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17.Aug.2019, 14:30:47, (computing time 0.335 s) link: funkce: z=log((2*x+2)/(-x**2+3*x+18))+6*sqrt(16-x**2), definicni obor jazyk:cs
17.Aug.2019, 14:30:12, (computing time 0.331 s) link: funkce: z=log((2*x+2)/(-x**2+3*x+18))+6*sqrt(16-x**2), definicni obor jazyk:cs
17.Aug.2019, 14:24:04, (computing time 0.331 s) link: funkce: z=sqrt(x**2-3*x+2)/log(x+2), definicni obor jazyk:cs
17.Aug.2019, 11:53:06, (computing time 0.327 s) link: funkce: z=sqrt((1-2*x**2-y**2))+log(x*y), definicni obor jazyk:cs
17.Aug.2019, 11:49:43, (computing time 0.326 s) link: funkce: z=sqrt((1-2*x**2-y**2))+log(x*y), definicni obor jazyk:cs
17.Aug.2019, 11:46:25, (computing time 0.323 s) link: funkce: z=asin(x*y)+sqrt(4-x-y), definicni obor jazyk:cs
17.Aug.2019, 11:28:49, (computing time 0.352 s) link: funkce: z=sqrt((4-x**2)*(y**2-1))/log(x), definicni obor jazyk:cs
17.Aug.2019, 10:49:30, (computing time 0.333 s) link: funkce: z=sqrt(x+y), definicni obor jazyk:ru
17.Aug.2019, 10:47:33, (computing time 0.347 s) link: funkce: z=sqrt(x**2+y**2), definicni obor jazyk:ru
17.Aug.2019, 10:42:19, (computing time 0.319 s) link: funkce: z=sqrt(x**2+y), definicni obor jazyk:ru
17.Aug.2019, 10:40:48, (computing time 0.328 s) link: funkce: z=sqrt(x**2-y), definicni obor jazyk:ru
17.Aug.2019, 10:40:17, (computing time 0.333 s) link: funkce: z=sqrt(x-4-y**2), definicni obor jazyk:ru
17.Aug.2019, 10:39:16, (computing time 0.327 s) link: funkce: z=sqrt(x-4-y**2), definicni obor jazyk:ru
17.Aug.2019, 10:37:35, (computing time 0.336 s) link: funkce: z=sqrt(x**2+y**2), definicni obor jazyk:ru
17.Aug.2019, 10:37:07, (computing time 0.331 s) link: funkce: z=sqrt(x**2+y**2), definicni obor jazyk:ru
16.Aug.2019, 12:18:49, (computing time 0.346 s) link: funkce: z=sqrt((2*x)/(1+x**2)), definicni obor jazyk:cs
16.Aug.2019, 04:34:44, (computing time 0.316 s) link: funkce: z=-10+(-8-3-2-6+10)-10, definicni obor jazyk:es
15.Aug.2019, 12:31:30, (computing time 0.341 s) link: funkce: z=2/x, definicni obor jazyk:cs
15.Aug.2019, 12:31:00, (computing time 0.321 s) link: funkce: z=3*x+6, definicni obor jazyk:cs
15.Aug.2019, 10:46:17, (computing time 0.344 s) link: funkce: z=sqrt((2**x-8)/(x**3-3*x**2-10*x))+log(100-x**2), definicni obor jazyk:cs
15.Aug.2019, 10:45:52, (computing time 0.354 s) link: funkce: z=sqrt((2**x-8)/(x**3-3*x**2-10*x))+log(100-x**2), definicni obor jazyk:cs
15.Aug.2019, 10:24:30, (computing time 0.347 s) link: funkce: z=sqrt(((x-6)/(x+4))-((x+4)/(x-6)))+log(25-x**2), definicni obor jazyk:cs
15.Aug.2019, 10:24:01, (computing time 0.361 s) link: funkce: z=sqrt(((x-6)/(x+4))-((x+4)/(x-6)))+log(25-x**2), definicni obor jazyk:cs
15.Aug.2019, 10:23:50, (computing time 0.334 s) link: funkce: z=sqrt(((x-6)/(x+4))-((x+4)/(x-6)))+log(25-x**2), definicni obor jazyk:cs
