Table 5: Breakdown of results for each PDE. Time in seconds
|
|||||||
# |
PDE |
description |
Mathematica
| Maple
|
hand solved? |
||
|
|
|
result |
time |
result |
time |
|
|
|||||||
1 |
Linear PDE, the transport equation |
✓ |
0.011 |
✓ |
0.078 |
Yes |
|
2 |
Linear PDE |
✓ |
0.003 |
✓ |
0.012 |
Yes |
|
3 |
Linear PDE, initial value problem |
✓ |
0.013 |
✓ |
0.116 |
Yes |
|
4 |
Initial-boundary value problem |
✓ |
0.044 |
✓ |
0.31 |
Yes |
|
5 |
Linear PDE, the transport equation with initial conditions |
✓ |
0.003 |
✓ |
0.015 |
Yes |
|
6 |
First order wave PDE, with initial conditions (Haberman 12.2.2) |
✓ |
0.002 |
✓ |
0.013 |
Yes |
|
7 |
First order wave PDE, with initial and boundary conditions (Haberman 12.2.4) |
✗ |
41.83 |
✓ |
0.182 |
Yes |
|
8 |
First order wave PDE, with initial conditions, non homogeneous (Haberman 12.2.5 (a)) |
✓ |
0.026 |
✓ |
0.029 |
Yes |
|
9 |
First order wave PDE, with initial conditions, non homogeneous (Haberman 12.2.5 (d)) |
✓ |
0.018 |
✓ |
0.046 |
Yes |
|
10 |
General solution for a quasilinear first-order PDE |
✓ |
0.031 |
✓ |
0.032 |
Yes |
|
11 |
quasilinear first-order PDE, scalar conservation law |
✓ |
0.031 |
✓ |
0.011 |
Yes |
|
12 |
quasilinear first-order PDE, scalar conservation law with initial value |
✓ |
0.007 |
✓ |
0.015 |
Yes |
|
13 |
nonlinear first-order PDE, the Clairaut equation |
✓ |
0.023 |
✓ |
0.098 |
Yes |
|
14 |
nonlinear first-order PDE, the Clairaut equation with initial value |
✓ |
0.009 |
✓ |
0.529 |
No |
|
15 |
Another example of nonlinear Clairaut equation |
✓ |
0.021 |
✓ |
0.006 |
No |
|
16 |
Recover a function from its gradient vector |
✓ |
0.013 |
✓ |
0.062 |
No |
|
17 |
General solution of a first order nonlinear PDE |
✗ |
0.094 |
✓ |
0.031 |
No |
|
18 |
Nonlinear first order PDE |
✓ |
0.086 |
✓ |
0.486 |
No |
|
19 |
first order PDE of three unknowns |
✗ (Timed out) |
600. |
✓ |
1.612 |
No |
|
20 |
Haberman 2.3.3 (a) |
✓ |
0.3 |
✓ |
1.769 |
Yes |
|
21 |
Haberman 2.3.3 (b) |
✓ |
0.78 |
✓ |
1.771 |
Yes |
|
22 |
Haberman 2.3.3 (c) |
✓ |
0.777 |
✓ |
3.359 |
Yes |
|
23 |
Haberman 2.3.3 (d) |
✓ |
0.959 |
✓ |
1.831 |
Yes |
|
24 |
Haberman 2.3.7 |
✓ |
0.313 |
✓ |
0.665 |
Yes |
|
25 |
Haberman 2.3.8 |
✗ |
0.824 |
✓ |
0.622 |
Yes |
|
26 |
Haberman 2.4.1 (a) |
✓ |
0.44 |
✓ |
1.328 |
No |
|
27 |
Haberman 2.4.1 (b) |
✓ |
0.303 |
✓ |
1.766 |
Yes |
|
28 |
Haberman 2.4.1 (c) |
✓ |
0.665 |
✓ |
3.277 |
Yes |
|
29 |
Haberman 2.4.1 (d) |
✓ |
0.28 |
✓ |
1.869 |
No |
|
30 |
Haberman 2.4.2 |
✓ |
0.214 |
✓ |
0.872 |
Yes |
|
31 |
Convection heat loss |
✗ |
30.405 |
✓ |
1.768 |
No |
|
32 |
convection heat loss |
✗ |
31.243 |
✓ |
2.771 |
Yes |
|
33 |
convection heat loss |
✗ |
8.652 |
✗ (Timed out) |
600. |
Yes |
|
34 |
Periodic boundary conditions |
✗ |
0.348 |
✓ |
4.583 |
No |
|
35 |
Mixed BC |
✗ |
31.433 |
✓ |
3.307 |
No |
|
36 |
domain -1 to +1 |
✗ |
30.528 |
✓ |
2.522 |
No |
|
37 |
non-homogeneous BC |
✓ |
14.303 |
✓ |
1.087 |
No |
|
38 |
Haberman 8.2.1 (a) |
✗ |
0.659 |
✓ |
2.095 |
Yes |
|
39 |
Haberman 8.2.1 (d) |
✗ |
46.008 |
✓ |
1.28 |
Yes |
|
40 |
Internal source |
✗ |
0.742 |
✓ |
1.976 |
Yes |
|
41 |
Internal source |
✓ |
0.409 |
✓ |
1.369 |
No |
|
42 |
IC hat function |
✓ |
18.782 |
✓ |
3.005 |
No |
|
43 |
homogeneous BC |
✓ |
5.378 |
✓ |
1.063 |
No |
|
44 |
BC depends on time |
✓ |
6.514 |
✓ |
1.331 |
No |
|
45 |
Haberman 8.2.1 (f) |
✗ |
0.38 |
✓ |
3.777 |
No |
|
46 |
Pinchover and Rubinstein 6.25 |
✗ |
0.828 |
✓ |
7.329 |
No |
|
47 |
external source |
✗ |
0.402 |
✓ |
22.746 |
No |
|
48 |
Math 4567 Exam |
✓ |
10.412 |
✓ |
2.304 |
No |
|
49 |
Pinchover and Rubinstein 6.17 |
✗ |
1.442 |
✓ |
3.806 |
No |
|
50 |
nonhomogeneous BC |
✗ |
0.29 |
✓ |
7.17 |
No |
|
51 |
Pinchover and Rubinstein 6.23 |
✓ |
0.899 |
✓ |
37.384 |
No |
|
52 |
Pinchover and Rubinstein 6.21 |
✓ |
0.274 |
✓ |
4.076 |
No |
|
53 |
nonhomogeneous BC |
✗ |
30.606 |
✓ |
6.369 |
No |
|
54 |
With source |
✗ |
1.536 |
✓ |
7.043 |
No |
|
55 |
Haberman 8.3.6 |
✗ |
30.682 |
✓ |
20.185 |
Yes |
|
56 |
Haberman 8.2.2. (a) |
✗ |
0.41 |
✓ |
7.233 |
Yes |
|
57 |
Articolo 8.4.1 |
✓ |
15.524 |
✓ |
1.203 |
No |
|
58 |
Articolo 8.4.3 |
✗ |
30.722 |
✗ (Timed out) |
600. |
No |
|
59 |
both ends insulated |
✗ |
14.258 |
✓ |
4.159 |
No |
|
60 |
both ends nonhomogeneous |
✗ |
30.537 |
✓ |
10.458 |
Yes |
|
61 |
nonhomogeneous BC |
✗ |
5.065 |
✓ |
0.981 |
No |
|
62 |
nonhomogeneous BC |
✗ |
32.086 |
✓ |
7.175 |
Yes |
|
63 |
Euler-Cauchy Sturm-Liouville |
✗ |
1.011 |
✓ |
136.857 |
Yes |
|
64 |
special initial condition |
✓ |
2.255 |
✗ (Timed out) |
600. |
Yes |
|
65 |
Euler-Cauchy Sturm-Liouville |
✗ |
0.784 |
✓ |
1.717 |
No |
|
66 |
Logan p. 76 |
✓ |
0.263 |
✓ |
1.542 |
No |
|
67 |
nonhomogeneous BC |
✓ |
1.545 |
✓ |
0.272 |
No |
|
68 |
I.C. not at zero |
✗ |
0.008 |
✓ |
1.102 |
No |
|
69 |
nonhomogeneous BC |
✓ |
2.102 |
✓ |
0.297 |
No |
|
70 |
nonhomogeneous BC |
✓ |
8.042 |
✓ |
2.295 |
No |
|
71 |
nonhomogeneous B.C. |
✓ |
2.294 |
✓ |
1.269 |
No |
|
72 |
Unit triangle I.C. |
✓ |
26.281 |
✓ |
1.573 |
No |
|
73 |
I.C. not at \(t=0\) |
✗ |
0.009 |
✓ |
1.185 |
No |
|
74 |
Inverse exponential I.C. |
✓ |
1.164 |
✓ |
0.573 |
Yes |
|
75 |
Advection term |
✓ |
0.366 |
✓ |
0.512 |
No |
|
76 |
UnitBox I.C. |
✓ |
1.593 |
✓ |
0.922 |
No |
|
77 |
No source |
✓ |
0.153 |
✓ |
1.442 |
No |
|
78 |
constant as source |
✓ |
5.562 |
✓ |
0.384 |
No |
|
79 |
No intial conditions |
✗ |
0.002 |
✓ |
0.103 |
Yes |
|
80 |
piecewise I.C. |
✗ |
0.01 |
✓ |
2.676 |
Yes |
|
81 |
No source |
✗ |
0.004 |
✓ |
3.45 |
No |
|
82 |
Internal source term |
✗ |
0.003 |
✓ |
4.05 |
No |
|
83 |
Articolo 6.6.3 |
✗ |
0.003 |
✓ |
6.08 |
No |
|
84 |
No \(\theta \) dependency |
✓ |
0.799 |
✓ |
0.698 |
No |
|
85 |
Haberman 8.3.5 |
✗ |
1.423 |
✗ |
1.207 |
Yes |
|
86 |
Articolo 6.9.1 |
✗ |
0.027 |
✗ |
0.9 |
No |
|
87 |
Articolo 6.9.2 |
✗ |
0.004 |
✓ |
13.496 |
No |
|
88 |
Haberman 8.2.5 |
✗ |
0.025 |
✗ |
0.183 |
Yes |
|
89 |
No angle dependencies, zero intial conditions, non zero temperature at surface |
✗ |
1.499 |
✓ |
0.463 |
No |
|
90 |
Growth form reaction term |
✗ |
22.672 |
✓ |
1.185 |
Yes |
|
91 |
using logistic form for reaction term |
✗ |
1.172 |
✗ |
8.409 |
No |
|
92 |
using Aleee form for reaction term |
✗ |
2.196 |
✗ |
13.396 |
No |
|
93 |
Semi infinite domain |
✗ |
0.454 |
✓ |
1.636 |
No |
|
94 |
Laplace PDE inside rectangle (Haberman 2.5.1 (a)) |
✓ |
0.179 |
✓ |
20.947 |
No |
|
95 |
Laplace PDE inside rectangle (Haberman 2.5.1 (b)) |
✓ |
0.161 |
✓ |
19.242 |
No |
|
96 |
Laplace PDE inside rectangle (Haberman 2.5.1 (c)) |
✗ |
0.278 |
✓ |
21.029 |
No |
|
97 |
Laplace PDE inside rectangle (Haberman 2.5.1 (d)) |
✗ |
0.281 |
✓ |
19.472 |
No |
|
98 |
Laplace PDE inside rectangle (Haberman 2.5.1 (e)) |
✗ |
0.554 |
✓ |
29.724 |
Yes |
|
99 |
Laplace PDE inside rectangle, top/bottom edges non-zero |
✓ |
2.153 |
✓ |
6.154 |
No |
|
100 |
Laplace PDE inside rectangle, top edge at infinity, left edge nonhomogeneous constant |
✗ |
1.543 |
✓ |
2.131 |
Yes |
|
101 |
Laplace PDE inside rectangle, top edge at infinity, right edge nonhomogeneous constant |
✗ |
1.54 |
✓ |
2.337 |
Yes |
|
102 |
Laplace PDE inside rectangle, right edge at infinity, bottom edge nonhomogeneous constant |
✗ |
1.547 |
✗ |
0.165 |
Yes |
|
103 |
Laplace PDE inside rectangle, right edge at infinity, top edge nonhomogeneous function \(e^{-x}\) |
✗ |
1.546 |
✓ |
15.123 |
Yes |
|
104 |
Laplace PDE inside rectangle, right edge at infinity, top edge nonhomogeneous function \(f(x)\) |
✗ |
1.458 |
✗ (Timed out) |
600. |
No |
|
105 |
Laplace PDE in 2D Cartessian with boundary condition as Dirac function |
✓ |
0.039 |
✓ |
0.793 |
No |
|
106 |
Laplace PDE in rectangle, one side homogeneous and 3 sides are not |
✓ |
0.527 |
✓ |
29.212 |
No |
|
107 |
Laplace on all of the right half plane with \(u=f(y)\) on the \(y\) axes |
✓ |
32.327 |
✓ |
0.629 |
No |
|
108 |
Laplace PDE in rectangle with infinity in the \(x\) direction with \(u=\sin (y)\) on left edge. |
✗ |
1.422 |
✓ |
8.995 |
No |
|
109 |
Laplace PDE inside a disk, periodic boundary conditions |
✓ |
0.133 |
✓ |
2.859 |
No |
|
110 |
Dirichlet problem for the Laplace equation in upper half plan |
✓ |
1.533 |
✓ |
3.012 |
No |
|
111 |
Dirichlet problem for the Laplace equation in right half-plane: |
✓ |
24.679 |
✓ |
0.153 |
No |
|
112 |
Dirichlet problem for the Laplace equation in the first quadrant |
✓ |
29.45 |
✗ |
3.667 |
No |
|
113 |
Neumann problem for the Laplace equation in the upper half-plane |
✓ |
12.711 |
✓ |
0.948 |
No |
|
114 |
Dirichlet problem for the Laplace equation in a rectangle |
✓ |
1.129 |
✓ |
2.542 |
No |
|
115 |
Cartessian coordinates with boundary conditions on two sides only |
✗ |
0.199 |
✓ |
2.504 |
No |
|
116 |
in Rectangle, right edge at infinity |
✗ |
1.458 |
✓ |
9.607 |
No |
|
117 |
Laplace PDE inside quarter disk, Neumann BC at edge |
✗ |
1.485 |
✓ |
1.722 |
No |
|
118 |
Laplace PDE inside quarter-circle (Haberman 2.5.5 (c)) |
✗ |
1.387 |
✓ |
1.114 |
Yes |
|
119 |
Laplace PDE inside semi-circle |
✗ |
1.653 |
✓ |
1.378 |
Yes |
|
120 |
Laplace PDE inside circular annulus, Neumann boundary conditions using unspecified functions (Haberman 2.5.8 (b)) |
✗ |
0.01 |
✓ |
7.92 |
No |
|
121 |
Laplace PDE inside circular annulus, Dirichlet boundary conditions using specified functions |
✓ |
1.367 |
✓ |
1.305 |
No |
|
122 |
Laplace PDE outside a disk, periodic boundary conditions |
✗ |
0.008 |
✓ |
2.321 |
No |
|
123 |
Laplace in a sphere |
✗ |
0.021 |
✓ |
0.902 |
No |
|
124 |
Poisson equation in a rectangle, all boundaries are zero |
