2-x)/(2+x)**2), definicni obor jazyk:cs
23.Oct.2019, 09:16:58, (computing time 0.321 s) link: funkce: z=sqrt(5-10*x), definicni obor jazyk:uk
23.Oct.2019, 09:16:41, (computing time 0.321 s) link: funkce: z=sqrt(5)-10*x, definicni obor jazyk:uk
23.Oct.2019, 09:16:37, (computing time 0.313 s) link: funkce: z=sqrt(5)-10*x, definicni obor jazyk:uk
23.Oct.2019, 09:16:18, (computing time 0.311 s) link: funkce: z=sqrt(5)-10*x, definicni obor jazyk:uk
23.Oct.2019, 09:16:10, (computing time 0.312 s) link: funkce: z=sqrt(5)-10, definicni obor jazyk:uk
23.Oct.2019, 08:40:21, (computing time 0.326 s) link: funkce: z=1/(1-cos(x)), definicni obor jazyk:cs
23.Oct.2019, 08:39:34, (computing time 0.334 s) link: funkce: z=1/(1-cos(x)), definicni obor jazyk:cs
23.Oct.2019, 08:38:46, (computing time 0.334 s) link: funkce: z=1/(1-cos(x)), definicni obor jazyk:cs
23.Oct.2019, 06:20:30, (computing time 0.344 s) link: funkce: z=x*log(4-x**2)/(sqrt(x-1)), definicni obor jazyk:en
22.Oct.2019, 22:03:24, (computing time 0.317 s) link: funkce: z=x**2-6, definicni obor jazyk:cs
22.Oct.2019, 22:02:54, (computing time 0.314 s) link: funkce: z=x**3/2, definicni obor jazyk:cs
22.Oct.2019, 22:02:36, (computing time 0.344 s) link: funkce: z=sqrt(x**2), definicni obor jazyk:cs
22.Oct.2019, 22:01:54, (computing time 0.332 s) link: funkce: z=(x+2)**2-3, definicni obor jazyk:cs
22.Oct.2019, 21:52:33, (computing time 0.327 s) link: funkce: z=sqrt(sin(x*y)), definicni obor jazyk:ru
22.Oct.2019, 21:52:17, (computing time 0.312 s) link: funkce: z=sin(x*y), definicni obor jazyk:ru
22.Oct.2019, 21:45:53, (computing time 0.324 s) link: funkce: z=cos(2*x)/(sin(x)), definicni obor jazyk:cs
22.Oct.2019, 21:42:37, (computing time 0.323 s) link: funkce: z=log(abs(x)-2), definicni obor jazyk:cs
22.Oct.2019, 21:39:20, (computing time 0.324 s) link: funkce: z=log(1+tan(x)), definicni obor jazyk:cs
22.Oct.2019, 21:38:45, (computing time 0.324 s) link: funkce: z=log(1-cos(x)), definicni obor jazyk:cs
22.Oct.2019, 21:36:27, (computing time 0.329 s) link: funkce: z=log(1+cos(x)), definicni obor jazyk:cs
22.Oct.2019, 21:35:21, (computing time 0.326 s) link: funkce: z=1/(sqrt(log(2*x+4))), definicni obor jazyk:cs
22.Oct.2019, 21:34:42, (computing time 0.32 s) link: funkce: z=log(1+sin(x)), definicni obor jazyk:cs
22.Oct.2019, 21:20:35, (computing time 0.318 s) link: funkce: z=x*y**2+x**3*y, definicni obor jazyk:es
22.Oct.2019, 20:44:53, (computing time 0.324 s) link: funkce: z=acos(x), definicni obor jazyk:ru
22.Oct.2019, 20:15:19, (computing time 0.335 s) link: funkce: z=sqrt(x**2+y**2-4)-acos(y), definicni obor jazyk:ru
