addeq inputs [-29 40] [10 50] [10 50] outputs [-29 40] [10 50] [10 50]
addeq inputs {10 25 50} [-29 40] {10 25 50} outputs {10 25 50} [-29 40] {10 25 50}
addeq inputs [-29 40] {10 25 50} [10 50] outputs [-29 40] {10 25 50} [10 50]
addeq inputs {4} [0 6000] [4] outputs {4} [0] [4]
addeq inputs {2 3 10} [1] [4 20] outputs {3 10} [1] [4 11]
addeq inputs {1} {1} {1} outputs {} {} {}
addeq inputs {0} {0} {0} outputs {0} {0} {0}
addeq inputs {-1} {-1} {-1} outputs {} {} {}
1 addmuleq inputs [1] [1] [-1 Infinity] [1] outputs [1] [+1] [-0] [+1]
2 addmuleq inputs [-1] [-1] [-1] [-1] outputs [] [] [] []
3 addmuleq inputs [-1] [-1] [-1] [0] outputs [-1] [-1] [-1] [+0]
4 addmuleq inputs [-1] [-1] [-1] [1] outputs [] [] [] []
5 addmuleq inputs [-1] [-1] [0] [-1] outputs [-1] [-1] [0] [-1]
6 addmuleq inputs [-1] [-1] [0] [0] outputs [] [] [] []
7 addmuleq inputs [-1] [-1] [0] [1] outputs [] [] [] []
8 addmuleq inputs [-1] [-1] [1] [-1] outputs [] [] [] []
9 addmuleq inputs [-1] [-1] [1] [0] outputs [] [] [] []
10 addmuleq inputs [-1] [-1] [1] [1] outputs [] [] [] []
11 addmuleq inputs [-1] [0] [-1] [-1] outputs [-1] [0] [-1] [-1]
12 addmuleq inputs [-1] [0] [-1] [0] outputs [] [] [] []
13 addmuleq inputs [-1] [0] [-1] [1] outputs [] [] [] []
14 addmuleq inputs [-1] [0] [0] [-1] outputs [-1] [0] [0] [-1]
15 addmuleq inputs [-1] [0] [0] [0] outputs [] [] [] []
16 addmuleq inputs [-1] [0] [0] [1] outputs [] [] [] []
17 addmuleq inputs [-1] [0] [1] [-1] outputs [-1] [0] [1] [-1]
18 addmuleq inputs [-1] [0] [1] [0] outputs [] [] [] []
19 addmuleq inputs [-1] [0] [1] [1] outputs [] [] [] []
20 addmuleq inputs [-1] [1] [-1] [-1] outputs [] [] [] []
21 addmuleq inputs [-1] [1] [-1] [0] outputs [] [] [] []
22 addmuleq inputs [-1] [1] [-1] [1] outputs [] [] [] []
23 addmuleq inputs [-1] [1] [0] [-1] outputs [-1] [1] [0] [-1]
24 addmuleq inputs [-1] [1] [0] [0] outputs [] [] [] []
25 addmuleq inputs [-1] [1] [0] [1] outputs [] [] [] []
26 addmuleq inputs [-1] [1] [1] [-1] outputs [] [] [] []
27 addmuleq inputs [-1] [1] [1] [0] outputs [-1] [1] [1] [0]
28 addmuleq inputs [-1] [1] [1] [1] outputs [] [] [] []
29 addmuleq inputs [0] [-1] [-1] [-1] outputs [] [] [] []
30 addmuleq inputs [0] [-1] [-1] [0] outputs [] [] [] []
31 addmuleq inputs [0] [-1] [-1] [1] outputs [0] [-1] [-1] [1]
32 addmuleq inputs [0] [-1] [0] [-1] outputs [] [] [] []
33 addmuleq inputs [0] [-1] [0] [0] outputs [0] [-1] [0] [0]
34 addmuleq inputs [0] [-1] [0] [1] outputs [] [] [] []
35 addmuleq inputs [0] [-1] [1] [-1] outputs [0] [-1] [1] [-1]
36 addmuleq inputs [0] [-1] [1] [0] outputs [] [] [] []
37 addmuleq inputs [0] [-1] [1] [1] outputs [] [] [] []
38 addmuleq inputs [0] [0] [-1] [-1] outputs [] [] [] []
39 addmuleq inputs [0] [0] [-1] [0] outputs [0] [0] [-1] [0]
40 addmuleq inputs [0] [0] [-1] [1] outputs [] [] [] []
41 addmuleq inputs [0] [0] [0] [-1] outputs [] [] [] []
42 addmuleq inputs [0] [0] [0] [0] outputs [0] [0] [0] [0]
43 addmuleq inputs [0] [0] [0] [1] outputs [] [] [] []
44 addmuleq inputs [0] [0] [1] [-1] outputs [] [] [] []
45 addmuleq inputs [0] [0] [1] [0] outputs [0] [0] [1] [0]
46 addmuleq inputs [0] [0] [1] [1] outputs [] [] [] []
47 addmuleq inputs [0] [1] [-1] [-1] outputs [0] [1] [-1] [-1]
48 addmuleq inputs [0] [1] [-1] [0] outputs [] [] [] []
49 addmuleq inputs [0] [1] [-1] [1] outputs [] [] [] []
50 addmuleq inputs [0] [1] [0] [-1] outputs [] [] [] []
51 addmuleq inputs [0] [1] [0] [0] outputs [0] [1] [0] [0]
52 addmuleq inputs [0] [1] [0] [1] outputs [] [] [] []
53 addmuleq inputs [0] [1] [1] [-1] outputs [] [] [] []