✗ |
0.008 |
✗ |
19.357 |
Yes |
|
125 |
Dirichlet problem for the Poisson equation in a rectangle |
✓ |
0.176 |
✓ |
0.126 |
No |
|
126 |
Dirichlet problem for the Helmholtz equation in a rectangle |
✓ |
2.226 |
✓ |
8.044 |
No |
|
127 |
With no boundary conditions specified |
✗ |
0.004 |
✓ |
0.064 |
No |
|
128 |
Inside square |
✗ |
0.781 |
✓ |
30.185 |
No |
|
129 |
Chain reaction PDE |
✗ |
0.056 |
✗ |
0.715 |
Yes |
|
130 |
Both ends fixed, zero initial position, non-zero initial velocity, with extra term present |
✗ |
28.434 |
✓ |
2.362 |
No |
|
131 |
One end fixed, another free, both initial conduitions non zero, and source that depends on time and space |
✗ |
0.816 |
✓ |
46.266 |
No |
|
132 |
Both ends fixed, no initial conduitions give and no source (Logan p. 28) |
✗ |
0.262 |
✓ |
0.602 |
No |
|
133 |
One end fixed, other free, initial position not zero, initial velocity zero, no source (Logan p. 130) |
✗ |
0.655 |
✓ |
6.855 |
No |
|
134 |
Both ends fixed end, initial conditions zero, with source as generic function that depends on time and space (Logan p. 149) |
✗ |
0.843 |
✓ |
3.249 |
No |
|
135 |
Both ends fixed end, initial position given, zero initial velocity, with source that depends on time and space (Haberman 8.5.2 (a)) |
✗ |
0.904 |
✓ |
12.648 |
No |
|
136 |
Both ends fixed end, initial position given, zero initial velocity, with source that depends on time and space (Haberman 8.5.2 (b)) |
✗ |
1.154 |
✓ |
55.028 |
Yes |
|
137 |
Both ends fixed, initial conditions both not zero, No source |
✓ |
36.935 |
✓ |
3.322 |
No |
|
138 |
Both ends fixed end, initial conditions both not zero, and with constant source |
✗ |
0.668 |
✓ |
10.515 |
No |
|
139 |
Both ends fixed end, with source (Logan p. 213) |
✗ |
0.657 |
✓ |
4.862 |
No |
|
140 |
Telegraphy PDE, both ends fixed with damping |
✗ |
31.266 |
✓ |
4.07 |
No |
|
141 |
Both ends fixed. Initial velocity zero. Dispersion term present |
✗ |
31.329 |
✓ |
16.619 |
No |
|
142 |
Both ends fixed, non-zero initial position |
✓ |
31.075 |
✓ |
10.53 |
No |
|
143 |
Both ends fixed, zero initial position, non zero initial velocity, with source that depends on time and space |
✗ |
29.523 |
✓ |
17.288 |
No |
|
144 |
Left end fixed, right end oscillates, initially at rest. With source that depends on time and space |
✗ |
30.706 |
✓ |
16.13 |
No |
|
145 |
With zero initial position and velocity, and with source term (Logan p. 115) |
✓ |
0.157 |
✓ |
0.504 |
No |
|
146 |
Left end having a moving boundary condition |
✓ |
7.054 |
✓ |
0.433 |
No |
|
147 |
Initial value with a Dirichlet condition on the half-line |
✓ |
26.435 |
✓ |
4.447 |
No |
|
148 |
Initial value problem with a Neumann condition on the half-line |
✓ |
13.48 |
✓ |
0.782 |
No |
|
149 |
With initial conditions given at \(t=1\) instead of \(t=0\) |
✓ |
24.048 |
✓ |
0.349 |
No |
|
150 |
initial conditions at \(t=0\) but B.C. at \(x=1\) |
✗ |
9.39 |
✓ |
0.626 |
No |
|
151 |
initial conditions at \(t=1\) with source that depends on time and space |
✗ |
0.008 |
✓ |
3.578 |
No |
|
152 |
Left end free with initial position and velocity given |
✓ |
0.155 |
✓ |
0.339 |
No |
|
153 |
General solution for a second-order hyperbolic PDE on real line |
✓ |
0.004 |
✓ |
0.179 |
No |
|
154 |
With initial conditions specified, no source |
✓ |
0.046 |
✓ |
0.099 |
No |
|
155 |
Wave PDE on infinite domain with initial conditions specified, with source term |
✓ |
0.009 |
✓ |
0.112 |
No |
|
156 |
non-linear wave PDE (Solitons) |
✓ |
0.048 |
✓ |
0.173 |
No |
|
157 |
Hyperbolic PDE with non-rational coefficients |
✓ |
0.105 |
✗ |
0.088 |
No |
|
158 |
Inhomogeneous hyperbolic PDE with constant coefficients |
✓ |
0.003 |
✓ |
0.11 |
No |
|
159 |
system of 2 inhomogeneous linear hyperbolic system with constant coefficients |
✓ |
0.274 |
✗ |
0.449 |
No |
|
160 |
In square, given initial position but with zero initial velocity |
✗ |
0.003 |
✓ |
13.325 |
No |
|
161 |
In square with damping. Given zero initial position but with non-zero initial velocity |
✗ |
0.003 |
✓ |
18.152 |
No |
|
162 |
In rectangle. All 4 edges are fixed and given non-zero initial position with zero initial velocity |
✓ |
0.85 |
✓ |
4.921 |
No |
|
163 |
In rectangle. All 4 edges are fixed and given non-zero initial position with zero initial velocity (Haberman 8.5.5 (a)) |
✗ |
0.003 |
✗ |
0.187 |
No |
|
164 |
In circular disk. fixed edge of disk, no \(\theta \) dependency, with initial position and velocity given |
✓ |
31.049 |
✓ |
49.033 |
No |
|
165 |
In circular disk. fixed edge of disk, with \(\theta \) dependency, zero initial velocity |
✗ |
0.004 |
✗ |
0.24 |
No |
|
166 |
No initial and no boundary conditions given |
✗ |
0.029 |
✓ |
1.402 |
No |
|
167 |
No initial and no boundary conditions given |
✗ |
0.003 |
✓ |
0.269 |
No |
|
168 |
Schrodinger PDE with zero potential (Logan p. 30) |
✓ |
0.267 |
✓ |
0.764 |
No |
|
169 |
Schrodinger PDE with initial and boundary conditions. Zero potential |
✓ |
0.011 |
✓ |
7.79 |
No |
|
170 |
Initial value problem with Dirichlet boundary conditions. Zero potential |
✓ |
0.572 |
✓ |
1.903 |
No |
|
171 |
Solve a Schrodinger equation with potential over the whole real line |
✓ |
0.005 |
✗ |
0. |
No |
|
172 |
Schrodinger equation, with initial conditions. Zero potential (Griffiths p. 47) |
✓ |
35.714 |
✓ |
3.929 |
No |
|
173 |
Schrodinger equation, with initial conditions. Infinite square well potential (Griffiths p. 47) |
✓ |
0.01 |
✓ |
0.822 |
No |
|
174 |
In 2 space dimensions |
✗ |
0.658 |
✓ |
7.776 |
No |
|
175 |
Beam PDE with zero initial velocity |
✓ |
0.19 |
✓ |
0.14 |
No |
|
176 |
viscous fluid flow with no initial conditions |
✓ |
0.02 |
✓ |
0.169 |
No |
|
177 |
viscous fluid flow with initial conditions |
✓ |
8.474 |
✗ |
0.956 |
No |
|
178 |
viscous fluid flow with initial conditions as UnitBox |
✓ |
11.585 |
✗ |
1.228 |
No |
|
179 |
classic Black Scholes model from finance, European call version |
✓ |
2.984 |
✓ |
1.056 |
No |
|
180 |
Boundary value problem for the Black Scholes equation |
✓ |
1.097 |
✓ |
3.356 |
No |
|
181 |
Korteweg-deVries (waves on shallow water surfaces) with no initial conditions |
✓ |
0.028 |
✓ |
0.187 |
No |
|
182 |
Boundary value problem for the Tricomi equation |
✓ |
5.167 |
✓ |
5.729 |
No |
|
183 |
Cauchy Riemann PDE with Prescribe the values of \(u\) and \(v\) on the \(x\) axis |
✓ |
0.003 |
✓ |
0.384 |
No |
|
184 |
Cauchy Riemann PDE With extra term on right side |
✗ |
0.001 |
✓ |
0.143 |
No |
|
185 |
Hamilton-Jacobi type PDE |
✗ |
0.007 |
✓ |
0.408 |
No |
|
186 |
A second order PDE |
✗ |
0.035 |
✓ |
0.081 |
No |
|
187 |
second order PDE in Polar coordinates |
✗ |
0.011 |
✓ |
0.804 |
No |
|
188 |
Laplace like PDE with polynomial solution |
✓ |
4.514 |
✓ |
2.437 |
No |
|
189 |
Third oder PDE |
✗ |
0.268 |
✓ |
21.509 |
No |
|
190 |
PDE solved by Laplace transform |
✗ |
0.181 |
✓ |
0.487 |
No |
|
191 |
Linear PDE, initial conditions at \(t=1\) |
✗ |
0.003 |
✓ |
0.633 |
No |
|
192 |
Linear PDE, initial conditions at \(t=t_0\) |
✗ |
0.003 |
✓ |
0.478 |
No |
|
193 |
second order in time, Linear PDE, initial conditions at \(t=t_0\) |
✗ |
0.003 |
✓ |
0.538 |
No |
|
194 |
Einstein-Weiner PDE |
✗ |
0.003 |
✓ |
0.344 |
No |
|
195 |
Bateman-Burgers equation |
✓ |
0.019 |
✓ |
0.178 |
No |
|
196 |
Benjamin Bona Mahony |
✓ |
0.029 |
✓ |
0.186 |
No |
|
197 |
Benjamin Ono |
✓ |
0.019 |
✓ |
0.172 |
No |
|
198 |
Born Infeld |
✓ |
0.007 |
✓ |
0.376 |
No |
|
199 |
Boussinesq |
✓ |
0.04 |
✓ |
0.192 |
No |
|
200 |
Boussinesq type PDE |
✓ |
0.039 |
✓ |
0.204 |
No |
|
|
|||||||
201 |
Buckmaster |
✗ |
0.065 |
✓ |
0.971 |
No |
|
202 |
Camassa Holm |
✗ |
0.17 |
✓ |
3.623 |
No |
|
203 |
Chaffee Infante equation |
✗ |
0.09 |
✓ |
0.393 |
No |
|
204 |
Clarke’s equation |
✗ |
0.009 |
✗ |
0.038 |
No |
|
205 |
Degasperis Procesi |
✗ |
0.167 |
✓ |
0.769 |
No |
|
206 |
Dym equation |
✗ |
0.08 |
✓ |
0.834 |
No |
|
207 |
Estevez Mansfield Clarkson equation |
✓ |
0.031 |
✓ |
0.259 |
No |
|
208 |
Fisher’s equation |
✓ |
0.047 |
✓ |
0.372 |
No |
|
209 |
Hunter Saxton |
✗ |
0.044 |
✓ |
0.203 |
No |
|
210 |
Kadomtsev Petviashvili |
✓ |
0.066 |
✓ |
0.243 |
No |
|
211 |
Klein Gordon (nonlinear) |
✗ |
0.004 |
✗ |
0.072 |
No |
|
212 |
special case Klein Gordon (nonlinear) |
✗ |
0.208 |
✓ |
1.001 |
No |
|
213 |
Khokhlov Zabolotskaya |
✗ |
0.056 |
✓ |
0.668 |
No |
|
214 |
Korteweg de Vries (KdV) |
✓ |
0.013 |
✓ |
0.109 |
No |
|
215 |
Lin Tsien equation |
✗ |
0.071 |
✓ |
0.637 |
No |
|
216 |
Liouville equation |
✗ |
0.004 |
✗ |
0.062 |
No |
|
217 |
Plateau |
✗ |
0.031 |
✓ |
0.416 |
No |
|
218 |
Rayleigh |
✗ |
0.075 |
✓ |
0.269 |
No |
|
219 |
Sawada Kotera |
✓ |
0.079 |
✓ |
0.355 |
No |
|
220 |
Sine Gordon |
✗ |
0.007 |
✗ |
0.011 |
No |
|
221 |
Sinh Gordon |
✗ |
0.007 |
✗ |
0.011 |
No |
|
222 |
Sinh Poisson |
✗ |
0.006 |
✗ |
0.011 |
No |
|
223 |
Thomas equation |
✗ |
0.061 |
✓ |
0.803 |
No |
|
224 |
phi equation |
✓ |
0.041 |
✓ |
0.352 |
No |
|
225 |
problem number 1 |
✓ |
0.02 |
✓ |
0.02 |
No |
|
226 |
problem number 2 |
✓ |
0.021 |
✓ |
0.004 |
No |
|
227 |
problem number 3 |
✓ |
0.02 |
✓ |
0.004 |
No |
|
228 |
problem number 4 |
✓ |
0.019 |
✓ |
0.003 |
No |
|
229 |
problem number 5 |
✓ |
0.319 |
✓ |
0.011 |
No |
|
230 |
problem number 6 |
✓ |
0.316 |
✓ |
0.01 |
No |
|
231 |
problem number 1 |
✓ |
0.004 |
✓ |
0.002 |
Yes |
|
232 |
problem number 2 |
✓ |
0.005 |
✓ |
0.024 |
Yes |
|
233 |
problem number 3 |
✓ |
0.018 |
✓ |
0.031 |
Yes |
|
234 |
problem number 4 |
✓ |
0.005 |
✓ |
0.029 |
Yes |
|
235 |
problem number 5 |
✓ |
0.008 |
✓ |