15.Aug.2019, 09:56:21, (computing time 0.324 s) link: funkce: z=log((x**2+5*x-6)/(3**x-27))*sqrt(x**2-4), definicni obor jazyk:cs
15.Aug.2019, 09:46:07, (computing time 0.334 s) link: funkce: z=sqrt(x**2-4)/(log(x+4)-1), definicni obor jazyk:cs
15.Aug.2019, 09:45:31, (computing time 0.334 s) link: funkce: z=sqrt(x**2-4)/log(x+4)-1, definicni obor jazyk:cs
15.Aug.2019, 09:27:19, (computing time 0.34 s) link: funkce: z=log(9)*((-x**2+10*x-10)/(2**x-16))-5*sqrt(64-x**2), definicni obor jazyk:cs
15.Aug.2019, 09:10:20, (computing time 0.35 s) link: funkce: z=log(x**2-4)+sqrt((x**2-9)/(x**2-x-20)), definicni obor jazyk:cs
15.Aug.2019, 08:58:35, (computing time 0.329 s) link: funkce: z=log((x-1)/(-x**2+4*x-5))+2*sqrt(25-x**2), definicni obor jazyk:cs
15.Aug.2019, 08:51:19, (computing time 0.343 s) link: funkce: z=log((x-1)/(-x**2+4*x-5))+2*sqrt(25-x**2), definicni obor jazyk:cs
14.Aug.2019, 19:52:44, (computing time 0.337 s) link: funkce: z=log((x**2+7*x-8)/(4**x-16))+(6*sqrt(9-x**2)), definicni obor jazyk:cs
14.Aug.2019, 19:25:48, (computing time 0.333 s) link: funkce: z=sqrt(x**2-3*x)+3*asin((-x)/(x+6)), definicni obor jazyk:cs
14.Aug.2019, 19:06:41, (computing time 0.329 s) link: funkce: z=log(5)*((-x-7)/(-2*x**2+4*x-2))+4*sqrt(x**2-25), definicni obor jazyk:cs
14.Aug.2019, 19:04:14, (computing time 0.339 s) link: funkce: z=log(5)*((-x-7)/(-2*x**2+4*x-2))+4*sqrt(x**2-25), definicni obor jazyk:cs
14.Aug.2019, 17:35:02, (computing time 0.353 s) link: funkce: z=x*(log(x))**2, definicni obor jazyk:cs
14.Aug.2019, 15:28:35, (computing time 0.338 s) link: funkce: z=asin((1)/((x+1)**(1/2))), definicni obor jazyk:cs
14.Aug.2019, 15:28:27, (computing time 0.332 s) link: funkce: z=asin(1)/((x+1)**(1/2)), definicni obor jazyk:cs
14.Aug.2019, 15:23:09, (computing time 0.337 s) link: funkce: z=3-atan(1/x), definicni obor jazyk:cs
14.Aug.2019, 15:19:00, (computing time 0.331 s) link: funkce: z=log(2+(1/x)), definicni obor jazyk:cs
14.Aug.2019, 11:06:06, (computing time 0.345 s) link: funkce: z=(1/sin(x))-1, definicni obor jazyk:cs
14.Aug.2019, 11:04:16, (computing time 0.341 s) link: funkce: z=(x**2-9)/(9*x-3), definicni obor jazyk:cs
14.Aug.2019, 11:03:25, (computing time 0.327 s) link: funkce: z=x**2-9/x-3, definicni obor jazyk:cs
14.Aug.2019, 11:02:30, (computing time 0.337 s) link: funkce: z=10/x+x-1, definicni obor jazyk:cs
14.Aug.2019, 10:53:19, (computing time 0.314 s) link: funkce: z=-(x**2)+(4*x), definicni obor jazyk:cs
13.Aug.2019, 22:11:22, (computing time 0.337 s) link: funkce: z=(2+(1/x))**(1/2), definicni obor jazyk:cs
13.Aug.2019, 21:56:55, (computing time 0.338 s) link: funkce: z=asin(1/((x+2)**(1/2))), definicni obor jazyk:cs
13.Aug.2019, 21:56:35, (computing time 0.33 s) link: funkce: z=asin(1/((x-1)**(1/2))), definicni obor jazyk:cs