22.Oct.2019, 19:43:03, (computing time 0.333 s) link: funkce: z=sqrt(log((5*x-x**2)/4)), definicni obor jazyk:cs
22.Oct.2019, 19:42:47, (computing time 0.323 s) link: funkce: z=sqrt(4*x**2-x**3-4*x), definicni obor jazyk:ru
22.Oct.2019, 19:20:57, (computing time 0.336 s) link: funkce: z=sin(sqrt(y-x**2))+log(2-x-y), definicni obor jazyk:es
22.Oct.2019, 19:13:42, (computing time 0.474 s) link: funkce: z=log(y)/(sqrt(x+y)), definicni obor jazyk:es
22.Oct.2019, 18:56:42, (computing time 0.328 s) link: funkce: z=x**(y**(2*y)), definicni obor jazyk:es
22.Oct.2019, 17:43:34, (computing time 0.321 s) link: funkce: z=sin(x)/(cos(x)+(x*sin(x))), definicni obor jazyk:cs
22.Oct.2019, 17:42:59, (computing time 0.326 s) link: funkce: z=sin(x)/(cos(x)+(x*sin(x))), definicni obor jazyk:cs
22.Oct.2019, 17:17:42, (computing time 0.32 s) link: funkce: z=sqrt(x**2)/(x+3), definicni obor jazyk:cs
22.Oct.2019, 17:15:30, (computing time 0.33 s) link: funkce: z=(x**2)/(x+3), definicni obor jazyk:cs
22.Oct.2019, 17:15:15, (computing time 0.319 s) link: funkce: z=(x**2)/x+3, definicni obor jazyk:cs
22.Oct.2019, 17:14:19, (computing time 0.311 s) link: funkce: z=(x**2)/x+3, definicni obor jazyk:cs
22.Oct.2019, 16:46:31, (computing time 0.321 s) link: funkce: z=1/(sqrt(x-2)+sqrt(1-y)), definicni obor jazyk:ru
22.Oct.2019, 16:44:35, (computing time 0.32 s) link: funkce: z=1/(sqrt(x-2)+sqrt(1-y)), definicni obor jazyk:ru
22.Oct.2019, 16:43:12, (computing time 0.329 s) link: funkce: z=1/(sqrt(x-2)+sqrt(1-y)), definicni obor jazyk:ru
22.Oct.2019, 16:42:59, (computing time 0.321 s) link: funkce: z=1/(sqrt(x-2)+sqrt(1-y)), definicni obor jazyk:ru
22.Oct.2019, 16:38:30, (computing time 0.336 s) link: funkce: z=sqrt((x**2+y**2-x)/(2*x-x**2-y**2)), definicni obor jazyk:ru
22.Oct.2019, 16:35:09, (computing time 0.337 s) link: funkce: z=acos(15-x**2-y**2), definicni obor jazyk:ru
22.Oct.2019, 16:35:00, (computing time 0.327 s) link: funkce: z=acos(15-x**2-y**2), definicni obor jazyk:ru
22.Oct.2019, 16:27:33, (computing time 0.33 s) link: funkce: z=((x-cos(x))/(x**2-12*x+20))+((2**x)/(log(x+5)))+(asin(((13*x)/(x**2+12)))), definicni obor jazyk:cs
22.Oct.2019, 15:26:08, (computing time 0.32 s) link: funkce: z=atan(abs((x+y)/2))-sqrt(((x**2)+(y**2))-4), definicni obor jazyk:ru
22.Oct.2019, 14:11:47, (computing time 0.327 s) link: funkce: z=sqrt(-x**2-6*x-8), definicni obor jazyk:cs
22.Oct.2019, 13:51:25, (computing time 0.324 s) link: funkce: z=log(x*y)+(1/(y-x)), definicni obor jazyk:ru
22.Oct.2019, 11:49:30, (computing time 0.326 s) link: funkce: z=asin(x**3)*x, definicni obor jazyk:cs