0.111 |
No |
|
236 |
problem number 6 |
✓ |
0.059 |
✓ |
0.122 |
No |
|
237 |
problem number 7 |
✓ |
0.02 |
✓ |
1.498 |
No |
|
238 |
problem number 8 |
✗ |
1.822 |
✓ |
2.112 |
No |
|
239 |
problem number 1 |
✓ |
0.005 |
✓ |
0.008 |
No |
|
240 |
problem number 2 |
✓ |
0.091 |
✓ |
0.164 |
No |
|
241 |
problem number 3 |
✓ |
0.027 |
✓ |
0.016 |
No |
|
242 |
problem number 4 |
✓ |
0.187 |
✓ |
0.143 |
No |
|
243 |
problem number 5 |
✓ |
0.073 |
✓ |
0.196 |
No |
|
244 |
problem number 6 |
✓ |
0.136 |
✓ |
0.151 |
No |
|
245 |
problem number 7 |
✓ |
0.15 |
✓ |
0.256 |
No |
|
246 |
problem number 8 |
✓ |
0.223 |
✓ |
0.184 |
No |
|
247 |
problem number 9 |
✓ |
0.071 |
✓ |
0.257 |
No |
|
248 |
problem number 10 |
✓ |
0.045 |
✓ |
0.137 |
No |
|
249 |
problem number 11 |
✓ |
0.121 |
✓ |
0.084 |
No |
|
250 |
problem number 12 |
✓ |
0.28 |
✓ |
0.343 |
No |
|
251 |
problem number 13 |
✓ |
0.009 |
✓ |
0.037 |
No |
|
252 |
problem number 14 |
✓ |
0.027 |
✓ |
0.526 |
No |
|
253 |
problem number 15 |
✓ |
0.166 |
✓ |
0.323 |
No |
|
254 |
problem number 16 |
✓ |
0.804 |
✓ |
0.216 |
No |
|
255 |
problem number 17 |
✓ |
0.519 |
✓ |
0.397 |
No |
|
256 |
problem number 18 |
✓ |
0.022 |
✓ |
0.086 |
No |
|
257 |
problem number 19 |
✓ |
0.068 |
✓ |
0.183 |
No |
|
258 |
problem number 20 |
✗ |
0.05 |
✓ |
0.339 |
No |
|
259 |
problem number 21 |
✓ |
0.05 |
✓ |
0.207 |
No |
|
260 |
problem number 22 |
✓ |
0.095 |
✓ |
0.639 |
No |
|
261 |
problem number 23 |
✓ |
0.032 |
✓ |
0.354 |
No |
|
262 |
problem number 24 |
✗ |
0.062 |
✓ |
0.261 |
No |
|
263 |
problem number 25 |
✗ (Timed out) |
600. |
✗ (Timed out) |
600. |
No |
|
264 |
problem number 26 |
✗ |
261.077 |
✗ |
29.987 |
No |
|
265 |
problem number 27 |
✗ |
101.416 |
✗ |
1.723 |
No |
|
266 |
problem number 28 |
✗ |
0.067 |
✓ |
0.155 |
No |
|
267 |
problem number 29 |
✗ |
101.016 |
✗ |
2.472 |
No |
|
268 |
problem number 30 |
✗ |
0.063 |
✓ |
0.276 |
No |
|
269 |
problem number 31, Hesse’s equation |
✗ |
235.248 |
✓ |
8.362 |
No |
|
270 |
problem number 1 |
✓ |
0.066 |
✓ |
1.557 |
No |
|
271 |
problem number 2 |
✓ |
0.092 |
✓ |
0.15 |
No |
|
272 |
problem number 3 |
✓ |
0.055 |
✓ |
1.085 |
No |
|
273 |
problem number 4 |
✗ |
0.087 |
✓ |
1.449 |
No |
|
274 |
problem number 5 |
✗ |
0.364 |
✓ |
0.158 |
No |
|
275 |
problem number 6 |
✗ |
0.07 |
✓ |
0.067 |
No |
|
276 |
problem number 7 |
✓ |
0.038 |
✓ |
0.157 |
No |
|
277 |
problem number 8 |
✓ |
0.017 |
✓ |
0.067 |
No |
|
278 |
problem number 9 |
✗ (Timed out) |
600. |
✓ |
0.046 |
No |
|
279 |
problem number 1 |
✓ |
0.016 |
✓ |
0.017 |
No |
|
280 |
problem number 2 |
✓ |
0.111 |
✓ |
0.312 |
No |
|
281 |
problem number 3 |
✓ |
0.217 |
✓ |
0.312 |
No |
|
282 |
problem number 4 |
✓ |
0.182 |
✓ |
1.805 |
No |
|
283 |
problem number 5 |
✗ |
0.186 |
✗ (Timed out) |
600. |
No |
|
284 |
problem number 6 |
✓ |
1.665 |
✓ |
0.591 |
No |
|
285 |
problem number 7 |
✗ |
1.085 |
✓ |
2.272 |
No |
|
286 |
problem number 1 |
✓ |
0.028 |
✓ |
0.15 |
No |
|
287 |
problem number 2 |
✓ |
0.092 |
✓ |
0.348 |
No |
|
288 |
problem number 3 |
✓ |
0.028 |
✓ |
0.128 |
No |
|
289 |
problem number 4 |
✗ |
19.143 |
✓ |
1.51 |
No |
|
290 |
problem number 5 |
✓ |
0.308 |
✓ |
0.431 |
No |
|
291 |
problem number 6 |
✗ (Timed out) |
600. |
✓ |
2.524 |
No |
|
292 |
problem number 7 |
✓ |
0.098 |
✓ |
0.187 |
No |
|
293 |
problem number 8 |
✗ |
22.627 |
✓ |
3.532 |
No |
|
294 |
problem number 9 |
✗ |
0.806 |
✓ |
6.244 |
No |
|
295 |
problem number 10 |
✗ (Timed out) |
600. |
✓ |
5.292 |
No |
|
296 |
problem number 11 |
✗ |
24.757 |
✗ |
6.035 |
No |
|
297 |
problem number 12 |
✗ |
24.269 |
✗ |
4.593 |
No |
|
298 |
problem number 13 |
✗ |
28.83 |
✗ |
11.215 |
No |
|
299 |
problem number 14 |
✗ |
1.518 |
✓ |
0.216 |
No |
|
300 |
problem number 15 |
✓ |
0.304 |
✓ |
1.568 |
No |
|
301 |
problem number 16 |
✗ |
75.081 |
✗ |
34.908 |
No |
|
302 |
problem number 17 |
✗ |
135.405 |
✓ |
1.063 |
No |
|
303 |
problem number 18 |
✗ |
81.147 |
✓ |
1.179 |
No |
|
304 |
problem number 19 |
✗ (Timed out) |
600. |
✓ |
1.106 |
No |
|
305 |
problem number 20 |
✓ |
0.052 |
✓ |
0.309 |
No |
|
306 |
problem number 21 |
✓ |
0.274 |
✓ |
0.252 |
No |
|
307 |
problem number 22 |
✓ |
0.157 |
✓ |
0.175 |
No |
|
308 |
problem number 23 |
✗ |
25.898 |
✓ |
0.178 |
No |
|
309 |
problem number 24 |
✓ |
0.086 |
✓ |
0.122 |
No |
|
310 |
problem number 25 |
✓ |
0.292 |
✓ |
0.089 |
No |
|
311 |
problem number 26 |
✓ |
0.427 |
✓ |
0.198 |
No |
|
312 |
problem number 27 |
✓ |
0.092 |
✓ |
0.219 |
No |
|
313 |
problem number 28 |
✗ |
0.1 |
✓ |
0.149 |
No |
|
314 |
problem number 29 |
✗ |
0.08 |
✓ |
0.116 |
No |
|
315 |
problem number 30 |
✗ |
0.29 |
✓ |
5.364 |
No |
|
316 |
problem number 31 |
✗ |
18.564 |
✓ |
1.899 |
No |
|
317 |
problem number 32 |
✗ |
130.256 |
✗ |
23.403 |
No |
|
318 |
problem number 33 |
✓ |
0.071 |
✓ |
0.428 |
No |
|
319 |
problem number 34 |
✓ |
0.025 |
✓ |
0.207 |
No |
|
320 |
problem number 35 |
✓ |
0.05 |
✓ |
0.315 |
No |
|
321 |
problem number 36 |
✓ |
0.163 |
✓ |
0.355 |
No |
|
322 |
problem number 37 |
✗ (Timed out) |
600. |
✓ |
0.747 |
No |
|
323 |
problem number 38 |
✓ |
1.367 |
✓ |
0.47 |
No |
|
324 |
problem number 39 |
✓ |
0.076 |
✓ |
0.328 |
No |
|
325 |
problem number 40 |
✗ |
140.71 |
✗ |
22.523 |
No |
|
326 |
problem number 41 |
✓ |
0.142 |
✓ |
0.511 |
No |
|
327 |
problem number 42 |
✗ |
3.386 |
✓ |
1.907 |
No |
|
328 |
problem number 43 |
✗ |
2.488 |
✓ |
3.795 |
No |
|
329 |
problem number 44 |
✗ |
144.693 |
✗ |
20.276 |
No |
|
330 |
problem number 45 |
✗ |
145.087 |
✗ |
30.301 |
No |
|
331 |
problem number 46 |
✗ (Timed out) |
600. |
✓ |
11.662 |
No |
|
332 |
problem number 47 |
✓ |
39.504 |
✓ |
1.469 |
No |
|
333 |
problem number 48 |
✗ |
37.35 |
✓ |
1.152 |
No |
|
334 |
problem number 49 |
✗ |
24.756 |
✗ |
14.524 |
No |
|
335 |
problem number 50 |
✗ |
114.766 |
✗ |
75.018 |
No |
|
336 |
problem number 51 |
✗ |
0.146 |
✓ |
2.389 |
No |
|
337 |
problem number 52 |
✗ |
9.411 |
✗ |
3.317 |
No |
|
338 |
problem number 53 |
✗ |
0.263 |
✓ |
1.75 |
No |
|
339 |
problem number 54 |
✗ |
0.171 |
✗ |
3.12 |
No |
|
340 |
problem number 55 |
✗ |
26.304 |
✗ |
9.84 |
No |
|
341 |
problem number 56 |
✗ |
423.057 |
✓ |
3.039 |
No |
|
342 |
problem number 1 |
✓ |
0.011 |
✓ |
0.028 |
No |
|
343 |
problem number 2 |
✓ |
0.015 |
✓ |
0.008 |
No |
|
344 |
problem number 3 |
✓ |
0.035 |
✓ |
1.733 |
No |
|
345 |
problem number 4 |
✓ |
0.124 |
✓ |
1.608 |
No |
|
346 |
problem number 5 |
✗ |
24.09 |
✓ |
0.563 |
No |
|
347 |
problem number 6 |
✓ |
0.029 |
✓ |
0.125 |
No |
|
348 |
problem number 7 |
✓ |
0.097 |
✓ |
0.054 |
No |
|
349 |
problem number 8 |
✓ |
0.151 |
✓ |
2.723 |
No |
|
350 |
problem number 9 |
✓ |
0.086 |
✓ |
0.515 |
No |
|
351 |
problem number 10 |
✗ |
0.125 |
✓ |
4.404 |
No |
|
352 |
problem number 11 |
✗ |
1.975 |
✗ |
3.162 |
No |
|
353 |
problem number 1 |
✓ |
0.429 |
✓ |
0.673 |
No |
|
354 |
problem number 2 |
✓ |
0.679 |
✓ |
0.259 |
No |
|
355 |
problem number 3 |
✓ |
0.215 |
✓ |
0.079 |
No |
|
356 |
problem number 4 |
✗ |
36.55 |
✓ |
0.393 |
No |
|
357 |
problem number 5 |
✓ |
0.116 |
✓ |
0.155 |
No |
|
358 |
problem number 6 |
✗ |
22.289 |
✗ |
6.686 |
No |
|
359 |
problem number 7 |
✓ |
0.148 |
✓ |
0.215 |
No |
|
360 |
problem number 8 |
✗ |
0.444 |
✓ |
0.09 |
No |
|
361 |
problem number 9 |
✓ |
0.818 |
✓ |
0.839 |
No |
|
362 |
problem number 10 |
✓ |
0.8 |
✓ |
0.805 |
No |
|
363 |
problem number 11 |
✗ |
21.559 |
✓ |
1.039 |
No |
|
364 |
problem number 12 |
✓ |
1.627 |
✓ |
0.254 |
No |
|
365 |
problem number 13 |
✓ |
0.058 |
✓ |
0.121 |
No |
|
366 |
problem number 14 |
✗ |
23.365 |
✗ |
7.268 |
No |
|
367 |
problem number 15 |
✗ (Timed out) |
600. |
✓ |
2.228 |
No |
|
368 |
problem number 16 |
✗ |
22.075 |
✗ |
5.836 |
No |
|
369 |
problem number 17 |
✗ |
222.015 |
✓ |
1.382 |
No |
|
370 |
problem number 18 |
✗ |
22.431 |
✗ |
5.848 |
No |
|
371 |
problem number 19 |
✓ |
0.1 |
✓ |
0.304 |
No |
|
372 |
problem number 20 |
✗ |
22.241 |
✗ |
3.298 |
No |
|
373 |
problem number 21 |
✗ |
23.959 |
✗ |
4.204 |
No |
|
374 |
problem number 22 |
✓ |
1.723 |
✓ |
0.229 |
No |
|
375 |
problem number 23 |
✓ |
0.109 |
✓ |
0.215 |
No |
|
376 |
problem number 24 |
✗ |
21.281 |
✗ |
4.447 |
No |
|
377 |
problem number 25 |
✓ |
0.131 |
✓ |
0.169 |
No |
|
378 |
problem number 26 |
✓ |
0.153 |
✓ |
0.157 |
No |
|
379 |
problem number 27 |
✗ |
0.598 |
✓ |
0.263 |
No |
|
380 |
problem number 28 |
✓ |
7.115 |
✓ |
0.273 |
No |
|
381 |
problem number 29 |
✓ |
0.079 |
✓ |
0.283 |
No |
|
382 |
problem number 30 |
✓ |
2.549 |
✓ |
0.228 |
No |
|
383 |
problem number 31 |
✗ |
47.506 |
✓ |
12.006 |
No |
|
384 |
problem number 32 |
✓ |
0.043 |
✓ |
0.288 |
No |
|
385 |
problem number 33 |
✗ |
0.076 |
✓ |
0.38 |
No |
|
386 |
problem number 34 |
✗ (Timed out) |
600. |
✓ |
5.816 |
No |
|
387 |
problem number 35 |
✗ (Timed out) |
600. |
✓ |
7.093 |
No |
|
388 |
problem number 36 |
✗ (Timed out) |
600. |
✓ |
5.601 |
No |
|
389 |
problem number 1 |
✓ |
0.014 |
✓ |
0.051 |
No |
|
390 |
problem number 2 |
✓ |
0.048 |
✓ |
0.5 |
No |
|
391 |
problem number 3 |
✓ |
59.45 |
✓ |
3.309 |
No |
|
392 |
problem number 4 |
✗ |
42.013 |
✓ |
0.58 |
No |
|
393 |
problem number 5 |
✗ |
54.629 |
✓ |
3.659 |
No |
|
394 |
problem number 6 |
✓ |
0.179 |
✓ |
0.124 |
No |
|
395 |
problem number 7 |
✓ |
0.023 |
✓ |
0.072 |
No |
|
396 |
problem number 1 |
✓ |
0.011 |
✓ |
0.009 |
No |
|
397 |
problem number 2 |
✓ |
0.031 |
✓ |
0.489 |
No |
|
398 |
problem number 3 |
✗ |
58.587 |
✓ |
4.575 |
No |
|
399 |
problem number 4 |
✗ |
59.346 |
✓ |
3.601 |
No |