54 addmuleq inputs [0] [1] [1] [0] outputs [] [] [] []
55 addmuleq inputs [0] [1] [1] [1] outputs [0] [1] [1] [1]
56 addmuleq inputs [1] [-1] [-1] [-1] outputs [] [] [] []
57 addmuleq inputs [1] [-1] [-1] [2] outputs [1] [-1] [-1] [2]
58 addmuleq inputs [1] [-1] [-1] [0] outputs [] [] [] []
59 addmuleq inputs [1] [-1] [-1] [1] outputs [] [] [] []
60 addmuleq inputs [1] [-1] [0] [-1] outputs [] [] [] []
61 addmuleq inputs [1] [-1] [0] [0] outputs [] [] [] []
62 addmuleq inputs [1] [-1] [0] [1] outputs [1] [-1] [0] [1]
63 addmuleq inputs [1] [-1] [1] [-1] outputs [] [] [] []
64 addmuleq inputs [1] [-1] [1] [0] outputs [1] [-1] [1] [0]
65 addmuleq inputs [1] [-1] [1] [1] outputs [] [] [] []
66 addmuleq inputs [1] [0] [-1] [-1] outputs [] [] [] []
67 addmuleq inputs [1] [0] [-1] [0] outputs [] [] [] []
68 addmuleq inputs [1] [0] [-1] [1] outputs [1] [0] [-1] [1]
69 addmuleq inputs [1] [0] [0] [-1] outputs [] [] [] []
70 addmuleq inputs [1] [0] [0] [0] outputs [] [] [] []
71 addmuleq inputs [1] [0] [0] [1] outputs [1] [0] [0] [1]
72 addmuleq inputs [1] [0] [1] [-1] outputs [] [] [] []
73 addmuleq inputs [1] [0] [1] [0] outputs [] [] [] []
74 addmuleq inputs [1] [0] [1] [1] outputs [1] [0] [1] [1]
75 addmuleq inputs [1] [1] [-1] [-1] outputs [] [] [] []
76 addmuleq inputs [1] [1] [-1] [0] outputs [1] [1] [-1] [0]
77 addmuleq inputs [1] [1] [-1] [1] outputs [] [] [] []
78 addmuleq inputs [1] [1] [0] [-1] outputs [] [] [] []
79 addmuleq inputs [1] [1] [0] [0] outputs [] [] [] []
80 addmuleq inputs [1] [1] [0] [1] outputs [1] [1] [0] [1]
81 addmuleq inputs [1] [1] [1] [-1] outputs [] [] [] []
82 addmuleq inputs [1] [1] [1] [0] outputs [] [] [] []
83 addmuleq inputs [1] [1] [1] [1] outputs [] [] [] []
84 addmuleq inputs [1] [1] [1] [-Infinity -1] outputs [] [] [] []
85 addmuleq inputs [1] [1] [1] [-Infinity 0] outputs [] [] [] []
86 addmuleq inputs [1] [1] [1] [-Infinity 1] outputs [] [] [] []
87 addmuleq inputs [1] [1] [1] [-Infinity infinity] outputs [1] [1] [1] [2]
88 addmuleq inputs [1] [1] [1] [-1 0] outputs [] [] [] []
89 addmuleq inputs [1] [1] [1] [-1 1] outputs [] [] [] []
90 addmuleq inputs [1] [1] [1] [-1 +Inf] outputs [1] [1] [1] [2]
91 addmuleq inputs [1] [1] [1] [0 1] outputs [] [] [] []
92 addmuleq inputs [1] [1] [1] [0 Infinity] outputs [1] [1] [1] [2]
93 addmuleq inputs [1] [1] [1] [1 Infinity] outputs [1] [1] [1] [2]
94 addmuleq inputs [1] [1] [-Infinity -1] [1] outputs [] [] [] []
95 addmuleq inputs [1] [1] [-Infinity 0] [1] outputs [1] [1] [0] [1]
96 addmuleq inputs [1] [1] [-Infinity 1] [1] outputs [1] [1] [0] [1]
97 addmuleq inputs [1] [1] [-Infinity Infinity] [1] outputs [1] [1] [0] [1]
98 addmuleq inputs [1] [1] [-1 0] [1] outputs [1] [1] [0] [1]
99 addmuleq inputs [1] [1] [-1 1] [1] outputs [1] [1] [0] [1]
100 addmuleq inputs [1] [1] [-1 Infinity] [1] outputs [1] [1] [0] [1]
101 addmuleq inputs [1] [1] [0 1] [1] outputs [1] [1] [0] [1]
102 addmuleq inputs [1] [1] [0 Infinity] [1] outputs [1] [1] [0] [1]
103 addmuleq inputs [1] [1] [1 Infinity] [1] outputs [] [] [] []
104 addmuleq inputs [-Infinity -1] [1] [1] [1] outputs [] [] [] []
105 addmuleq inputs [-Infinity 0] [1] [1] [1] outputs [0] [1] [1] [1]
106 addmuleq inputs [-Infinity 1] [1] [1] [1] outputs [0] [1] [1] [1]
107 addmuleq inputs [-Infinity Infinity] [1] [1] [1] outputs [0] [1] [1] [1]
108 addmuleq inputs [-1 0] [1] [1] [1] outputs [0] [1] [1] [1]
109 addmuleq inputs [-1 1] [1] [1] [1] outputs [0] [1] [1] [1]
110 addmuleq inputs [-1 Infinity] [1] [1] [1] outputs [0] [1] [1] [1]
111 addmuleq inputs [0 1] [1] [1] [1] outputs [0] [1] [1] [1]