22.Oct.2019, 10:45:09, (computing time 0.346 s) link: funkce: z=asin(x/(x+1)), definicni obor jazyk:cs
22.Oct.2019, 10:39:36, (computing time 0.319 s) link: funkce: z=asin(x/(2*x+y)), definicni obor jazyk:ru
22.Oct.2019, 10:39:14, (computing time 0.438 s) link: funkce: z=asin(x/2*x+y), definicni obor jazyk:ru
22.Oct.2019, 09:54:04, (computing time 0.335 s) link: funkce: z=(x-2)*sqrt((1+x)/(1-x)), definicni obor jazyk:cs
22.Oct.2019, 09:53:30, (computing time 0.326 s) link: funkce: z=x/sin(x), definicni obor jazyk:cs
22.Oct.2019, 09:52:20, (computing time 0.322 s) link: funkce: z=1+sqrt((x-3)/(x+2)), definicni obor jazyk:cs
22.Oct.2019, 09:49:59, (computing time 0.333 s) link: funkce: z=(x-2)*sqrt((1+x)/(1-x)), definicni obor jazyk:cs
22.Oct.2019, 09:49:38, (computing time 0.336 s) link: funkce: z=(x-2)*sqrt((1+x)/(1-x)), definicni obor jazyk:cs
22.Oct.2019, 09:46:52, (computing time 0.333 s) link: funkce: z=x/sin(x), definicni obor jazyk:cs
22.Oct.2019, 09:45:26, (computing time 0.327 s) link: funkce: z=x/sin(x), definicni obor jazyk:cs
22.Oct.2019, 09:42:47, (computing time 0.333 s) link: funkce: z=asin(4/(x-2)), definicni obor jazyk:cs
22.Oct.2019, 09:41:25, (computing time 0.321 s) link: funkce: z=3/sqrt(y+1)+acos((x+y)/2), definicni obor jazyk:ru
22.Oct.2019, 09:11:59, (computing time 0.36 s) link: funkce: z=log((2+x)/(1-2*x)), definicni obor jazyk:cs
22.Oct.2019, 08:47:46, (computing time 0.341 s) link: funkce: z=x*log(4-x**2)/(sqrt(x-1)), definicni obor jazyk:cs
22.Oct.2019, 08:26:59, (computing time 0.319 s) link: funkce: z=sqrt(sin(x*y)), definicni obor jazyk:ru
22.Oct.2019, 08:26:50, (computing time 0.339 s) link: funkce: z=sqrt(sin(x*y)), definicni obor jazyk:ru
22.Oct.2019, 08:26:09, (computing time 0.331 s) link: funkce: z=sqrt(sin(x*y)), definicni obor jazyk:ru
22.Oct.2019, 08:20:22, (computing time 0.336 s) link: funkce: z=sin(3+1*x)/sqrt(2*x-3), definicni obor jazyk:cs
22.Oct.2019, 08:19:56, (computing time 0.314 s) link: funkce: z=sin(3+1*x), definicni obor jazyk:cs
22.Oct.2019, 08:19:30, (computing time 0.354 s) link: funkce: z=sin(3*x*y)+sqrt(4-2*x-4*y), definicni obor jazyk:cs
22.Oct.2019, 08:13:07, (computing time 0.333 s) link: funkce: z=((2*(x**2))-9)/((sqrt(x**2)-1)), definicni obor jazyk:ru
22.Oct.2019, 08:03:06, (computing time 0.338 s) link: funkce: z=x*log(4-x**2)/(sqrt(x-1)), definicni obor jazyk:cs
22.Oct.2019, 08:00:29, (computing time 0.324 s) link: funkce: z=asin(x*y)+sqrt(4-x-y), definicni obor jazyk:cs
22.Oct.2019, 07:53:18, (computing time 0.336 s) link: funkce: z=x*log(4-x**2)/(sqrt(x-1)), definicni obor jazyk:cs