|
400 |
problem number 5 |
✗ (Timed out) |
600. |
✓ |
2.323 |
No |
|
|
|||||||
401 |
problem number 6 |
✗ (Timed out) |
600. |
✓ |
6.564 |
No |
|
402 |
problem number 7 |
✗ (Timed out) |
600. |
✓ |
1.892 |
No |
|
403 |
problem number 8 |
✓ |
0.038 |
✓ |
0.106 |
No |
|
404 |
problem number 1 |
✓ |
0.021 |
✓ |
0.009 |
No |
|
405 |
problem number 2 |
✓ |
0.031 |
✓ |
0.002 |
No |
|
406 |
problem number 3 |
✓ |
2.293 |
✓ |
1.063 |
No |
|
407 |
problem number 4 |
✗ |
42.704 |
✓ |
2.809 |
No |
|
408 |
problem number 5 |
✗ (Timed out) |
600. |
✓ |
2.029 |
No |
|
409 |
problem number 6 |
✗ (Timed out) |
600. |
✓ |
5.6 |
No |
|
410 |
problem number 7 |
✗ (Timed out) |
600. |
✓ |
2.028 |
No |
|
411 |
problem number 8 |
✓ |
290.451 |
✓ |
0.154 |
No |
|
412 |
problem number 1 |
✓ |
0.021 |
✓ |
0.046 |
No |
|
413 |
problem number 2 |
✓ |
0.034 |
✓ |
1.662 |
No |
|
414 |
problem number 3 |
✓ |
2.07 |
✓ |
1.081 |
No |
|
415 |
problem number 4 |
✗ |
4.003 |
✓ |
0.972 |
No |
|
416 |
problem number 1 |
✓ |
0.066 |
✓ |
0.492 |
No |
|
417 |
problem number 2 |
✓ |
0.168 |
✓ |
0.113 |
No |
|
418 |
problem number 3 |
✓ |
1.733 |
✓ |
0.858 |
No |
|
419 |
problem number 4 |
✗ |
13.322 |
✓ |
5.756 |
No |
|
420 |
problem number 5 |
✓ |
0.035 |
✓ |
0.068 |
No |
|
421 |
problem number 6 |
✗ (Timed out) |
600. |
✓ |
5.398 |
No |
|
422 |
problem number 1 |
✓ |
0.033 |
✓ |
0.053 |
No |
|
423 |
problem number 3 |
✓ |
579.252 |
✓ |
0.045 |
No |
|
424 |
problem number 4 |
✗ (Timed out) |
600. |
✓ |
0.149 |
No |
|
425 |
problem number 1 |
✓ |
0.065 |
✓ |
0.361 |
No |
|
426 |
problem number 2 |
✓ |
0.077 |
✓ |
0.122 |
No |
|
427 |
problem number 3 |
✗ (Timed out) |
600. |
✓ |
0.508 |
No |
|
428 |
problem number 4 |
✗ |
22.035 |
✓ |
0.455 |
No |
|
429 |
problem number 5 |
✗ |
22.658 |
✗ |
2.791 |
No |
|
430 |
problem number 6 |
✗ |
26.279 |
✓ |
1.699 |
No |
|
431 |
problem number 7 |
✗ |
26.548 |
✗ |
3.14 |
No |
|
432 |
problem number 8 |
✗ |
23.418 |
✗ |
2.414 |
No |
|
433 |
problem number 9 |
✓ |
0.214 |
✓ |
0.224 |
No |
|
434 |
problem number 10 |
✗ (Timed out) |
600. |
✓ |
1.339 |
No |
|
435 |
problem number 11 |
✓ |
0.067 |
✓ |
0.195 |
No |
|
436 |
problem number 12 |
✗ |
20.671 |
✗ |
1.861 |
No |
|
437 |
problem number 13 |
✗ |
22.799 |
✗ |
2.928 |
No |
|
438 |
problem number 14 |
✗ |
21.894 |
✗ |
1.266 |
No |
|
439 |
problem number 15 |
✓ |
0.15 |
✓ |
0.351 |
No |
|
440 |
problem number 16 |
✓ |
0.057 |
✓ |
0.1 |
No |
|
441 |
problem number 17 |
✓ |
0.653 |
✓ |
0.304 |
No |
|
442 |
problem number 18 |
✗ (Timed out) |
600. |
✓ |
0.641 |
No |
|
443 |
problem number 19 |
✗ (Timed out) |
600. |
✓ |
3.634 |
No |
|
444 |
problem number 20 |
✗ (Timed out) |
600. |
✓ |
1.818 |
No |
|
445 |
problem number 21 |
✗ |
26.139 |
✓ |
0.13 |
No |
|
446 |
problem number 22 |
✗ (Timed out) |
600. |
✓ |
0.841 |
No |
|
447 |
problem number 23 |
✗ (Timed out) |
600. |
✓ |
0.372 |
No |
|
448 |
problem number 1 |
✓ |
0.234 |
✓ |
0.427 |
No |
|
449 |
problem number 2 |
✓ |
397.433 |
✓ |
0.699 |
No |
|
450 |
problem number 3 |
✓ |
0.542 |
✓ |
0.972 |
No |
|
451 |
problem number 4 |
✗ (Timed out) |
600. |
✓ |
1.257 |
No |
|
452 |
problem number 5 |
✗ |
41.582 |
✓ |
4.007 |
No |
|
453 |
problem number 6 |
✗ |
44.148 |
✓ |
0.251 |
No |
|
454 |
problem number 7 |
✗ |
29.002 |
✓ |
2.789 |
No |
|
455 |
problem number 8 |
✗ |
41.969 |
✓ |
0.51 |
No |
|
456 |
problem number 9 |
✗ |
43.284 |
✓ |
9.662 |
No |
|
457 |
problem number 10 |
✗ |
43.956 |
✓ |
3.33 |
No |
|
458 |
problem number 11 |
✗ (Timed out) |
600. |
✗ (Timed out) |
600. |
No |
|
459 |
problem number 12 |
✗ (Timed out) |
600. |
✗ (Timed out) |
600. |
No |
|
460 |
problem number 13 |
✓ |
87.181 |
✓ |
0.555 |
No |
|
461 |
problem number 14 |
✗ (Timed out) |
600. |
✓ |
2.141 |
No |
|
462 |
problem number 1 |
✓ |
0.294 |
✓ |
0.246 |
No |
|
463 |
problem number 2 |
✓ |
265.927 |
✓ |
0.362 |
No |
|
464 |
problem number 3 |
✓ |
361.65 |
✓ |
1.932 |
No |
|
465 |
problem number 4 |
✗ (Timed out) |
600. |
✓ |
0.655 |
No |
|
466 |
problem number 5 |
✗ |
41.454 |
✓ |
5.51 |
No |
|
467 |
problem number 6 |
✗ |
41.875 |
✓ |
1.083 |
No |
|
468 |
problem number 7 |
✗ |
44.553 |
✓ |
3.308 |
No |
|
469 |
problem number 8 |
✗ |
44.042 |
✓ |
3.188 |
No |
|
470 |
problem number 9 |
✗ (Timed out) |
600. |
✓ |
2.986 |
No |
|
471 |
problem number 10 |
✗ (Timed out) |
600. |
✓ |
2.531 |
No |
|
472 |
problem number 11 |
✗ (Timed out) |
600. |
✓ |
8.403 |
No |
|
473 |
problem number 12 |
✗ (Timed out) |
600. |
✓ |
3.097 |
No |
|
474 |
problem number 1 |
✓ |
0.038 |
✓ |
0.01 |
No |
|
475 |
problem number 2 |
✓ |
0.146 |
✓ |
0.349 |
No |
|
476 |
problem number 3 |
✓ |
0.351 |
✓ |
0.543 |
No |
|
477 |
problem number 4 |
✗ |
42.712 |
✓ |
0.928 |
No |
|
478 |
problem number 5 |
✗ |
44.286 |
✓ |
0.959 |
No |
|
479 |
problem number 6 |
✗ |
587.818 |
✓ |
0.885 |
No |
|
480 |
problem number 7 |
✗ |
228.29 |
✗ (Timed out) |
600. |
No |
|
481 |
problem number 8 |
✗ |
39.916 |
✗ (Timed out) |
600. |
No |
|
482 |
problem number 9 |
✗ (Timed out) |
600. |
✗ (Timed out) |
600. |
No |
|
483 |
problem number 10 |
✓ |
280.079 |
✓ |
0.593 |
No |
|
484 |
problem number 11 |
✗ (Timed out) |
600. |
✓ |
15.673 |
No |
|
485 |
problem number 12 |
✗ |
570.242 |
✓ |
3.002 |
No |
|
486 |
problem number 13 |
✗ (Timed out) |
600. |
✓ |
2.551 |
No |
|
487 |
problem number 14 |
✗ (Timed out) |
600. |
✓ |
4.09 |
No |
|
488 |
problem number 15 |
✗ |
599.573 |
✓ |
2.529 |
No |
|
489 |
problem number 1 |
✓ |
0.191 |
✓ |
0.186 |
No |
|
490 |
problem number 2 |
✓ |
350.572 |
✓ |
0.218 |
No |
|
491 |
problem number 3 |
✗ (Timed out) |
600. |
✓ |
0.49 |
No |
|
492 |
problem number 4 |
✗ |
42.808 |
✓ |
0.678 |
No |
|
493 |
problem number 5 |
✗ |
44.48 |
✓ |
0.614 |
No |
|
494 |
problem number 6 |
✓ |
0.287 |
✓ |
0.188 |
No |
|
495 |
problem number 7 |
✓ |
0.134 |
✓ |
3.713 |
No |
|
496 |
problem number 8 |
✓ |
0.118 |
✓ |
2.015 |
No |
|
497 |
problem number 9 |
✓ |
0.827 |
✓ |
1.06 |
No |
|
498 |
problem number 10 |
✓ |
1.309 |
✓ |
3.888 |
No |
|
499 |
problem number 11 |
✓ |
0.112 |
✓ |
1.902 |
No |
|
500 |
problem number 12 |
✗ (Timed out) |
600. |
✓ |
1.997 |
No |
|
501 |
problem number 1 |
✓ |
0.656 |
✓ |
0.494 |
No |
|
502 |
problem number 2 |
✓ |
1.035 |
✓ |
0.755 |
No |
|
503 |
problem number 3 |
✓ |
0.558 |
✓ |
1.629 |
No |
|
504 |
problem number 4 |
✗ |
24.028 |
✗ (Timed out) |
600. |
No |
|
505 |
problem number 5 |
✗ |
42.449 |
✓ |
0.922 |
No |
|
506 |
problem number 6 |
✗ |
61.038 |
✓ |
1.597 |
No |
|
507 |
problem number 7 |
✗ (Timed out) |
600. |
✗ (Timed out) |
600. |
No |
|
508 |
problem number 8 |
✗ |
24.566 |
✓ |
0.762 |
No |
|
509 |
problem number 9 |
✗ |
23.482 |
✓ |
0.001 |
No |
|
510 |
problem number 10 |
✗ |
40.018 |
✓ |
1.532 |
No |
|
511 |
problem number 11 |
✗ (Timed out) |
600. |
✗ |
233.706 |
No |
|
512 |
problem number 1 |
✓ |
0.095 |
✓ |
0.355 |
No |
|
513 |
problem number 2 |
✗ (Timed out) |
600. |
✓ |
0.403 |
No |
|
514 |
problem number 3 |
✗ |
275.58 |
✓ |
0.626 |
No |
|
515 |
problem number 4 |
✓ |
0.24 |
✓ |
0.398 |
No |
|
516 |
problem number 5 |
✗ |
248.175 |
✓ |
1.037 |
No |
|
517 |
problem number 6 |
✗ |
22.526 |
✓ |
1.524 |
No |
|
518 |
problem number 7 |
✗ |
26.795 |
✓ |
2.119 |
No |
|
519 |
problem number 8 |
✗ |
255.775 |
✓ |
0.844 |
No |
|
520 |
problem number 9 |
✗ |
277.172 |
✗ |
24.08 |
No |
|
521 |
problem number 10 |
✗ |
35.916 |
✗ |
29.175 |
No |
|
522 |
problem number 11 |
✗ (Timed out) |
600. |
✓ |
0.33 |
No |
|
523 |
problem number 12 |
✓ |
63.637 |
✓ |
0.46 |
No |
|
524 |
problem number 1 |
✓ |
0.093 |
✓ |
0.233 |
No |
|
525 |
problem number 2 |
✗ (Timed out) |
600. |
✓ |
0.277 |
No |
|
526 |
problem number 3 |
✗ (Timed out) |
600. |
✓ |
0.479 |
No |
|
527 |
problem number 4 |
✓ |
0.196 |
✓ |
0.43 |
No |
|
528 |
problem number 5 |
✗ (Timed out) |
600. |
✓ |
11.32 |
No |
|
529 |
problem number 6 |
✗ |
28.865 |
✗ |
8.537 |
No |
|
530 |
problem number 7 |
✗ |
257.983 |
✓ |
2.021 |
No |
|
531 |
problem number 8 |
✗ (Timed out) |
600. |
✓ |
12.982 |
No |
|
532 |
problem number 9 |
✗ |
250.287 |
✗ |
21.616 |
No |
|
533 |
problem number 10 |
✗ |
36.604 |
✗ |
34.822 |
No |
|
534 |
problem number 11 |
✗ (Timed out) |
600. |
✓ |
0.409 |
No |
|
535 |
problem number 12 |
✓ |
60.083 |
✓ |
0.532 |
No |
|
536 |
problem number 1 |
✗ (Timed out) |
600. |
✓ |
0.162 |
No |
|
537 |
problem number 2 |
✗ (Timed out) |
600. |
✓ |
0.516 |
No |
|
538 |
problem number 3 |
✗ (Timed out) |
600. |
✓ |
0.821 |
No |
|
539 |
problem number 4 |
✗ (Timed out) |
600. |
✓ |
0.319 |
No |
|
540 |
problem number 5 |
✗ (Timed out) |
600. |
✓ |
1.29 |
No |
|
541 |
problem number 6 |
✗ |
519.759 |
✓ |
0.816 |
No |
|
542 |
problem number 7 |
✗ (Timed out) |
600. |
✓ |
2.124 |
No |
|
543 |
problem number 8 |
✗ (Timed out) |
600. |
✓ |
0.086 |
No |
|
544 |
problem number 9 |
✗ (Timed out) |
600. |
✗ |
10.06 |
No |
|
545 |
problem number 10 |
✗ |
40.797 |
✗ |
551.92 |
No |
|
546 |
problem number 11 |
✗ (Timed out) |
600. |
✓ |
0.482 |
No |
|
547 |
problem number 12 |
✗ (Timed out) |
600. |
✓ |
0.6 |
No |
|
548 |
problem number 1 |
✗ (Timed out) |
600. |
✓ |
0.241 |
No |
|
549 |
problem number 2 |
✗ (Timed out) |
600. |
✓ |
0.153 |
No |
|
550 |
problem number 3 |
✗ |
530.186 |
✓ |
0.445 |
No |
|
551 |
problem number 4 |
✗ (Timed out) |
600. |
✓ |
0.588 |
No |
|
552 |
problem number 5 |
✗ (Timed out) |
600. |
✓ |
1.581 |
No |
|
553 |
problem number 6 |
✗ (Timed out) |
600. |
✓ |
0.798 |
No |
|
554 |
problem number 7 |
✗ (Timed out) |
600. |
✓ |
2.91 |
No |
|
555 |