112 addmuleq inputs [0 Infinity] [1] [1] [1] outputs [0] [1] [1] [1]
113 addmuleq inputs [1 Infinity] [1] [1] [1] outputs [] [] [] []
114 addmuleq inputs [-Infinity -1] [1] [-Infinity -1] [1] outputs [] [] [] []
115 addmuleq inputs [-Infinity -1] [1] [-Infinity 0] [1] outputs [] [] [] []
116 addmuleq inputs [-Infinity -1] [1] [-Infinity 1] [1] outputs [] [] [] []
117 addmuleq inputs [-Infinity -1] [1] [-Infinity Infinity] [1] outputs [-Infinity -1] [1] [2 Infinity] [1]
118 addmuleq inputs [-Infinity -1] [1] [-1 0] [1] outputs [] [] [] []
119 addmuleq inputs [-Infinity -1] [1] [-1 1] [1] outputs [] [] [] []
120 addmuleq inputs [-Infinity -1] [1] [-1 Infinity] [1] outputs [-Infinity -1] [1] [2 Infinity] [1]
121 addmuleq inputs [-Infinity -1] [1] [0 1] [1] outputs [] [] [] []
122 addmuleq inputs [-Infinity -1] [1] [0 Infinity] [1] outputs [-Infinity -1] [1] [2 Infinity] [1]
123 addmuleq inputs [-Infinity -1] [1] [1 Infinity] [1] outputs [-Infinity -1] [1] [2 Infinity] [1]
124 addmuleq inputs [-Infinity 0] [1] [-Infinity -1] [1] outputs [] [] [] []
125 addmuleq inputs [-Infinity 0] [1] [-Infinity 0] [1] outputs [] [] [] []
126 addmuleq inputs [-Infinity 0] [1] [-Infinity 1] [1] outputs [0] [1] [1] [1]
127 addmuleq inputs [-Infinity 0] [1] [-Infinity Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
128 addmuleq inputs [-Infinity 0] [1] [-1 0] [1] outputs [] [] [] []
129 addmuleq inputs [-Infinity 0] [1] [-1 1] [1] outputs [0] [1] [1] [1]
130 addmuleq inputs [-Infinity 0] [1] [-1 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
131 addmuleq inputs [-Infinity 0] [1] [0 1] [1] outputs [0] [1] [1] [1]
132 addmuleq inputs [-Infinity 0] [1] [0 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
133 addmuleq inputs [-Infinity 0] [1] [1 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
134 addmuleq inputs [-Infinity 1] [1] [-Infinity -1] [1] outputs [] [] [] []
135 addmuleq inputs [-Infinity 1] [1] [-Infinity 0] [1] outputs [1] [1] [0] [1]
136 addmuleq inputs [-Infinity 1] [1] [-Infinity 1] [1] outputs [0 1] [1] [0 1] [1]
137 addmuleq inputs [-Infinity 1] [1] [-Infinity Infinity] [1] outputs [-Infinity 1] [1] [0 Infinity] [1]
138 addmuleq inputs [-Infinity 1] [1] [-1 0] [1] outputs [1] [1] [0] [1]
139 addmuleq inputs [-Infinity 1] [1] [-1 1] [1] outputs [0 1] [1] [0 1] [1]
140 addmuleq inputs [-Infinity 1] [1] [-1 Infinity] [1] outputs [-Infinity 1] [1] [0 Infinity] [1]
141 addmuleq inputs [-Infinity 1] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
142 addmuleq inputs [-Infinity 1] [1] [0 Infinity] [1] outputs [-Infinity 1] [1] [0 Infinity] [1]
143 addmuleq inputs [-Infinity 1] [1] [1 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
144 addmuleq inputs [-Infinity Infinity] [1] [-Infinity -1] [1] outputs [2 Infinity] [1] [-Infinity -1] [1]
145 addmuleq inputs [-Infinity Infinity] [1] [-Infinity 0] [1] outputs [1 Infinity] [1] [-Infinity 0] [1]
146 addmuleq inputs [-Infinity Infinity] [1] [-Infinity 1] [1] outputs [0 Infinity] [1] [-Infinity 1] [1]
147 addmuleq inputs [-Infinity Infinity] [1] [-Infinity Infinity] [1] outputs [-Infinity Infinity] [1] [-Infinity Infinity] [1]
148 addmuleq inputs [-Infinity Infinity] [1] [-1 0] [1] outputs [1 2] [1] [-1 0] [1]
149 addmuleq inputs [-Infinity Infinity] [1] [-1 1] [1] outputs [0 2] [1] [-1 1] [1]
150 addmuleq inputs [-Infinity Infinity] [1] [-1 Infinity] [1] outputs [-Infinity 2] [1] [-1 Infinity] [1]
151 addmuleq inputs [-Infinity Infinity] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
152 addmuleq inputs [-Infinity Infinity] [1] [0 Infinity] [1] outputs [-Infinity 1] [1] [0 Infinity] [1]