13.Aug.2019, 17:03:03, (computing time 0.334 s) link: funkce: z=1/log(x+y), definicni obor jazyk:es
13.Aug.2019, 17:02:27, (computing time 0.333 s) link: funkce: z=1/log(x+y), definicni obor jazyk:es
13.Aug.2019, 16:57:41, (computing time 0.32 s) link: funkce: z=(x*y-5)/(2*sqrt(y-x**2)), definicni obor jazyk:es
13.Aug.2019, 16:50:33, (computing time 0.33 s) link: funkce: z=1/sqrt(log(x+y)), definicni obor jazyk:es
13.Aug.2019, 16:49:50, (computing time 0.327 s) link: funkce: z=1/sqrt(log(x+y)), definicni obor jazyk:es
13.Aug.2019, 16:47:09, (computing time 0.322 s) link: funkce: z=1/sqrt(log(x+y)), definicni obor jazyk:es
13.Aug.2019, 16:46:52, (computing time 0.333 s) link: funkce: z=1/(log(x+y)), definicni obor jazyk:es
13.Aug.2019, 16:43:38, (computing time 0.326 s) link: funkce: z=1/(sqrt(log(x+y))), definicni obor jazyk:es
13.Aug.2019, 16:42:43, (computing time 0.329 s) link: funkce: z=1/(log(x+y)), definicni obor jazyk:es
13.Aug.2019, 16:38:43, (computing time 0.327 s) link: funkce: z=1/log(x+y), definicni obor jazyk:es
13.Aug.2019, 16:36:01, (computing time 0.324 s) link: funkce: z=((x*y)-5)/(2*sqrt(y-(x**2))), definicni obor jazyk:es
13.Aug.2019, 16:33:45, (computing time 0.344 s) link: funkce: z=1/sqrt((log(x+y))), definicni obor jazyk:es
13.Aug.2019, 16:33:21, (computing time 0.363 s) link: funkce: z=1/(log(x+y)), definicni obor jazyk:es
13.Aug.2019, 16:32:52, (computing time 0.325 s) link: funkce: z=1/sqrt((log(x+y))), definicni obor jazyk:es
13.Aug.2019, 16:31:50, (computing time 0.332 s) link: funkce: z=1/(log(x+y)), definicni obor jazyk:es
13.Aug.2019, 16:31:20, (computing time 0.337 s) link: funkce: z=1/(log(x+y)), definicni obor jazyk:es
13.Aug.2019, 16:31:12, (computing time 0.338 s) link: funkce: z=((x*y)-5)/(2*sqrt(y-(x**2))), definicni obor jazyk:es
13.Aug.2019, 16:29:30, (computing time 0.339 s) link: funkce: z=(x*y-5)/(2*sqrt(y-x**2)), definicni obor jazyk:es
13.Aug.2019, 16:25:54, (computing time 0.327 s) link: funkce: z=1/log(x+y), definicni obor jazyk:es
13.Aug.2019, 16:21:11, (computing time 0.325 s) link: funkce: z=1/sqrt((log(x+y))), definicni obor jazyk:es
13.Aug.2019, 16:19:46, (computing time 0.331 s) link: funkce: z=1/sqrt(log(x+y)), definicni obor jazyk:es
13.Aug.2019, 16:17:53, (computing time 0.325 s) link: funkce: z=1/(log(x+y)), definicni obor jazyk:es
13.Aug.2019, 16:17:53, (computing time 0.327 s) link: funkce: z=1/log(x+y), definicni obor jazyk:es
13.Aug.2019, 14:42:28, (computing time 0.323 s) link: funkce: z=sqrt(6-(2*x+3*y)), definicni obor jazyk:es
13.Aug.2019, 14:40:25, (computing time 0.337 s) link: funkce: z=log(((16-(x**2)-(y**2))*((x**2)+(y**2)-4))), definicni obor jazyk:es
13.Aug.2019, 13:58:43, (computing time 0.319 s) link: funkce: z=-x-1, definicni obor jazyk:cs