problem number 8 |
✗ |
34.288 |
✗ |
10.886 |
No |
|
556 |
problem number 9 |
✗ (Timed out) |
600. |
✗ |
24.059 |
No |
|
557 |
problem number 10 |
✗ |
40.911 |
✗ |
409.914 |
No |
|
558 |
problem number 11 |
✗ (Timed out) |
600. |
✓ |
0.406 |
No |
|
559 |
problem number 12 |
✗ (Timed out) |
600. |
✓ |
0.918 |
No |
|
560 |
problem number 1 |
✓ |
0.643 |
✓ |
0.057 |
No |
|
561 |
problem number 2 |
✓ |
1.045 |
✓ |
0.247 |
No |
|
562 |
problem number 3 |
✗ |
124.092 |
✓ |
0.179 |
No |
|
563 |
problem number 4 |
✗ |
20.458 |
✓ |
0.335 |
No |
|
564 |
problem number 5 |
✗ |
24.544 |
✓ |
0.888 |
No |
|
565 |
problem number 6 |
✗ |
149.5 |
✓ |
0.197 |
No |
|
566 |
problem number 7 |
✗ |
23.637 |
✗ |
2.512 |
No |
|
567 |
problem number 8 |
✗ |
23.572 |
✗ |
2.713 |
No |
|
568 |
problem number 9 |
✗ |
39.714 |
✓ |
0.107 |
No |
|
569 |
problem number 10 |
✗ |
28.036 |
✗ |
8.516 |
No |
|
570 |
problem number 11 |
✗ |
27.505 |
✗ |
7.729 |
No |
|
571 |
problem number 12 |
✓ |
0.182 |
✓ |
0.295 |
No |
|
572 |
problem number 13 |
✗ (Timed out) |
600. |
✓ |
0.261 |
No |
|
573 |
problem number 1 |
✗ |
21.569 |
✓ |
1.178 |
No |
|
574 |
problem number 2 |
✗ |
21.565 |
✗ |
2.682 |
No |
|
575 |
problem number 3 |
✗ |
21.449 |
✗ |
3.266 |
No |
|
576 |
problem number 4 |
✓ |
0.22 |
✓ |
0.303 |
No |
|
577 |
problem number 5 |
✗ |
23.23 |
✗ |
3.064 |
No |
|
578 |
problem number 6 |
✗ |
1.441 |
✓ |
0.169 |
No |
|
579 |
problem number 7 |
✗ |
26.151 |
✗ |
6.43 |
No |
|
580 |
problem number 8 |
✗ |
27.161 |
✗ |
8.501 |
No |
|
581 |
problem number 9 |
✗ |
23.006 |
✗ |
4.595 |
No |
|
582 |
problem number 10 |
✓ |
0.232 |
✓ |
0.377 |
No |
|
583 |
problem number 11 |
✗ |
27.578 |
✓ |
0.408 |
No |
|
584 |
problem number 1 |
✗ |
26.63 |
✗ |
15.364 |
No |
|
585 |
problem number 2 |
✗ |
29.805 |
✗ |
28.755 |
No |
|
586 |
problem number 3 |
✗ |
29.649 |
✗ |
13.559 |
No |
|
587 |
problem number 1 |
✗ |
21.65 |
✓ |
1.262 |
No |
|
588 |
problem number 2 |
✗ |
21.019 |
✗ |
2.229 |
No |
|
589 |
problem number 3 |
✗ |
20.837 |
✗ |
1.218 |
No |
|
590 |
problem number 4 |
✓ |
0.168 |
✓ |
0.059 |
No |
|
591 |
problem number 1 |
✗ |
26.506 |
✓ |
2.769 |
No |
|
592 |
problem number 2 |
✗ |
25.856 |
✗ |
15.4 |
No |
|
593 |
problem number 3 |
✗ |
25.859 |
✗ |
9.21 |
No |
|
594 |
problem number 4 |
✗ |
28.685 |
✗ |
25.725 |
No |
|
595 |
problem number 5 |
✗ |
28.855 |
✗ |
11.957 |
No |
|
596 |
problem number 1 |
✗ |
20.647 |
✗ |
2.816 |
No |
|
597 |
problem number 2 |
✗ |
20.756 |
✓ |
0.538 |
No |
|
598 |
problem number 3 |
✓ |
0.092 |
✓ |
0.033 |
No |
|
599 |
problem number 4 |
✗ |
21.239 |
✓ |
0.307 |
No |
|
600 |
problem number 5 |
✗ |
21.02 |
✗ |
1.527 |
No |
|
|
|||||||
601 |
problem number 6 |
✗ |
12.025 |
✓ |
0.081 |
No |
|
602 |
problem number 7 |
✗ |
0.153 |
✓ |
0.167 |
No |
|
603 |
problem number 8 |
✓ |
0.865 |
✓ |
0.237 |
No |
|
604 |
problem number 9 |
✗ |
0.122 |
✓ |
0.229 |
No |
|
605 |
problem number 10 |
✗ |
0.53 |
✓ |
0.222 |
No |
|
606 |
problem number 11 |
✓ |
0.239 |
✓ |
0.291 |
No |
|
607 |
problem number 12 |
✗ |
22.291 |
✓ |
1.062 |
No |
|
608 |
problem number 1 |
✓ |
0.089 |
✓ |
0.023 |
No |
|
609 |
problem number 2 |
✗ |
0.108 |
✓ |
0.143 |
No |
|
610 |
problem number 3 |
✗ |
2.718 |
✓ |
0.696 |
No |
|
611 |
problem number 4 |
✗ |
544.98 |
✗ |
2.433 |
No |
|
612 |
problem number 5 |
✗ |
2.312 |
✗ |
3.157 |
No |
|
613 |
problem number 1 |
✗ |
6.911 |
✓ |
0.091 |
No |
|
614 |
problem number 2 |
✗ |
0.074 |
✓ |
0.128 |
No |
|
615 |
problem number 3 |
✗ |
211.96 |
✓ |
0.413 |
No |
|
616 |
problem number 4 |
✗ |
455.453 |
✓ |
0.392 |
No |
|
617 |
problem number 5 |
✗ |
210.073 |
✗ |
7.911 |
No |
|
618 |
problem number 6 |
✗ |
20.316 |
✓ |
3.192 |
No |
|
619 |
problem number 7 |
✗ |
16.696 |
✓ |
0.349 |
No |
|
620 |
problem number 8 |
✗ |
208.019 |
✓ |
0.42 |
No |
|
621 |
problem number 9 |
✗ (Timed out) |
600. |
✓ |
0.417 |
No |
|
622 |
problem number 10 |
✗ |
31.533 |
✓ |
1.897 |
No |
|
623 |
problem number 11 |
✗ |
15.515 |
✓ |
0.603 |
No |
|
624 |
problem number 12 |
✗ |
1.358 |
✗ |
3.595 |
No |
|
625 |
problem number 13 |
✗ |
2.087 |
✗ |
2.786 |
No |
|
626 |
problem number 14 |
✗ |
24.929 |
✓ |
0.604 |
No |
|
627 |
problem number 15 |
✗ |
170.966 |
✓ |
0.608 |
No |
|
628 |
problem number 16 |
✗ |
25.345 |
✓ |
0.339 |
No |
|
629 |
problem number 1 |
✗ |
5.711 |
✓ |
9.172 |
No |
|
630 |
problem number 2 |
✗ |
181.699 |
✗ |
5.062 |
No |
|
631 |
problem number 3 |
✗ |
13.005 |
✗ |
8.059 |
No |
|
632 |
problem number 4 |
✗ |
2.543 |
✗ |
8.122 |
No |
|
633 |
problem number 5 |
✗ |
2.902 |
✗ |
7.008 |
No |
|
634 |
problem number 6 |
✗ |
25.16 |
✗ |
12.945 |
No |
|
635 |
problem number 7 |
✗ |
24.621 |
✗ |
10.392 |
No |
|
636 |
problem number 8 |
✗ |
13.313 |
✗ |
18.041 |
No |
|
637 |
problem number 9 |
✓ |
0.008 |
✓ |
0.053 |
No |
|
638 |
problem number 11 |
✗ (Timed out) |
600. |
✓ |
0.575 |
No |
|
639 |
problem number 12 |
✗ |
4.103 |
✓ |
7.826 |
No |
|
640 |
problem number 13 |
✗ |
11.982 |
✗ |
4.325 |
No |
|
641 |
problem number 14 |
✗ |
12.146 |
✗ |
3.544 |
No |
|
642 |
problem number 15 |
✗ |
19.498 |
✗ |
5.996 |
No |
|
643 |
problem number 16 |
✗ |
18.803 |
✗ |
6.034 |
No |
|
644 |
problem number 17 |
✗ |
4.474 |
✗ |
5.01 |
No |
|
645 |
problem number 18 |
✗ |
26.726 |
✗ |
7.478 |
No |
|
646 |
problem number 19 |
✗ |
26.007 |
✗ |
6.549 |
No |
|
647 |
problem number 20 |
✗ |
257.6 |
✗ |
27.366 |
No |
|
648 |
problem number 21 |
✗ |
77.934 |
✗ |
17.318 |
No |
|
649 |
problem number 22 |
✗ |
11.81 |
✗ |
8.803 |
No |
|
650 |
problem number 23 |
✗ |
7.111 |
✗ |
19.373 |
No |
|
651 |
Example 1 |
✓ |
0.006 |
✓ |
0.065 |
No |
|
652 |
Example 2 |
✓ |
0.022 |
✓ |
0.105 |
No |
|
653 |
Example 3 |
✓ |
0.004 |
✓ |
0.008 |
No |
|
654 |
Problem 1 |
✓ |
0.004 |
✓ |
0.009 |
No |
|
655 |
Problem 2 |
✓ |
0.012 |
✓ |
0.045 |
No |
|
656 |
Problem 3 |
✓ |
0.009 |
✓ |
0.016 |
No |
|
657 |
Problem 4 |
✓ |
0.005 |
✓ |
0.008 |
No |
|
658 |
Problem 5 |
✓ |
0.067 |
✓ |
0.143 |
No |
|
659 |
Problem 6 |
✓ |
0.151 |
✓ |
0.259 |
No |
|
660 |
Problem 7 |
✓ |
0.026 |
✓ |
0.037 |
No |
|
661 |
Problem 8 |
✓ |
0.05 |
✓ |
0.051 |
No |
|
662 |
Problem 1 |
✓ |
0.061 |
✓ |
0.046 |
No |
|
663 |
Problem 2 |
✓ |
0.171 |
✓ |
0.035 |
No |
|
664 |
Problem 3 |
✓ |
0.063 |
✓ |
0.051 |
No |
|
665 |
Problem 4 |
✓ |
0.284 |
✓ |
0.11 |
No |
|
666 |
Problem 5 |
✓ |
0.01 |
✓ |
0.019 |
No |
|
667 |
Problem 6 |
✓ |
0.095 |
✓ |
0.281 |
No |
|
668 |
Problem 7 |
✓ |
0.052 |
✓ |
0.078 |
No |
|
669 |
Problem 1 |
✓ |
0.011 |
✓ |
0.148 |
No |
|
670 |
Problem 2 |
✓ |
0.118 |
✓ |
0.067 |
No |
|
671 |
Problem 3 |
✓ |
0.104 |
✓ |
0.028 |
No |
|
672 |
Problem 4 |
✓ |
0.145 |
✓ |
0.068 |
No |
|
673 |
Problem 5 |
✓ |
0.006 |
✓ |
0.014 |
No |
|
674 |
Problem 6 |
✓ |
0.017 |
✓ |
0.167 |
No |
|
675 |
Problem 1 |
✓ |
0.068 |
✓ |
0.048 |
No |
|
676 |
Problem 2 |
✓ |
0.024 |
✓ |
0.045 |
No |
|
677 |
Problem 3 |
✓ |
0.012 |
✓ |
0.042 |
No |
|
678 |
Problem 4 |
✓ |
0.018 |
✓ |
0.071 |
No |
|
679 |
Problem 5 |
✓ |
0.056 |
✓ |
0.125 |
No |
|
680 |
Problem 6 |
✓ |
0.051 |
✓ |
0.1 |
No |
|
681 |
Problem 7 |
✓ |
0.65 |
✓ |
4.959 |
No |
|
682 |
Problem 8 |
✓ |
1.067 |
✓ |
0.686 |
No |
|
683 |
Problem 9 |
✗ (Timed out) |
600. |
✓ |
0.382 |
No |
|
684 |
Problem 10 |
✗ (Timed out) |
600. |
✓ |
7.752 |
No |
|
685 |
Problem 11 |
✓ |
0.404 |
✓ |
1.792 |
No |
|
686 |
Problem 1 |
✓ |
0.04 |
✓ |
0.144 |
No |
|
687 |
Problem 2 |
✓ |
0.027 |
✓ |
0.094 |
No |
|
688 |
Problem 3 |
✓ |
0.035 |
✓ |
0.207 |
No |
|
689 |
Problem 4 |
✓ |
0.046 |
✓ |
0.166 |
No |
|
690 |
Problem 5 |
✓ |
0.086 |
✓ |
0.419 |
No |
|
691 |
Problem 6 |
✓ |
0.096 |
✓ |
0.03 |
No |
|
692 |
Problem 7 |
✓ |
0.329 |
✓ |
0.335 |
No |
|
693 |
Problem 8 |
✗ |
133.129 |
✓ |
2.998 |
No |
|
694 |
Problem 9 |
✗ |
122.412 |
✓ |
0.736 |
No |
|
695 |
Problem 10 |
✓ |
0.971 |
✓ |
0.571 |
No |
|
696 |
Problem 11 |
✓ |
348.564 |
✓ |
0.625 |
No |
|
697 |
Problem 1 |
✓ |
0.112 |
✓ |
0.048 |
No |
|
698 |
Problem 2 |
✓ |
0.02 |
✓ |
0.144 |
No |
|
699 |
Problem 3 |
✓ |
0.034 |
✓ |
0.123 |
No |
|
700 |
Problem 4 |
✓ |
10.732 |
✓ |
0.368 |
No |
|
701 |
Problem 5 |
✓ |
0.332 |
✓ |
1.601 |
No |
|
702 |
Problem 6 |
✓ |
0.014 |
✓ |
0.073 |
No |
|
703 |
Problem 7 |
✓ |
0.021 |
✓ |
0.044 |
No |
|
704 |
Problem 8 |
✓ |
0.098 |
✓ |
0.695 |
No |
|
705 |
Problem 9 |
✓ |
0.248 |
✓ |
1.054 |
No |
|
706 |
Problem 10 |
✓ |
0.09 |
✓ |
0.118 |
No |
|
707 |
Problem 11 |
✗ (Timed out) |
600. |
✓ |
0.645 |
No |
|
708 |
Problem 1 |
✓ |
0.049 |
✓ |
0.024 |
No |
|
709 |
Problem 2 |
✓ |
0.066 |
✓ |
0.047 |
No |
|
710 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
0.022 |
No |
|
711 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
6.399 |
No |
|
712 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
1.854 |
No |
|
713 |
Problem 1 |
✓ |
0.046 |
✓ |
0.023 |
No |
|
714 |
Problem 2 |
✓ |
0.063 |
✓ |
0.021 |
No |
|
715 |
Problem 3 |
✓ |
0.187 |
✓ |
0.023 |
No |
|
716 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
1.135 |
No |
|
717 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
2.39 |
No |
|
718 |
Problem 1 |
✓ |
0.172 |
✓ |
0.023 |
No |
|
719 |
Problem 2 |
✓ |
0.12 |
✓ |
0.018 |
No |
|
720 |
Problem 3 |
✓ |
0.036 |
✓ |
0.019 |
No |
|
721 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
1.079 |
No |
|
722 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
1.013 |
No |
|
723 |
Problem 1 |
✓ |
0.171 |
✓ |
0.029 |
No |
|
724 |
Problem 2 |
✓ |
0.12 |
✓ |
0.017 |
No |
|
725 |
Problem 3 |
✓ |
0.035 |
✓ |
0.016 |
No |
|
726 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.967 |