153 addmuleq inputs [-Infinity Infinity] [1] [1 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
154 addmuleq inputs [-1 0] [1] [-Infinity -1] [1] outputs [] [] [] []
155 addmuleq inputs [-1 0] [1] [-Infinity 0] [1] outputs [] [] [] []
156 addmuleq inputs [-1 0] [1] [-Infinity 1] [1] outputs [0] [1] [1] [1]
157 addmuleq inputs [-1 0] [1] [-Infinity Infinity] [1] outputs [-1 0] [1] [1 2] [1]
158 addmuleq inputs [-1 0] [1] [-1 0] [1] outputs [] [] [] []
159 addmuleq inputs [-1 0] [1] [-1 1] [1] outputs [0] [1] [1] [1]
160 addmuleq inputs [-1 0] [1] [-1 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
161 addmuleq inputs [-1 0] [1] [0 1] [1] outputs [0] [1] [1] [1]
162 addmuleq inputs [-1 0] [1] [0 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
163 addmuleq inputs [-1 0] [1] [1 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
164 addmuleq inputs [-1 1] [1] [-Infinity -1] [1] outputs [] [] [] []
165 addmuleq inputs [-1 1] [1] [-Infinity 0] [1] outputs [1] [1] [0] [1]
166 addmuleq inputs [-1 1] [1] [-Infinity 1] [1] outputs [0 1] [1] [0 1] [1]
167 addmuleq inputs [-1 1] [1] [-Infinity Infinity] [1] outputs [-1 1] [1] [0 2] [1]
168 addmuleq inputs [-1 1] [1] [-1 0] [1] outputs [1] [1] [0] [1]
169 addmuleq inputs [-1 1] [1] [-1 1] [1] outputs [0 1] [1] [0 1] [1]
170 addmuleq inputs [-1 1] [1] [-1 Infinity] [1] outputs [-1 1] [1] [0 2] [1]
171 addmuleq inputs [-1 1] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
172 addmuleq inputs [-1 1] [1] [0 Infinity] [1] outputs [-1 1] [1] [0 2] [1]
173 addmuleq inputs [-1 1] [1] [1 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
174 addmuleq inputs [-1 Infinity] [1] [-Infinity -1] [1] outputs [2 Infinity] [1] [-Infinity -1] [1]
175 addmuleq inputs [-1 Infinity] [1] [-Infinity 0] [1] outputs [1 Infinity] [1] [-Infinity 0] [1]
176 addmuleq inputs [-1 Infinity] [1] [-Infinity 1] [1] outputs [0 Infinity] [1] [-Infinity 1] [1]
177 addmuleq inputs [-1 Infinity] [1] [-Infinity Infinity] [1] outputs [-1 Infinity] [1] [-Infinity 2] [1]
178 addmuleq inputs [-1 Infinity] [1] [-1 0] [1] outputs [1 2] [1] [-1 0] [1]
179 addmuleq inputs [-1 Infinity] [1] [-1 1] [1] outputs [0 2] [1] [-1 1] [1]
180 addmuleq inputs [-1 Infinity] [1] [-1 Infinity] [1] outputs [-1 2] [1] [-1 2] [1]
181 addmuleq inputs [-1 Infinity] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
182 addmuleq inputs [-1 Infinity] [1] [0 Infinity] [1] outputs [-1 1] [1] [0 2] [1]
183 addmuleq inputs [-1 Infinity] [1] [1 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
184 addmuleq inputs [0 1] [1] [-Infinity -1] [1] outputs [] [] [] []
185 addmuleq inputs [0 1] [1] [-Infinity 0] [1] outputs [1] [1] [0] [1]
186 addmuleq inputs [0 1] [1] [-Infinity 1] [1] outputs [0 1] [1] [0 1] [1]
187 addmuleq inputs [0 1] [1] [-Infinity Infinity] [1] outputs [0 1] [1] [0 1] [1]
188 addmuleq inputs [0 1] [1] [-1 0] [1] outputs [1] [1] [0] [1]
189 addmuleq inputs [0 1] [1] [-1 1] [1] outputs [0 1] [1] [0 1] [1]
190 addmuleq inputs [0 1] [1] [-1 Infinity] [1] outputs [0 1] [1] [0 1] [1]
191 addmuleq inputs [0 1] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
192 addmuleq inputs [0 1] [1] [0 Infinity] [1] outputs [0 1] [1] [0 1] [1]
193 addmuleq inputs [0 1] [1] [1 Infinity] [1] outputs [0] [1] [1] [1]
194 addmuleq inputs [0 Infinity] [1] [-Infinity -1] [1] outputs [2 Infinity] [1] [-Infinity -1] [1]
195 addmuleq inputs [0 Infinity] [1] [-Infinity 0] [1] outputs [1 Infinity] [1] [-Infinity 0] [1]
196 addmuleq inputs [0 Infinity] [1] [-Infinity 1] [1] outputs [0 Infinity] [1] [-Infinity 1] [1]