22.Oct.2019, 06:25:32, (computing time 0.328 s) link: funkce: z=(x-sin(x))/(x**3+5*x**2)+sqrt((5-x)/(3+x))-acos((x**2-12)/(2*x+12)), definicni obor jazyk:cs
22.Oct.2019, 02:05:56, (computing time 0.327 s) link: funkce: z=log(16-x**2-y**2)+log(x**2+y**2-9), definicni obor jazyk:ru
22.Oct.2019, 02:03:18, (computing time 0.329 s) link: funkce: z=(x**2-y)/((x-3*y)**(1/2)), definicni obor jazyk:ru
21.Oct.2019, 23:40:56, (computing time 0.323 s) link: funkce: z=sqrt((x**2)+(y**2)-4)+sqrt(9-(x**2)-(y**2)), definicni obor jazyk:ru
21.Oct.2019, 23:01:52, (computing time 0.33 s) link: funkce: z=sqrt(9-sqrt(3*x)), definicni obor jazyk:cs
21.Oct.2019, 22:32:04, (computing time 0.339 s) link: funkce: z=sqrt(x*y), definicni obor jazyk:ru
21.Oct.2019, 22:29:27, (computing time 0.326 s) link: funkce: z=log(sqrt(x**3/(1-y**2))), definicni obor jazyk:es
21.Oct.2019, 22:03:49, (computing time 0.325 s) link: funkce: z=(log(x**2+y**3))/(x**2+y**3), definicni obor jazyk:es
21.Oct.2019, 21:53:39, (computing time 0.326 s) link: funkce: z=sqrt(sin(x*y)), definicni obor jazyk:ru
21.Oct.2019, 21:43:49, (computing time 0.328 s) link: funkce: z=sqrt(9-sqrt(3*x)), definicni obor jazyk:cs
21.Oct.2019, 21:43:44, (computing time 0.324 s) link: funkce: z=(2*x+y**3)**(1/4), definicni obor jazyk:es
21.Oct.2019, 21:43:08, (computing time 0.31 s) link: funkce: z=sin(x**2+2*y)**3, definicni obor jazyk:es
21.Oct.2019, 21:32:12, (computing time 0.329 s) link: funkce: z=sqrt((x**(2)+6*x+9)/(x**(2)+6*x-16)), definicni obor jazyk:cs
21.Oct.2019, 21:31:19, (computing time 0.329 s) link: funkce: z=sqrt((x**(2)+6*x+9)/(x**(2)+6*x-16)), definicni obor jazyk:cs
21.Oct.2019, 21:30:57, (computing time 0.322 s) link: funkce: z=x/(3-x**2), definicni obor jazyk:cs
21.Oct.2019, 21:29:15, (computing time 0.336 s) link: funkce: z=acos(((2*x-1)/(x+1)))**2, definicni obor jazyk:cs
21.Oct.2019, 21:19:51, (computing time 0.332 s) link: funkce: z=x*log(4-x**2)/(sqrt(x-1)), definicni obor jazyk:cs
21.Oct.2019, 21:17:30, (computing time 0.331 s) link: funkce: z=acos(3/(x+4)), definicni obor jazyk:cs
21.Oct.2019, 21:17:15, (computing time 0.332 s) link: funkce: z=acos(3/(x+4)), definicni obor jazyk:cs
21.Oct.2019, 21:15:32, (computing time 0.331 s) link: funkce: z=acos(3/(x+4)), definicni obor jazyk:cs
21.Oct.2019, 20:53:45, (computing time 0.312 s) link: funkce: z=-2*x-4+2, definicni obor jazyk:cs
21.Oct.2019, 20:51:57, (computing time 0.306 s) link: funkce: z=-2*x-4, definicni obor jazyk:cs
21.Oct.2019, 20:49:58, (computing time 0.326 s) link: funkce: z=x*log((2+x)/(1-2*x)), definicni obor jazyk:cs
21.Oct.2019, 20:46:49, (computing time 0.342 s) link: funkce: z=x*log((2+x)/(1-2*x)), definicni obor jazyk:cs