No |
|
727 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.899 |
No |
|
728 |
Problem 1 |
✓ |
0.054 |
✓ |
0.019 |
No |
|
729 |
Problem 2 |
✓ |
0.155 |
✓ |
0.185 |
No |
|
730 |
Problem 3 |
✓ |
0.102 |
✓ |
0.059 |
No |
|
731 |
Problem 4 |
✓ |
0.046 |
✓ |
0.804 |
No |
|
732 |
Problem 5 |
✓ |
0.074 |
✓ |
0.158 |
No |
|
733 |
Problem 1 |
✓ |
0.03 |
✓ |
0.077 |
No |
|
734 |
Problem 2 |
✓ |
0.014 |
✓ |
0.048 |
No |
|
735 |
Problem 3 |
✓ |
0.122 |
✓ |
1.326 |
No |
|
736 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.569 |
No |
|
737 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.561 |
No |
|
738 |
Problem 6 |
✗ |
0.126 |
✓ |
0.297 |
No |
|
739 |
Problem 1 |
✓ |
0.097 |
✓ |
0.048 |
No |
|
740 |
Problem 2 |
✓ |
0.148 |
✓ |
1.02 |
No |
|
741 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
0.536 |
No |
|
742 |
Problem 4 |
✓ |
0.04 |
✓ |
0.133 |
No |
|
743 |
Problem 5 |
✓ |
0.036 |
✓ |
0.237 |
No |
|
744 |
Problem 6 |
✗ (Timed out) |
600. |
✓ |
2.775 |
No |
|
745 |
Problem 1 |
✓ |
0.052 |
✓ |
0.023 |
No |
|
746 |
Problem 2 |
✓ |
0.069 |
✓ |
0.019 |
No |
|
747 |
Problem 3 |
✓ |
0.025 |
✓ |
0.018 |
No |
|
748 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
2.713 |
No |
|
749 |
Problem 5 |
✓ |
0.424 |
✓ |
4.733 |
No |
|
750 |
Problem 1 |
✓ |
0.05 |
✓ |
0.024 |
No |
|
751 |
Problem 2 |
✓ |
0.066 |
✓ |
0.023 |
No |
|
752 |
Problem 3 |
✓ |
0.023 |
✓ |
0.02 |
No |
|
753 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
1.329 |
No |
|
754 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
2.454 |
No |
|
755 |
Problem 1 |
✓ |
0.186 |
✓ |
0.022 |
No |
|
756 |
Problem 2 |
✓ |
0.131 |
✓ |
0.017 |
No |
|
757 |
Problem 3 |
✓ |
0.04 |
✓ |
0.016 |
No |
|
758 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
1.246 |
No |
|
759 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
1.76 |
No |
|
760 |
Problem 1 |
✓ |
0.192 |
✓ |
0.029 |
No |
|
761 |
Problem 2 |
✓ |
0.135 |
✓ |
0.017 |
No |
|
762 |
Problem 3 |
✓ |
0.041 |
✓ |
0.017 |
No |
|
763 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
1.205 |
No |
|
764 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
1.631 |
No |
|
765 |
Problem 1 |
✓ |
0.057 |
✓ |
0.02 |
No |
|
766 |
Problem 2 |
✓ |
0.085 |
✓ |
0.198 |
No |
|
767 |
Problem 3 |
✓ |
0.304 |
✓ |
0.033 |
No |
|
768 |
Problem 4 |
✓ |
0.085 |
✓ |
0.442 |
No |
|
769 |
Problem 5 |
✓ |
0.094 |
✓ |
2.492 |
No |
|
770 |
Problem 6 |
✓ |
0.112 |
✓ |
0.832 |
No |
|
771 |
Problem 1 |
✓ |
0.992 |
✓ |
0.104 |
No |
|
772 |
Problem 2 |
✓ |
0.408 |
✓ |
0.127 |
No |
|
773 |
Problem 3 |
✓ |
0.041 |
✓ |
0.044 |
No |
|
774 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
1.096 |
No |
|
775 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.814 |
No |
|
776 |
Problem 1 |
✓ |
0.975 |
✓ |
0.019 |
No |
|
777 |
Problem 2 |
✓ |
0.754 |
✓ |
0.017 |
No |
|
778 |
Problem 3 |
✓ |
0.042 |
✓ |
0.016 |
No |
|
779 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.622 |
No |
|
780 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.437 |
No |
|
781 |
Problem 1 |
✓ |
0.045 |
✓ |
0.223 |
No |
|
782 |
Problem 2 |
✓ |
0.075 |
✓ |
0.173 |
No |
|
783 |
Problem 3 |
✓ |
0.02 |
✓ |
0.116 |
No |
|
784 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.265 |
No |
|
785 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.666 |
No |
|
786 |
Problem 1 |
✓ |
0.038 |
✓ |
0.023 |
No |
|
787 |
Problem 2 |
✓ |
0.081 |
✓ |
0.019 |
No |
|
788 |
Problem 3 |
✓ |
0.02 |
✓ |
0.027 |
No |
|
789 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.326 |
No |
|
790 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.75 |
No |
|
791 |
Problem 1 |
✓ |
0.028 |
✓ |
0.011 |
No |
|
792 |
Problem 2 |
✓ |
0.178 |
✓ |
0.049 |
No |
|
793 |
Problem 3 |
✓ |
0.276 |
✓ |
0.029 |
No |
|
794 |
Problem 4 |
✓ |
0.147 |
✓ |
0.43 |
No |
|
795 |
Problem 5 |
✓ |
0.128 |
✓ |
0.08 |
No |
|
796 |
Problem 6 |
✓ |
0.137 |
✓ |
0.014 |
No |
|
797 |
Problem 7 |
✓ |
1.633 |
✓ |
0.309 |
No |
|
798 |
Problem 8 |
✓ |
0.128 |
✓ |
3.382 |
No |
|
799 |
Problem 9 |
✓ |
0.198 |
✓ |
0.116 |
No |
|
800 |
Problem 10 |
✓ |
0.765 |
✓ |
0.011 |
No |
|
|
|||||||
801 |
Problem 11 |
✓ |
36.48 |
✓ |
0.742 |
No |
|
802 |
Problem 12 |
✓ |
1.861 |
✓ |
0.31 |
No |
|
803 |
Problem 13 |
✗ |
37.252 |
✓ |
0.548 |
No |
|
804 |
Problem 14 |
✓ |
1.65 |
✓ |
0.722 |
No |
|
805 |
Problem 15 |
✓ |
37.217 |
✓ |
0.56 |
No |
|
806 |
Problem 16 |
✓ |
0.274 |
✓ |
0.017 |
No |
|
807 |
Problem 1 |
✓ |
0.103 |
✓ |
0.048 |
No |
|
808 |
Problem 2 |
✓ |
0.093 |
✓ |
0.075 |
No |
|
809 |
Problem 3 |
✓ |
1.55 |
✓ |
0.085 |
No |
|
810 |
Problem 4 |
✗ |
0.078 |
✓ |
0.151 |
No |
|
811 |
Problem 5 |
✓ |
1.977 |
✓ |
0.326 |
No |
|
812 |
Problem 6 |
✓ |
0.254 |
✓ |
0.014 |
No |
|
813 |
Problem 7 |
✗ |
0.211 |
✓ |
0.062 |
No |
|
814 |
Problem 1 |
✓ |
0.098 |
✓ |
0.076 |
No |
|
815 |
Problem 2 |
✓ |
0.004 |
✓ |
0.01 |
No |
|
816 |
Problem 3 |
✓ |
0.108 |
✓ |
0.043 |
No |
|
817 |
Problem 4 |
✓ |
0.252 |
✓ |
0.023 |
No |
|
818 |
Problem 5 |
✓ |
0.114 |
✓ |
0.248 |
No |
|
819 |
Problem 6 |
✓ |
0.136 |
✓ |
0.195 |
No |
|
820 |
Problem 7 |
✓ |
0.166 |
✓ |
0.078 |
No |
|
821 |
Problem 8 |
✓ |
0.269 |
✓ |
3.738 |
No |
|
822 |
Problem 1 |
✓ |
0.044 |
✓ |
0.019 |
No |
|
823 |
Problem 2 |
✓ |
0.18 |
✓ |
0.022 |
No |
|
824 |
Problem 3 |
✓ |
1.445 |
✓ |
0.067 |
No |
|
825 |
Problem 4 |
✓ |
19.499 |
✓ |
0.157 |
No |
|
826 |
Problem 5 |
✓ |
35.412 |
✓ |
0.326 |
No |
|
827 |
Problem 6 |
✗ |
38.127 |
✓ |
1.043 |
No |
|
828 |
Problem 7 |
✗ |
0.218 |
✓ |
0.037 |
No |
|
829 |
Example 1 |
✓ |
0.014 |
✓ |
0.099 |
No |
|
830 |
Example 2 |
✓ |
0.02 |
✓ |
0.072 |
No |
|
831 |
Example 3 |
✓ |
0.004 |
✓ |
0.035 |
No |
|
832 |
Problem 1 |
✓ |
0.005 |
✓ |
0.036 |
No |
|
833 |
Problem 2 |
✓ |
0.013 |
✓ |
0.012 |
No |
|
834 |
Problem 3 |
✓ |
0.005 |
✓ |
0.008 |
No |
|
835 |
Problem 4 |
✓ |
0.006 |
✓ |
0.093 |
No |
|
836 |
Problem 5 |
✓ |
0.005 |
✓ |
0.007 |
No |
|
837 |
Problem 6 |
✓ |
0.009 |
✓ |
0.011 |
No |
|
838 |
Problem 7 |
✗ |
0.113 |
✗ |
96.38 |
No |
|
839 |
Problem 1 |
✓ |
0.014 |
✓ |
0.083 |
No |
|
840 |
Problem 2 |
✓ |
0.01 |
✓ |
0.046 |
No |
|
841 |
Problem 3 |
✓ |
0.031 |
✓ |
0.1 |
No |
|
842 |
Problem 4 |
✓ |
0.044 |
✓ |
0.119 |
No |
|
843 |
Problem 5 |
✓ |
0.076 |
✓ |
0.062 |
No |
|
844 |
Problem 6 |
✓ |
0.033 |
✓ |
0.148 |
No |
|
845 |
Problem 7 |
✗ (Timed out) |
600. |
✓ |
3.963 |
No |
|
846 |
Problem 8 |
✗ |
1.481 |
✓ |
2.108 |
No |
|
847 |
Problem 1 |
✓ |
0.014 |
✓ |
0.117 |
No |
|
848 |
Problem 2 |
✓ |
0.012 |
✓ |
0.021 |
No |
|
849 |
Problem 3 |
✓ |
0.007 |
✓ |
0.055 |
No |
|
850 |
Problem 4 |
✓ |
0.086 |
✓ |
0.255 |
No |
|
851 |
Problem 5 |
✓ |
0.033 |
✓ |
0.119 |
No |
|
852 |
Problem 6 |
✓ |
0.051 |
✓ |
0.069 |
No |
|
853 |
Problem 1 |
✓ |
0.072 |
✓ |
0.052 |
No |
|
854 |
Problem 2 case \(n\neq -1, n\neq -2\) |
✓ |
0.023 |
✓ |
0.152 |
No |
|
855 |
Problem 2 case \(n = -1\) |
✓ |
0.013 |
✓ |
0.147 |
No |
|
856 |
Problem 2 case \(n = -2\) |
✓ |
0.014 |
✓ |
0.128 |
No |
|
857 |
Problem 3 |
✓ |
0.012 |
✓ |
0.073 |
No |
|
858 |
Problem 4 |
✓ |
0.02 |
✓ |
0.049 |
No |
|
859 |
Problem 5 |
✓ |
0.055 |
✓ |
0.045 |
No |
|
860 |
Problem 6 |
✓ |
0.055 |
✓ |
0.07 |
No |
|
861 |
Problem 7 |
✓ |
0.69 |
✓ |
2.412 |
No |
|
862 |
Problem 8 |
✓ |
1.138 |
✓ |
0.532 |
No |
|
863 |
Problem 9 |
✗ (Timed out) |
600. |
✓ |
2.689 |
No |
|
864 |
Problem 10 |
✗ (Timed out) |
600. |
✓ |
5.491 |
No |
|
865 |
Problem 11 |
✓ |
0.296 |
✓ |
1.656 |
No |
|
866 |
Problem 12 |
✗ |
0.07 |
✓ |
1.219 |
No |
|
867 |
Problem 13 |
✗ |
0.083 |
✗ (Timed out) |
600. |
No |
|
868 |
Problem 1 |
✓ |
0.041 |
✓ |
0.101 |
No |
|
869 |
Problem 2 |
✓ |
0.043 |
✓ |
0.053 |
No |
|
870 |
Problem 3 |
✓ |
0.036 |
✓ |
0.209 |
No |
|
871 |
Problem 4 |
✓ |
0.058 |
✓ |
0.199 |
No |
|
872 |
Problem 5 |
✓ |
42.318 |
✓ |
0.717 |
No |
|
873 |
Problem 6 |
✓ |
3.807 |
✓ |
0.308 |
No |
|
874 |
Problem 7 |
✗ |
137.505 |
✓ |
1.77 |
No |
|
875 |
Problem 8 |
✗ |
126.728 |
✓ |
1.387 |
No |
|
876 |
Problem 9 |
✓ |
1.035 |
✓ |
1.044 |
No |
|
877 |
Problem 10 |
✓ |
0.06 |
✓ |
0.042 |
No |
|
878 |
Problem 1 |
✓ |
0.141 |
✓ |
0.024 |
No |
|
879 |
Problem 2 |
✓ |
0.015 |
✓ |
0.045 |
No |
|
880 |
Problem 3 |
✓ |
0.021 |
✓ |
0.044 |
No |
|
881 |
Problem 4 |
✓ |
0.098 |
✓ |
0.732 |
No |
|
882 |
Problem 5 |
✓ |
0.256 |
✓ |
0.47 |
No |
|
883 |
Problem 6 |
✓ |
0.089 |
✓ |
0.078 |
No |
|
884 |
Problem 7 |
✗ (Timed out) |
600. |
✓ |
0.165 |
No |
|
885 |
Problem 1 |
✓ |
0.049 |
✓ |
0.022 |
No |
|
886 |
Problem 2 |
✓ |
0.066 |
✓ |
0.048 |
No |
|
887 |
Problem 3 |
✓ |
0.023 |
✓ |
0.017 |
No |
|
888 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
1.034 |
No |
|
889 |
Problem 5 |
✓ |
0.394 |
✓ |
0.966 |
No |
|
890 |
Problem 1 |
✓ |
0.05 |
✓ |
0.02 |
No |
|
891 |
Problem 2 |
✓ |
0.067 |
✓ |
0.017 |
No |
|
892 |
Problem 3 |
✓ |
0.023 |
✓ |
0.021 |
No |
|
893 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.413 |
No |
|
894 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.602 |
No |
|
895 |
Problem 1 |
✓ |
0.178 |
✓ |
0.149 |
No |
|
896 |
Problem 2 |
✓ |
0.121 |
✓ |
0.171 |
No |
|
897 |
Problem 3 |
✓ |
0.037 |
✓ |
0.102 |
No |
|
898 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.48 |
No |
|
899 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.618 |
No |
|
900 |
Problem 1 |
✓ |
0.181 |
✓ |
0.071 |
No |
|
901 |
Problem 2 |
✓ |
0.122 |
✓ |
0.054 |
No |
|
902 |
Problem 3 |
✓ |
0.037 |
✓ |
0.041 |
No |
|
903 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.469 |
No |
|
904 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.558 |
No |
|
905 |
Problem 1 |
✓ |
0.055 |
✓ |