197 addmuleq inputs [0 Infinity] [1] [-Infinity Infinity] [1] outputs [0 Infinity] [1] [-Infinity 1] [1]
198 addmuleq inputs [0 Infinity] [1] [-1 0] [1] outputs [1 2] [1] [-1 0] [1]
199 addmuleq inputs [0 Infinity] [1] [-1 1] [1] outputs [0 2] [1] [-1 1] [1]
200 addmuleq inputs [0 Infinity] [1] [-1 Infinity] [1] outputs [0 2] [1] [-1 1] [1]
201 addmuleq inputs [0 Infinity] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
202 addmuleq inputs [0 Infinity] [1] [0 Infinity] [1] outputs [0 1] [1] [0 1] [1]
203 addmuleq inputs [0 Infinity] [1] [1 Infinity] [1] outputs [0] [1] [1] [1]
204 addmuleq inputs [1 Infinity] [1] [-Infinity -1] [1] outputs [2 Infinity] [1] [-Infinity -1] [1]
205 addmuleq inputs [1 Infinity] [1] [-Infinity 0] [1] outputs [1 +inf] [1] [-infinity 0] [1]
206 addmuleq inputs [1 Infinity] [1] [-Infinity 1] [1] outputs [1 +inf] [1] [-inf 0] [1]
207 addmuleq inputs [1 Infinity] [1] [-Infinity Infinity] [1] outputs [1 Inf] [1] [-Inf 0] [1]
208 addmuleq inputs [1 Infinity] [1] [-1 0] [1] outputs [1 2] [1] [-1 0] [1]
209 addmuleq inputs [1 Infinity] [1] [-1 1] [1] outputs [1 2] [1] [-1 0] [1]
210 addmuleq inputs [1 Infinity] [1] [-1 Infinity] [1] outputs [1 2] [1] [-1 0] [1]
211 addmuleq inputs [1 Infinity] [1] [0 1] [1] outputs [1] [1] [0] [1]
212 addmuleq inputs [1 Infinity] [1] [0 Infinity] [1] outputs [1] [1] [0] [1]
213 addmuleq inputs [1 Infinity] [1] [1 Infinity] [1] outputs [] [] [] []
214 addmuleq inputs [1 10] [1] [1 10] [10] outputs [1 9] [1] [1 9] [10]
215 addmuleq inputs [1 10] [1] [2 10] [10] outputs [1 8] [1] [2 9] [10]
216 addmuleq inputs [1 10] [1] [3 10] [10] outputs [1 7] [1] [3 9] [10]
217 addmuleq inputs [1 10] [1] [4 10] [10] outputs [1 6] [1] [4 9] [10]
218 addmuleq inputs [1 10] [1] [5 10] [10] outputs [1 5] [1] [5 9] [10]
219 addmuleq inputs [1 10] [1] [6 10] [10] outputs [1 4] [1] [6 9] [10]
220 addmuleq inputs [1 10] [1] [7 10] [10] outputs [1 3] [1] [7 9] [10]
221 addmuleq inputs [1 10] [1] [8 10] [10] outputs [1 2] [1] [8 9] [10]
222 addmuleq inputs [1 10] [1] [9 10] [10] outputs [1] [1] [9] [10]
223 addmuleq inputs [1 10] [1] [10] [10] outputs [] [] [] []
224 addmuleq inputs [0 10] [0.5] [10] [10] outputs [5] [0.5] [10] [10]
225 addmuleq inputs [0 10] [0.5] [10] [10] outputs [5] [0.5] [10] [10]
226 addmuleq inputs [0.0 10] [0.5] [0 0.75] [10.0] outputs [9.625 10] [0.5] [0 0.75] [10]
227 addmuleq inputs [0.0 1] [0.5] [0.5] [0.0 10] outputs [0.0 1] [0.5] [0.5] [0.25 1.25]
228 addmuleq inputs [0.0] [0.5] [0 0.75] [0 0.1] outputs [0.0] [0.5] [0 0.2] [0 0.1]
229 addmuleq inputs [0.0] [0.5] [0 0.75] [0.0 10] outputs [0.0] [0.5] [0 0.75] [0 0.375]
230 addmuleq inputs [-1] [-1] [-1] [-1] outputs [] [] [] []
231 addmuleq inputs [-1] [-1] [-1] [0] outputs [-1] [-1] [-1] [0]
232 addmuleq inputs [-1] [-1] [-1] [1] outputs [] [] [] []
233 addmuleq inputs [-1] [-1] [0] [-1] outputs [-1] [-1] [0] [-1]
234 addmuleq inputs [-1] [-1] [0] [0] outputs [] [] [] []
235 addmuleq inputs [-1] [-1] [0] [1] outputs [] [] [] []
236 addmuleq inputs [-1] [-1] [1] [-1] outputs [] [] [] []
237 addmuleq inputs [-1] [-1] [1] [0] outputs [] [] [] []
238 addmuleq inputs [-1] [-1] [1] [1] outputs [] [] [] []
239 addmuleq inputs [-1] [0] [-1] [-1] outputs [-1] [0] [-1] [-1]
240 addmuleq inputs [-1] [0] [-1] [0] outputs [] [] [] []
241 addmuleq inputs [-1] [0] [-1] [1] outputs [] [] [] []
242 addmuleq inputs [-1] [0] [0] [-1] outputs [-1] [0] [0] [-1]
243 addmuleq inputs [-1] [0] [0] [0] outputs [] [] [] []
244 addmuleq inputs [-1] [0] [0] [1] outputs [] [] [] []