13.Aug.2019, 11:08:34, (computing time 0.326 s) link: funkce: z=asin(y/x), definicni obor jazyk:cs
13.Aug.2019, 10:18:38, (computing time 0.324 s) link: funkce: z=((x+2)*(x-3))/(log(1*x)), definicni obor jazyk:cs
13.Aug.2019, 10:18:23, (computing time 0.327 s) link: funkce: z=((x+2)*(x-3))/(log(1*x)), definicni obor jazyk:cs
13.Aug.2019, 09:28:44, (computing time 0.319 s) link: funkce: z=(log(1-(x**2)-y**2))/sqrt(4*x-y**2), definicni obor jazyk:cs
13.Aug.2019, 09:27:02, (computing time 0.322 s) link: funkce: z=(log(1-(x**2)-y))/sqrt(4*x-y**2), definicni obor jazyk:cs
13.Aug.2019, 09:04:59, (computing time 0.322 s) link: funkce: z=1/sqrt(x-sqrt(y)), definicni obor jazyk:cs
13.Aug.2019, 08:49:29, (computing time 0.334 s) link: funkce: z=5/(x**3-y**3), definicni obor jazyk:cs
13.Aug.2019, 07:24:15, (computing time 0.323 s) link: funkce: z=4-4/3*y-2/3*x, definicni obor jazyk:es
13.Aug.2019, 07:23:10, (computing time 0.329 s) link: funkce: z=sqrt(6-(2*x+3*y)), definicni obor jazyk:es
13.Aug.2019, 07:22:29, (computing time 0.319 s) link: funkce: z=log((16-x**2-y**2)*(x**2+y**2-4)), definicni obor jazyk:es
13.Aug.2019, 07:10:06, (computing time 0.333 s) link: funkce: z=x*log(4-x**2)/(sqrt(x-1)), definicni obor jazyk:cs
13.Aug.2019, 06:58:09, (computing time 0.323 s) link: funkce: z=log(x*y)/(log(x**2*sqrt(y))), definicni obor jazyk:es
13.Aug.2019, 06:57:25, (computing time 0.328 s) link: funkce: z=log(x*y)/(log(x*sqrt(y))), definicni obor jazyk:es
13.Aug.2019, 06:56:59, (computing time 0.318 s) link: funkce: z=log(x*y)/(log(x*y**2)), definicni obor jazyk:es
13.Aug.2019, 06:56:45, (computing time 0.311 s) link: funkce: z=log(x*y)/(log(x*y)), definicni obor jazyk:es
13.Aug.2019, 06:56:28, (computing time 0.322 s) link: funkce: z=log(x*y)/(log(y)), definicni obor jazyk:es
13.Aug.2019, 06:55:34, (computing time 0.325 s) link: funkce: z=log(x*y)/(log(y)), definicni obor jazyk:es
13.Aug.2019, 06:54:50, (computing time 0.333 s) link: funkce: z=log(x*y)/(log(x)), definicni obor jazyk:es
13.Aug.2019, 06:49:44, (computing time 0.326 s) link: funkce: z=log(x*y), definicni obor jazyk:es
13.Aug.2019, 06:46:21, (computing time 0.326 s) link: funkce: z=sqrt(6-(2*x+3*y)), definicni obor jazyk:es
13.Aug.2019, 06:10:54, (computing time 0.325 s) link: funkce: z=(x*y)**2/sqrt(x), definicni obor jazyk:es
13.Aug.2019, 06:10:05, (computing time 0.322 s) link: funkce: z=(x*y)**2/x, definicni obor jazyk:es
13.Aug.2019, 06:09:38, (computing time 0.311 s) link: funkce: z=(x*y)**2, definicni obor jazyk:es
13.Aug.2019, 05:51:22, (computing time 0.334 s) link: funkce: z=asin(x*y)+sqrt(4-x-y), definicni obor jazyk:es
13.Aug.2019, 05:21:35, (computing time 0.317 s) link: funkce: z=20*%e**(-x**2-y**2)-10, definicni obor jazyk:es
13.Aug.2019, 03:38:59, (computing time 0.323 s) link: funkce: z=4*x**2+y**2, definicni obor jazyk:es