0.019 |
No |
|
906 |
Problem 2 |
✓ |
0.167 |
✓ |
0.14 |
No |
|
907 |
Problem 3 |
✓ |
0.066 |
✓ |
0.696 |
No |
|
908 |
Problem 4 |
✓ |
0.068 |
✓ |
0.058 |
No |
|
909 |
Problem 5 |
✓ |
0.072 |
✓ |
0.424 |
No |
|
910 |
Problem 6 |
✓ |
0.206 |
✓ |
6.505 |
No |
|
911 |
Problem 1 |
✓ |
0.033 |
✓ |
0.064 |
No |
|
912 |
Problem 2 |
✓ |
0.018 |
✓ |
0.103 |
No |
|
913 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
0.436 |
No |
|
914 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.488 |
No |
|
915 |
Problem 5 |
✓ |
0.107 |
✓ |
1.656 |
No |
|
916 |
Problem 6 |
✗ |
0.142 |
✓ |
0.327 |
No |
|
917 |
Problem 1 |
✓ |
0.063 |
✓ |
1.302 |
No |
|
918 |
Problem 2 |
✓ |
0.197 |
✓ |
0.222 |
No |
|
919 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
0.066 |
No |
|
920 |
Problem 4 |
✓ |
0.042 |
✓ |
0.128 |
No |
|
921 |
Problem 5 |
✓ |
0.038 |
✓ |
0.619 |
No |
|
922 |
Problem 6 |
✗ (Timed out) |
600. |
✓ |
1.914 |
No |
|
923 |
Problem 1 |
✓ |
0.073 |
✓ |
0.045 |
No |
|
924 |
Problem 2 |
✓ |
0.054 |
✓ |
0.021 |
No |
|
925 |
Problem 3 |
✓ |
0.025 |
✓ |
0.014 |
No |
|
926 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.9 |
No |
|
927 |
Problem 5 |
✓ |
0.422 |
✓ |
0.798 |
No |
|
928 |
Problem 1 |
✓ |
0.068 |
✓ |
0.017 |
No |
|
929 |
Problem 2 |
✓ |
0.05 |
✓ |
0.016 |
No |
|
930 |
Problem 3 |
✓ |
0.025 |
✓ |
0.015 |
No |
|
931 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.537 |
No |
|
932 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.775 |
No |
|
933 |
Problem 1 |
✓ |
0.143 |
✓ |
0.038 |
No |
|
934 |
Problem 2 |
✓ |
0.201 |
✓ |
0.068 |
No |
|
935 |
Problem 3 |
✓ |
0.044 |
✓ |
0.031 |
No |
|
936 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.566 |
No |
|
937 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.64 |
No |
|
938 |
Problem 1 |
✓ |
0.14 |
✓ |
0.038 |
No |
|
939 |
Problem 2 |
✓ |
0.199 |
✓ |
0.051 |
No |
|
940 |
Problem 3 |
✓ |
0.044 |
✓ |
0.03 |
No |
|
941 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.859 |
No |
|
942 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.88 |
No |
|
943 |
Problem 1 |
✓ |
0.036 |
✓ |
0.024 |
No |
|
944 |
Problem 2 |
✓ |
0.084 |
✓ |
0.246 |
No |
|
945 |
Problem 3 |
✓ |
0.089 |
✓ |
0.371 |
No |
|
946 |
Problem 4 |
✓ |
0.073 |
✓ |
2.873 |
No |
|
947 |
Problem 5 |
✓ |
0.155 |
✓ |
0.087 |
No |
|
948 |
Problem 6 |
✓ |
0.122 |
✓ |
0.15 |
No |
|
949 |
Problem 1 |
✓ |
0.781 |
✓ |
0.118 |
No |
|
950 |
Problem 2 |
✓ |
0.415 |
✓ |
0.128 |
No |
|
951 |
Problem 3 |
✓ |
0.229 |
✓ |
0.065 |
No |
|
952 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
2.179 |
No |
|
953 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
1.862 |
No |
|
954 |
Problem 1 |
✓ |
0.824 |
✓ |
0.02 |
No |
|
955 |
Problem 2 |
✓ |
0.665 |
✓ |
0.019 |
No |
|
956 |
Problem 3 |
✓ |
0.221 |
✓ |
0.024 |
No |
|
957 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
1.176 |
No |
|
958 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
1.286 |
No |
|
959 |
Problem 1 |
✓ |
0.056 |
✓ |
0.305 |
No |
|
960 |
Problem 2 |
✓ |
0.072 |
✓ |
0.211 |
No |
|
961 |
Problem 3 |
✓ |
0.104 |
✓ |
0.243 |
No |
|
962 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.807 |
No |
|
963 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.753 |
No |
|
964 |
Problem 1 |
✓ |
0.047 |
✓ |
0.117 |
No |
|
965 |
Problem 2 |
✓ |
0.078 |
✓ |
0.024 |
No |
|
966 |
Problem 3 |
✓ |
0.109 |
✓ |
0.07 |
No |
|
967 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.774 |
No |
|
968 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.625 |
No |
|
969 |
Problem 1 |
✓ |
0.029 |
✓ |
0.036 |
No |
|
970 |
Problem 2 |
✓ |
0.182 |
✓ |
0.071 |
No |
|
971 |
Problem 3 |
✓ |
0.277 |
✓ |
0.013 |
No |
|
972 |
Problem 4 |
✓ |
0.15 |
✓ |
0.063 |
No |
|
973 |
Problem 5 |
✓ |
0.13 |
✓ |
0.066 |
No |
|
974 |
Problem 6 |
✓ |
0.142 |
✓ |
0.011 |
No |
|
975 |
Problem 7 |
✓ |
1.638 |
✓ |
0.076 |
No |
|
976 |
Problem 8 |
✓ |
0.128 |
✓ |
0.059 |
No |
|
977 |
Problem 9 |
✓ |
0.183 |
✓ |
0.1 |
No |
|
978 |
Problem 10 |
✓ |
0.764 |
✓ |
0.061 |
No |
|
979 |
Problem 11 |
✓ |
36.512 |
✓ |
0.148 |
No |
|
980 |
Problem 12 |
✓ |
1.865 |
✓ |
0.222 |
No |
|
981 |
Problem 13 |
✗ |
23.885 |
✗ |
11.288 |
No |
|
982 |
Problem 14 |
✓ |
1.613 |
✓ |
0.37 |
No |
|
983 |
Problem 15 |
✓ |
1.51 |
✓ |
0.121 |
No |
|
984 |
Problem 1 |
✓ |
0.105 |
✓ |
0.067 |
No |
|
985 |
Problem 2 |
✓ |
0.095 |
✓ |
0.039 |
No |
|
986 |
Problem 3 |
✓ |
1.546 |
✓ |
0.099 |
No |
|
987 |
Problem 4 |
✗ |
0.077 |
✓ |
0.137 |
No |
|
988 |
Problem 5 |
✗ |
21.913 |
✗ |
2.278 |
No |
|
989 |
Problem 6 |
✗ |
0.206 |
✓ |
0.102 |
No |
|
990 |
Problem 7 |
✗ |
0.207 |
✓ |
0.039 |
No |
|
991 |
Problem 1 |
✓ |
0.101 |
✓ |
0.064 |
No |
|
992 |
Problem 2 |
✓ |
0.004 |
✓ |
0.041 |
No |
|
993 |
Problem 3 |
✓ |
0.107 |
✓ |
0.037 |
No |
|
994 |
Problem 4 |
✓ |
0.336 |
✓ |
0.349 |
No |
|
995 |
Problem 5 |
✓ |
0.307 |
✓ |
0.1 |
No |
|
996 |
Problem 6 |
✓ |
0.168 |
✓ |
0.068 |
No |
|
997 |
Problem 7 |
✓ |
2.052 |
✓ |
4.83 |
No |
|
998 |
Problem 1 |
✓ |
0.043 |
✓ |
0.01 |
No |
|
999 |
Problem 2 |
✓ |
0.18 |
✓ |
0.013 |
No |
|
1000 |
Problem 3 |
✓ |
1.439 |
✓ |
0.015 |
No |
|
|
|||||||
1001 |
Problem 4 |
✓ |
19.257 |
✓ |
0.049 |
No |
|
1002 |
Problem 5 |
✓ |
34.135 |
✓ |
0.268 |
No |
|
1003 |
Problem 6 |
✗ |
24.08 |
✗ |
3.18 |
No |
|
1004 |
Problem 7 |
✗ |
0.208 |
✓ |
0.055 |
No |
|
1005 |
Problem 1 |
✓ |
0.008 |
✓ |
0.038 |
No |
|
1006 |
Problem 2 |
✓ |
0.01 |
✓ |
0.011 |
No |
|
1007 |
Problem 3 |
✓ |
0.026 |
✓ |
0.101 |
No |
|
1008 |
Problem 4 |
✓ |
0.023 |
✓ |
0.042 |
No |
|
1009 |
Problem 5 |
✓ |
0.125 |
✓ |
0.15 |
No |
|
1010 |
Problem 6 |
✓ |
0.04 |
✓ |
0.05 |
No |
|
1011 |
Problem 7 |
✗ (Timed out) |
600. |
✗ (Timed out) |
600. |
No |
|
1012 |
Problem 8 |
✗ (Timed out) |
600. |
✓ |
5.948 |
No |
|
1013 |
Problem 1 |
✓ |
0.033 |
✓ |
0.123 |
No |
|
1014 |
Problem 2 |
✓ |
0.043 |
✓ |
0.052 |
No |
|
1015 |
Problem 3 |
✓ |
0.009 |
✓ |
0.046 |
No |
|
1016 |
Problem 4 |
✓ |
0.204 |
✓ |
0.08 |
No |
|
1017 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
14.365 |
No |
|
1018 |
Problem 6 |
✗ (Timed out) |
600. |
✓ |
2.185 |
No |
|
1019 |
Problem 7 |
✗ |
42.231 |
✓ |
2.844 |
No |
|
1020 |
Problem 8 |
✗ |
35.565 |
✓ |
73.979 |
No |
|
1021 |
Problem 1 |
✓ |
0.238 |
✓ |
0.707 |
No |
|
1022 |
Problem 2 |
✗ (Timed out) |
600. |
✓ |
0.167 |
No |
|
1023 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
0.589 |
No |
|
1024 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.001 |
No |
|
1025 |
Problem 5 |
✓ |
0.176 |
✓ |
0.432 |
No |
|
1026 |
Problem 6 |
✓ |
0.036 |
✓ |
0.27 |
No |
|
1027 |
Problem 7 |
✗ (Timed out) |
600. |
✓ |
1.327 |
No |
|
1028 |
Problem 1 |
✓ |
247.813 |
✓ |
0.63 |
No |
|
1029 |
Problem 2 |
✓ |
0.047 |
✗ (Timed out) |
600. |
No |
|
1030 |
Problem 3 |
✓ |
0.014 |
✓ |
0.485 |
No |
|
1031 |
Problem 4 |
✓ |
29.47 |
✓ |
0.252 |
No |
|
1032 |
Problem 5 |
✓ |
128.19 |
✓ |
1.27 |
No |
|
1033 |
Problem 6 |
✓ |
131.327 |
✓ |
1.077 |
No |
|
1034 |
Problem 7 |
✓ |
0.087 |
✓ |
0.239 |
No |
|
1035 |
Problem 8 |
✓ |
0.073 |
✓ |
0.197 |
No |
|
1036 |
Problem 9 |
✗ (Timed out) |
600. |
✓ |
7.057 |
No |
|
1037 |
Problem 10 |
✗ (Timed out) |
600. |
✓ |
1.4 |
No |
|
1038 |
Problem 11 |
✗ (Timed out) |
600. |
✓ |
3.192 |
No |
|
1039 |
Problem 12 |
✓ |
477.189 |
✓ |
2.918 |
No |
|
1040 |
Problem 1 |
✓ |
38.665 |
✓ |
0.504 |
No |
|
1041 |
Problem 2 |
✓ |
50.115 |
✓ |
0.504 |
No |
|
1042 |
Problem 3 |
✓ |
387.237 |
✓ |
0.567 |
No |
|
1043 |
Problem 4 |
✗ |
118.14 |
✓ |
1.442 |
No |
|
1044 |
Problem 5 |
✗ |
118.354 |
✓ |
1.708 |
No |
|
1045 |
Problem 6 |
✗ (Timed out) |
600. |
✓ |
1.088 |
No |
|
1046 |
Problem 7 |
✓ |
4.909 |
✓ |
0.091 |
No |
|
1047 |
Problem 8 |
✗ (Timed out) |
600. |
✓ |
0.166 |
No |
|
1048 |
Problem 1 |
✗ (Timed out) |
600. |
✓ |
0.209 |
No |
|
1049 |
Problem 2 |
✓ |
3.29 |
✓ |
0.061 |
No |
|
1050 |
Problem 3 |
✓ |
2.62 |
✓ |
0.063 |
No |
|
1051 |
Problem 4 |
✓ |
0.323 |
✓ |
1.493 |
No |
|
1052 |
Problem 5 |
✓ |
34.072 |
✓ |
0.418 |
No |
|
1053 |
Problem 6 |
✓ |
28.929 |
✓ |
0.307 |
No |
|
1054 |
Problem 7 |
✓ |
394.427 |
✓ |
0.718 |
No |
|
1055 |
Problem 8 |
✓ |
0.031 |
✓ |
0.05 |
No |
|
1056 |
Problem 9 |
✓ |
576.304 |
✓ |
1.851 |
No |
|
1057 |
Problem 10 |
✓ |
240.653 |
✓ |
0.396 |
No |
|
1058 |
Problem 1 |
✓ |
304.655 |
✓ |
10.399 |
No |
|
1059 |
Problem 2 |
✗ (Timed out) |
600. |
✓ |
0.219 |
No |
|
1060 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
5.414 |
No |
|
1061 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
8.879 |
No |
|
1062 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
1.858 |
No |
|
1063 |
Problem 1 |
✓ |
312.306 |
✓ |
6.746 |
No |
|
1064 |
Problem 2 |
✗ (Timed out) |
600. |
✓ |
0.194 |
No |
|
1065 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
6.734 |
No |
|
1066 |
Problem 4 |
✓ |
0.068 |
✓ |
0.18 |
No |
|
1067 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
6.064 |
No |
|
1068 |
Problem 6 |
✗ (Timed out) |
600. |
✓ |
1.581 |
No |
|
1069 |
Problem 1 |
✓ |
556.053 |
✓ |
3.36 |
No |
|
1070 |
Problem 2 |
✗ (Timed out) |
600. |
✓ |
0.236 |
No |
|
1071 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
2.543 |
No |
|
1072 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
2.692 |
No |
|
1073 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
1.555 |
No |
|
1074 |
Problem 1 |
✓ |
532.391 |
✓ |
3.234 |
No |
|
1075 |
Problem 2 |
✗ (Timed out) |
600. |
✓ |
0.129 |
No |
|
1076 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
1.551 |
No |
|
1077 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
2.108 |
No |
|