245 addmuleq inputs [-1] [0] [1] [-1] outputs [-1] [0] [1] [-1]
246 addmuleq inputs [-1] [0] [1] [0] outputs [] [] [] []
247 addmuleq inputs [-1] [0] [1] [1] outputs [] [] [] []
248 addmuleq inputs [-1] [1] [-1] [-1] outputs [] [] [] []
249 addmuleq inputs [-1] [1] [-1] [0] outputs [] [] [] []
250 addmuleq inputs [-1] [1] [-1] [1] outputs [] [] [] []
251 addmuleq inputs [-1] [1] [0] [-1] outputs [-1] [1] [0] [-1]
252 addmuleq inputs [-1] [1] [0] [0] outputs [] [] [] []
253 addmuleq inputs [-1] [1] [0] [1] outputs [] [] [] []
254 addmuleq inputs [-1] [1] [1] [-1] outputs [] [] [] []
255 addmuleq inputs [-1] [1] [1] [0] outputs [-1] [1] [1] [0]
256 addmuleq inputs [-1] [1] [1] [1] outputs [] [] [] []
257 addmuleq inputs [0] [-1] [-1] [-1] outputs [] [] [] []
258 addmuleq inputs [0] [-1] [-1] [0] outputs [] [] [] []
259 addmuleq inputs [0] [-1] [-1] [1] outputs [0] [-1] [-1] [1]
260 addmuleq inputs [0] [-1] [0] [-1] outputs [] [] [] []
261 addmuleq inputs [0] [-1] [0] [0] outputs [0] [-1] [0] [0]
262 addmuleq inputs [0] [-1] [0] [1] outputs [] [] [] []
263 addmuleq inputs [0] [-1] [1] [-1] outputs [0] [-1] [1] [-1]
264 addmuleq inputs [0] [-1] [1] [0] outputs [] [] [] []
265 addmuleq inputs [0] [-1] [1] [1] outputs [] [] [] []
266 addmuleq inputs [0] [0] [-1] [-1] outputs [] [] [] []
267 addmuleq inputs [0] [0] [-1] [0] outputs [0] [0] [-1] [0]
268 addmuleq inputs [0] [0] [-1] [1] outputs [] [] [] []
269 addmuleq inputs [0] [0] [0] [-1] outputs [] [] [] []
270 addmuleq inputs [0] [0] [0] [0] outputs [0] [0] [0] [0]
271 addmuleq inputs [0] [0] [0] [1] outputs [] [] [] []
272 addmuleq inputs [0] [0] [1] [-1] outputs [] [] [] []
273 addmuleq inputs [0] [0] [1] [0] outputs [0] [0] [1] [0]
274 addmuleq inputs [0] [0] [1] [1] outputs [] [] [] []
275 addmuleq inputs [0] [1] [-1] [-1] outputs [0] [1] [-1] [-1]
276 addmuleq inputs [0] [1] [-1] [0] outputs [] [] [] []
277 addmuleq inputs [0] [1] [-1] [1] outputs [] [] [] []
278 addmuleq inputs [0] [1] [0] [-1] outputs [] [] [] []
279 addmuleq inputs [0] [1] [0] [0] outputs [0] [1] [0] [0]
280 addmuleq inputs [0] [1] [0] [1] outputs [] [] [] []
281 addmuleq inputs [0] [1] [1] [-1] outputs [] [] [] []
282 addmuleq inputs [0] [1] [1] [0] outputs [] [] [] []
283 addmuleq inputs [0] [1] [1] [1] outputs [0] [1] [1] [1]
284 addmuleq inputs [1] [-1] [-1] [-1] outputs [] [] [] []
285 addmuleq inputs [1] [-1] [-1] [0] outputs [] [] [] []
286 addmuleq inputs [1] [-1] [-1] [2] outputs [1] [-1] [-1] [2]
287 addmuleq inputs [1] [-1] [-1] [1] outputs [] [] [] []
288 addmuleq inputs [1] [-1] [0] [-1] outputs [] [] [] []
289 addmuleq inputs [1] [-1] [0] [0] outputs [] [] [] []
290 addmuleq inputs [1] [-1] [0] [1] outputs [1] [-1] [0] [1]
291 addmuleq inputs [1] [-1] [1] [-1] outputs [] [] [] []
292 addmuleq inputs [1] [-1] [1] [0] outputs [1] [-1] [1] [0]
293 addmuleq inputs [1] [-1] [1] [1] outputs [] [] [] []
294 addmuleq inputs [1] [0] [-1] [-1] outputs [] [] [] []
295 addmuleq inputs [1] [0] [-1] [0] outputs [] [] [] []
296 addmuleq inputs [1] [0] [-1] [1] outputs [1] [0] [-1] [1]
297 addmuleq inputs [1] [0] [0] [-1] outputs [] [] [] []
298 addmuleq inputs [1] [0] [0] [0] outputs [] [] [] []
299 addmuleq inputs [1] [0] [0] [1] outputs [1] [0] [0] [1]
300 addmuleq inputs [1] [0] [1] [-1] outputs [] [] [] []
301 addmuleq inputs [1] [0] [1] [0] outputs [] [] [] []
302 addmuleq inputs [1] [0] [1] [1] outputs [1] [0] [1] [1]
303 addmuleq inputs [1] [1] [-1] [-1] outputs [] [] [] []
304 addmuleq inputs [1] [1] [-1] [0] outputs [1] [1] [-1] [0]
305 addmuleq inputs [1] [1] [-1] [1] outputs [] [] [] []
306 addmuleq inputs [1] [1] [0] [-1] outputs [] [] [] []
307 addmuleq inputs [1] [1] [0] [0] outputs [] [] [] []
308 addmuleq inputs [1] [1] [0] [1] outputs [1] [1] [0] [1]
309 addmuleq inputs [1] [1] [1] [-1] outputs [] [] [] []
310 addmuleq inputs [1] [1] [1] [0] outputs [] [] [] []
311 addmuleq inputs [1] [1] [1] [1] outputs [] [] [] []
312 addmuleq inputs [1] [1] [1] [-Infinity -1] outputs [] [] [] []
313 addmuleq inputs [1] [1] [1] [-Infinity 0] outputs [] [] [] []
314 addmuleq inputs [1] [1] [1] [-Infinity 1] outputs [] [] [] []
315 addmuleq inputs [1] [1] [1] [-Infinity Infinity] outputs [1] [1] [1] [2]
316 addmuleq inputs [1] [1] [1] [-1 0] outputs [] [] [] []
317 addmuleq inputs [1] [1] [1] [-1 1] outputs [] [] [] []
318 addmuleq inputs [1] [1] [1] [-1 Infinity] outputs [1] [1] [1] [2]
319 addmuleq inputs [1] [1] [1] [0 1] outputs [] [] [] []
320 addmuleq inputs [1] [1] [1] [0 Infinity] outputs [1] [1] [1] [2]
321 addmuleq inputs [1] [1] [1] [1 Infinity] outputs [1] [1] [1] [2]
322 addmuleq inputs [1] [1] [-Infinity -1] [1] outputs [] [] [] []
323 addmuleq inputs [1] [1] [-Infinity 0] [1] outputs [1] [1] [0] [1]
324 addmuleq inputs [1] [1] [-Infinity 1] [1] outputs [1] [1] [0] [1]
325 addmuleq inputs [1] [1] [-Infinity Infinity] [1] outputs [1] [1] [0] [1]
326 addmuleq inputs [1] [1] [-1 0] [1] outputs [1] [1] [0] [1]
327 addmuleq inputs [1] [1] [-1 1] [1] outputs [1] [1] [0] [1]
328 addmuleq inputs [1] [1] [-1 Infinity] [1] outputs [1] [1] [0] [1]
329 addmuleq inputs [1] [1] [0 1] [1] outputs [1] [1] [0] [1]
330 addmuleq inputs [1] [1] [0 Infinity] [1] outputs [1] [1] [0] [1]
331 addmuleq inputs [1] [1] [1 Infinity] [1] outputs [] [] [] []
332 addmuleq inputs [-Infinity -1] [1] [1] [1] outputs [] [] [] []
333 addmuleq inputs [-Infinity 0] [1] [1] [1] outputs [0] [1] [1] [1]
334 addmuleq inputs [-Infinity 1] [1] [1] [1] outputs [0] [1] [1] [1]
335 addmuleq inputs [-Infinity Infinity] [1] [1] [1] outputs [0] [1] [1] [1]
336 addmuleq inputs [-1 0] [1] [1] [1] outputs [0] [1] [1] [1]
337 addmuleq inputs [-1 1] [1] [1] [1] outputs [0] [1] [1] [1]
338 addmuleq inputs [-1 Infinity] [1] [1] [1] outputs [0] [1] [1] [1]
339 addmuleq inputs [0 1] [1] [1] [1] outputs [0] [1] [1] [1]
340 addmuleq inputs [0 Infinity] [1] [1] [1] outputs [0] [1] [1] [1]
341 addmuleq inputs [1 Infinity] [1] [1] [1] outputs [] [] [] []
342 addmuleq inputs [-Infinity -1] [1] [-Infinity -1] [1] outputs [] [] [] []
343 addmuleq inputs [-Infinity -1] [1] [-Infinity 0] [1] outputs [] [] [] []
344 addmuleq inputs [-Infinity -1] [1] [-Infinity 1] [1] outputs [] [] [] []
345 addmuleq inputs [-Infinity -1] [1] [-Infinity Infinity] [1] outputs [-Infinity -1] [1] [2 Infinity] [1]
346 addmuleq inputs [-Infinity -1] [1] [-1 0] [1] outputs [] [] [] []
347 addmuleq inputs [-Infinity -1] [1] [-1 1] [1] outputs [] [] [] []
348 addmuleq inputs [-Infinity -1] [1] [-1 Infinity] [1] outputs [-Infinity -1] [1] [2 Infinity] [1]
349 addmuleq inputs [-Infinity -1] [1] [0 1] [1] outputs [] [] [] []
350 addmuleq inputs [-Infinity -1] [1] [0 Infinity] [1] outputs [-Infinity -1] [1] [2 Infinity] [1]
351 addmuleq inputs [-Infinity -1] [1] [1 Infinity] [1] outputs [-Infinity -1] [1] [2 Infinity] [1]
352 addmuleq inputs [-Infinity 0] [1] [-Infinity -1] [1] outputs [] [] [] []
353 addmuleq inputs [-Infinity 0] [1] [-Infinity 0] [1] outputs [] [] [] []
354 addmuleq inputs [-Infinity 0] [1] [-Infinity 1] [1] outputs [0] [1] [1] [1]
355 addmuleq inputs [-Infinity 0] [1] [-Infinity Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