1078 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
1.29 |
No |
|
1079 |
Problem 1 |
✓ |
2.84 |
✓ |
6.946 |
No |
|
1080 |
Problem 2 |
✓ |
302.713 |
✓ |
7.021 |
No |
|
1081 |
Problem 3 |
✓ |
1.384 |
✓ |
0.536 |
No |
|
1082 |
Problem 4 |
✓ |
300.138 |
✓ |
0.505 |
No |
|
1083 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
7.285 |
No |
|
1084 |
Problem 6 |
✗ (Timed out) |
600. |
✓ |
2.78 |
No |
|
1085 |
Problem 1 |
✗ (Timed out) |
600. |
✓ |
0.512 |
No |
|
1086 |
Problem 2 |
✗ (Timed out) |
600. |
✓ |
0.067 |
No |
|
1087 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
1.251 |
No |
|
1088 |
Problem 4 |
✗ |
0.037 |
✓ |
1.086 |
No |
|
1089 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
204.409 |
No |
|
1090 |
Problem 6 |
✗ (Timed out) |
600. |
✓ |
63.249 |
No |
|
1091 |
Problem 1 |
✓ |
0.728 |
✓ |
0.493 |
No |
|
1092 |
Problem 2 |
✓ |
0.587 |
✓ |
0.119 |
No |
|
1093 |
Problem 3 |
✓ |
0.24 |
✓ |
0.307 |
No |
|
1094 |
Problem 4 |
✓ |
0.457 |
✓ |
0.519 |
No |
|
1095 |
Problem 5 |
✓ |
0.196 |
✓ |
0.218 |
No |
|
1096 |
Problem 6 |
✓ |
1.4 |
✓ |
1.203 |
No |
|
1097 |
Problem 7 |
✓ |
1.208 |
✓ |
3.628 |
No |
|
1098 |
Problem 1 |
✓ |
0.382 |
✓ |
0.088 |
No |
|
1099 |
Problem 2 |
✓ |
1.036 |
✓ |
14.427 |
No |
|
1100 |
Problem 3 |
✓ |
3.831 |
✓ |
17.877 |
No |
|
1101 |
Problem 4 |
✓ |
2.044 |
✓ |
0.479 |
No |
|
1102 |
Problem 5 |
✓ |
71.741 |
✓ |
0.637 |
No |
|
1103 |
Problem 6 |
✗ (Timed out) |
600. |
✓ |
25.934 |
No |
|
1104 |
Problem 7 |
✗ (Timed out) |
600. |
✓ |
5.616 |
No |
|
1105 |
Problem 1 |
✓ |
0.241 |
✓ |
0.094 |
No |
|
1106 |
Problem 2 |
✓ |
2.181 |
✓ |
7.437 |
No |
|
1107 |
Problem 3 |
✓ |
342.327 |
✓ |
7.448 |
No |
|
1108 |
Problem 4 |
✓ |
97.152 |
✓ |
0.3 |
No |
|
1109 |
Problem 5 |
✓ |
73.216 |
✓ |
0.58 |
No |
|
1110 |
Problem 6 |
✗ (Timed out) |
600. |
✓ |
9.912 |
No |
|
1111 |
Problem 1 |
✓ |
1.329 |
✓ |
0.244 |
No |
|
1112 |
Problem 2 |
✗ (Timed out) |
600. |
✓ |
0.673 |
No |
|
1113 |
Problem 3 |
✓ |
467.661 |
✓ |
1.023 |
No |
|
1114 |
Problem 4 |
✓ |
164.461 |
✓ |
3.459 |
No |
|
1115 |
Problem 5 |
✓ |
193.425 |
✓ |
0.326 |
No |
|
1116 |
Problem 6 |
✗ (Timed out) |
600. |
✓ |
4.862 |
No |
|
1117 |
Problem 7 |
✗ (Timed out) |
600. |
✓ |
12.317 |
No |
|
1118 |
Problem 1 |
✓ |
1.96 |
✓ |
0.276 |
No |
|
1119 |
Problem 2 |
✗ (Timed out) |
600. |
✓ |
0.843 |
No |
|
1120 |
Problem 3 |
✓ |
348.768 |
✓ |
1.036 |
No |
|
1121 |
Problem 4 |
✓ |
283.629 |
✓ |
4.418 |
No |
|
1122 |
Problem 5 |
✓ |
196.426 |
✓ |
0.204 |
No |
|
1123 |
Problem 6 |
✗ (Timed out) |
600. |
✓ |
5.19 |
No |
|
1124 |
Problem 7 |
✗ (Timed out) |
600. |
✓ |
8.783 |
No |
|
1125 |
Problem 1 |
✓ |
2.124 |
✓ |
9.03 |
No |
|
1126 |
Problem 2 |
✓ |
364.206 |
✓ |
8.324 |
No |
|
1127 |
Problem 3 |
✓ |
18.895 |
✓ |
0.457 |
No |
|
1128 |
Problem 4 |
✓ |
198.191 |
✓ |
0.091 |
No |
|
1129 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
2.755 |
No |
|
1130 |
Problem 6 |
✗ (Timed out) |
600. |
✓ |
9.767 |
No |
|
1131 |
Problem 7 |
✗ (Timed out) |
600. |
✓ |
0.987 |
No |
|
1132 |
Problem 1 |
✗ (Timed out) |
600. |
✓ |
0.189 |
No |
|
1133 |
Problem 2 |
✗ (Timed out) |
600. |
✓ |
0.033 |
No |
|
1134 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
0.557 |
No |
|
1135 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
2.384 |
No |
|
1136 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
1.951 |
No |
|
1137 |
Problem 1 |
✗ (Timed out) |
600. |
✓ |
0.048 |
No |
|
1138 |
Problem 2 |
✗ (Timed out) |
600. |
✓ |
0.034 |
No |
|
1139 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
0.091 |
No |
|
1140 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
0.921 |
No |
|
1141 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
1.288 |
No |
|
1142 |
Problem 1 |
✗ (Timed out) |
600. |
✓ |
0.486 |
No |
|
1143 |
Problem 2 |
✓ |
529.032 |
✓ |
91.485 |
No |
|
1144 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
3.04 |
No |
|
1145 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
1.579 |
No |
|
1146 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.927 |
No |
|
1147 |
Problem 1 |
✗ (Timed out) |
600. |
✓ |
0.407 |
No |
|
1148 |
Problem 2 |
✗ (Timed out) |
600. |
✓ |
61.295 |
No |
|
1149 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
2.405 |
No |
|
1150 |
Problem 4 |
✗ (Timed out) |
600. |
✓ |
1.546 |
No |
|
1151 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.822 |
No |
|
1152 |
Problem 1 |
✓ |
0.387 |
✓ |
0.023 |
No |
|
1153 |
Problem 2 |
✓ |
0.298 |
✓ |
0.166 |
No |
|
1154 |
Problem 3 |
✓ |
2.007 |
✓ |
0.167 |
No |
|
1155 |
Problem 4 |
✓ |
0.757 |
✓ |
0.052 |
No |
|
1156 |
Problem 5 |
✓ |
0.545 |
✓ |
0.074 |
No |
|
1157 |
Problem 6 |
✓ |
0.82 |
✓ |
0.023 |
No |
|
1158 |
Problem 7 |
✓ |
1.86 |
✓ |
0.03 |
No |
|
1159 |
Problem 8 |
✓ |
19.89 |
✓ |
0.5 |
No |
|
1160 |
Problem 9 |
✓ |
28.832 |
✓ |
0.665 |
No |
|
1161 |
Problem 10 |
✗ |
33.908 |
✓ |
0.881 |
No |
|
1162 |
Problem 11 |
✓ |
16.916 |
✓ |
1.5 |
No |
|
1163 |
Problem 12 |
✓ |
26.893 |
✓ |
0.336 |
No |
|
1164 |
Problem 1 |
✓ |
0.122 |
✓ |
0.046 |
No |
|
1165 |
Problem 2 |
✓ |
0.373 |
✓ |
0.09 |
No |
|
1166 |
Problem 3 |
✓ |
0.388 |
✓ |
0.019 |
No |
|
1167 |
Problem 4 |
✓ |
1.912 |
✓ |
0.078 |
No |
|
1168 |
Problem 5 |
✓ |
0.203 |
✓ |
0.028 |
No |
|
1169 |
Problem 6 |
✗ |
0.068 |
✓ |
0.18 |
No |
|
1170 |
Problem 1 |
✓ |
0.159 |
✓ |
0.06 |
No |
|
1171 |
Problem 2 |
✓ |
1.714 |
✓ |
0.049 |
No |
|
1172 |
Problem 3 |
✓ |
16.05 |
✓ |
0.15 |
No |
|
1173 |
Problem 4 |
✓ |
257.546 |
✓ |
0.728 |
No |
|
1174 |
Problem 5 |
✗ (Timed out) |
600. |
✓ |
0.778 |
No |
|
1175 |
Problem 6 |
✗ |
24.064 |
✗ |
1.849 |
No |
|
1176 |
Problem 1 |
✓ |
0.005 |
✓ |
0.012 |
No |
|
1177 |
Problem 2 |
✓ |
0.019 |
✓ |
0.018 |
No |
|
1178 |
Problem 3 |
✓ |
0.022 |
✓ |
0.016 |
No |
|
1179 |
Problem 4 |
✓ |
0.072 |
✓ |
0.251 |
No |
|
1180 |
Problem 5 |
✓ |
0.006 |
✓ |
0.043 |
No |
|
1181 |
Problem 6 |
✓ |
0.019 |
✓ |
0.077 |
No |
|
1182 |
Problem 7 |
✓ |
0.045 |
✓ |
0.137 |
No |
|
1183 |
Problem 8 |
✗ |
0.027 |
✓ |
0.024 |
No |
|
1184 |
Problem 9 |
✗ |
0.021 |
✓ |
2.574 |
No |
|
1185 |
Problem 10 |
✓ |
0.072 |
✓ |
0.101 |
No |
|
1186 |
Problem 11 |
✗ |
5.944 |
✗ |
14.265 |
No |
|
1187 |
Problem 12 |
✗ |
3.196 |
✗ |
0.15 |
No |
|
1188 |
Problem 13 |
✓ |
0.011 |
✓ |
0.014 |
No |
|
1189 |
Problem 14 |
✗ (Timed out) |
600. |
✗ |
1.685 |
No |
|
1190 |
Problem 15 |
✗ (Timed out) |
600. |
✓ |
25.037 |
No |
|
1191 |
Problem 16 |
✗ (Timed out) |
600. |
✓ |
13.992 |
No |
|
1192 |
Problem 17 |
✗ (Timed out) |
600. |
✗ |
3.72 |
No |
|
1193 |
Problem 18 |
✗ (Timed out) |
600. |
✗ |
11.068 |
No |
|
1194 |
Problem 19 |
✗ |
1.44 |
✗ |
0.515 |
No |
|
1195 |
Problem 20 |
✗ |
231.524 |
✗ |
0.591 |
No |
|
1196 |
Problem 21 |
✗ |
0.195 |
✗ |
0.689 |
No |
|
1197 |
Problem 1 |
✓ |
0.232 |
✓ |
0.309 |
No |
|
1198 |
Problem 2 |
✓ |
0.115 |
✓ |
0.173 |
No |
|
1199 |
Problem 3 |
✗ (Timed out) |
600. |
✓ |
1.644 |
No |
|
1200 |
Problem 4 |
✓ |
0.055 |
✓ |
0.277 |
No |
|
|
|||||||
1201 |
Problem 5 |
✓ |
0.008 |
✓ |
0.427 |
No |
|
1202 |
Problem 6 |
✓ |
0.012 |
✓ |
0.048 |
No |
|
1203 |
Problem 7 |
✓ |
0.019 |
✓ |
0.051 |
No |
|
1204 |
Problem 8 |
✓ |
0.012 |
✓ |
0.018 |
No |
|
1205 |
Problem 9 |
✓ |
0.014 |
✓ |
0.134 |
No |
|
1206 |
Problem 10 |
✓ |
0.011 |
✓ |
0.018 |
No |
|
1207 |
Problem 11 |
✓ |
0.015 |
✓ |
0.177 |
No |
|
1208 |
Problem 12 |
✓ |
0.011 |
✓ |
0.271 |
No |
|
1209 |
Problem 13 |
✓ |
0.011 |
✓ |
0.047 |
No |
|
1210 |
Problem 14 |
✓ |
0.023 |
✓ |
0.044 |
No |
|
1211 |
Problem 15 |
✓ |
0.014 |
✓ |
0.019 |
No |
|
1212 |
Problem 16 |
✓ |
0.013 |
✓ |
0.127 |
No |
|
1213 |
Problem 17 |
✓ |
0.02 |
✓ |
0.109 |
No |
|
1214 |
Problem 18 |
✓ |
0.019 |
✓ |
0.039 |
No |
|
1215 |
Problem 19 |
✓ |
0.028 |
✓ |
0.247 |
No |
|
1216 |
Problem 20 |
✓ |
0.019 |
✓ |
0.04 |
No |
|
1217 |
Problem 21 |
✓ |
0.016 |
✓ |
0.09 |
No |
|
1218 |
Problem 22 |
✓ |
0.029 |
✗ |
0.285 |
No |
|
1219 |
Problem 23 |
✗ |
19.43 |
✓ |
4.861 |
No |
|
1220 |
Problem 24 |
✓ |
0.056 |
✓ |
1.734 |
No |
|
1221 |
Problem 25 |
✓ |
0.033 |
✓ |
1.633 |
No |
|
1222 |
Problem 26 |
✗ |
54.235 |
✗ |
0.308 |
No |
|
1223 |
Problem 27 |
✗ |
0.113 |
✓ |
2.544 |
No |
|
1224 |
Problem 28 |
✓ |
1.258 |
✓ |
0.409 |
No |
|
1225 |
Problem 29 |
✗ |
0.841 |
✗ |
1.372 |
No |
|
1226 |
Problem 1 |
✗ |
50.123 |
✗ |
0.338 |
No |
|
1227 |
Problem 2 |
✓ |
0.034 |
✓ |
0.117 |
No |
|
1228 |
Problem 3 |
✓ |
0.024 |
✓ |
0.116 |
No |
|
1229 |
Problem 4 |
✗ |
0.025 |
✓ |
1.295 |
No |
|
1230 |
Problem 5 |
✗ |
25.608 |
✗ |
0.311 |
No |
|
1231 |
Problem 6 |
✗ |
0.171 |
✓ |
3.454 |
No |
|
1232 |
Problem 7 |
✗ (Timed out) |
600. |
✓ |
3.548 |
No |
|
1233 |
Problem 8 |
✓ |
0.16 |
✗ |
0.413 |
No |
|
1234 |
Problem 9 |
✗ |
0.029 |
✓ |
1.278 |
No |
|
1235 |
Problem 10 |
✓ |
0.016 |
✓ |
0.018 |
No |
|
1236 |
Problem 11 |
✓ |
0.201 |
✓ |
0.616 |
No |
|
1237 |
Problem 12 |
✗ |
0.047 |
✗ |
2.533 |
No |
|
1238 |
Problem 13 |
✗ |
1.234 |
✗ (Timed out) |
600. |
No |
|
1239 |
Problem 1 |
✗ |
0.276 |
✗ |
5.378 |
No |
|
1240 |
Problem 2 |
✓ |
0.075 |
✓ |
0.702 |
No |
|
1241 |
Problem 1 |
✗ |
0.071 |
✗ |
6.234 |
No |
|
1242 |
Problem 2 |
✗ |
0.082 |
✓ |
0.684 |
No |
|
1243 |
Problem 3 |
✗ |
0.162 |
✓ |
0.655 |
No |
|
1244 |
Problem 4 |
✗ |
0.139 |
✓ |
0.899 |
No |
|
1245 |
Problem 5 |
✗ |
0.797 |
✓ |
1.515 |
No |
|
1246 |
Problem 1 |
✗ |
0.005 |
✗ |
0.093 |
No |
|
1247 |
Problem 2 |
✗ |
0.005 |
✗ |
0.011 |
No |
|
1248 |
Problem 3 |
✗ |
0.009 |
✗ |
0.217 |
No |
|
1249 |
Problem 4 |
✗ |
0.009 |
✗ |
0.015 |
No |
|
1250 |
Problem 1 |
✗ |
0.007 |
✗ |
0.011 |
No |
|
|
|||||||
|
|||||||
|
|||||||
|
|||||||
|