356 addmuleq inputs [-Infinity 0] [1] [-1 0] [1] outputs [] [] [] []
357 addmuleq inputs [-Infinity 0] [1] [-1 1] [1] outputs [0] [1] [1] [1]
358 addmuleq inputs [-Infinity 0] [1] [-1 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
359 addmuleq inputs [-Infinity 0] [1] [0 1] [1] outputs [0] [1] [1] [1]
360 addmuleq inputs [-Infinity 0] [1] [0 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
361 addmuleq inputs [-Infinity 0] [1] [1 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
362 addmuleq inputs [-Infinity 1] [1] [-Infinity -1] [1] outputs [] [] [] []
363 addmuleq inputs [-Infinity 1] [1] [-Infinity 0] [1] outputs [1] [1] [0] [1]
364 addmuleq inputs [-Infinity 1] [1] [-Infinity 1] [1] outputs [0 1] [1] [0 1] [1]
365 addmuleq inputs [-Infinity 1] [1] [-Infinity Infinity] [1] outputs [-Infinity 1] [1] [0 Infinity] [1]
366 addmuleq inputs [-Infinity 1] [1] [-1 0] [1] outputs [1] [1] [0] [1]
367 addmuleq inputs [-Infinity 1] [1] [-1 1] [1] outputs [0 1] [1] [0 1] [1]
368 addmuleq inputs [-Infinity 1] [1] [-1 Infinity] [1] outputs [-Infinity 1] [1] [0 Infinity] [1]
369 addmuleq inputs [-Infinity 1] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
370 addmuleq inputs [-Infinity 1] [1] [0 Infinity] [1] outputs [-Infinity 1] [1] [0 Infinity] [1]
371 addmuleq inputs [-Infinity 1] [1] [1 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
372 addmuleq inputs [-Infinity Infinity] [1] [-Infinity -1] [1] outputs [2 Infinity] [1] [-Infinity -1] [1]
373 addmuleq inputs [-Infinity Infinity] [1] [-Infinity 0] [1] outputs [1 Infinity] [1] [-Infinity 0] [1]
374 addmuleq inputs [-Infinity Infinity] [1] [-Infinity 1] [1] outputs [0 Infinity] [1] [-Infinity 1] [1]
375 addmuleq inputs [-Infinity Infinity] [1] [-Infinity Infinity] [1] outputs [-Infinity Infinity] [1] [-Infinity Infinity] [1]
376 addmuleq inputs [-Infinity Infinity] [1] [-1 0] [1] outputs [1 2] [1] [-1 0] [1]
377 addmuleq inputs [-Infinity Infinity] [1] [-1 1] [1] outputs [0 2] [1] [-1 1] [1]
378 addmuleq inputs [-Infinity Infinity] [1] [-1 Infinity] [1] outputs [-Infinity 2] [1] [-1 Infinity] [1]
379 addmuleq inputs [-Infinity Infinity] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
380 addmuleq inputs [-Infinity Infinity] [1] [0 Infinity] [1] outputs [-Infinity 1] [1] [0 Infinity] [1]
381 addmuleq inputs [-Infinity Infinity] [1] [1 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
382 addmuleq inputs [-1 0] [1] [-Infinity -1] [1] outputs [] [] [] []
383 addmuleq inputs [-1 0] [1] [-Infinity 0] [1] outputs [] [] [] []
384 addmuleq inputs [-1 0] [1] [-Infinity 1] [1] outputs [0] [1] [1] [1]
385 addmuleq inputs [-1 0] [1] [-Infinity Infinity] [1] outputs [-1 0] [1] [1 2] [1]
386 addmuleq inputs [-1 0] [1] [-1 0] [1] outputs [] [] [] []
387 addmuleq inputs [-1 0] [1] [-1 1] [1] outputs [0] [1] [1] [1]
388 addmuleq inputs [-1 0] [1] [-1 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
389 addmuleq inputs [-1 0] [1] [0 1] [1] outputs [0] [1] [1] [1]
390 addmuleq inputs [-1 0] [1] [0 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
391 addmuleq inputs [-1 0] [1] [1 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
392 addmuleq inputs [-1 1] [1] [-Infinity -1] [1] outputs [] [] [] []
393 addmuleq inputs [-1 1] [1] [-Infinity 0] [1] outputs [1] [1] [0] [1]
394 addmuleq inputs [-1 1] [1] [-Infinity 1] [1] outputs [0 1] [1] [0 1] [1]
395 addmuleq inputs [-1 1] [1] [-Infinity Infinity] [1] outputs [-1 1] [1] [0 2] [1]
396 addmuleq inputs [-1 1] [1] [-1 0] [1] outputs [1] [1] [0] [1]
397 addmuleq inputs [-1 1] [1] [-1 1] [1] outputs [0 1] [1] [0 1] [1]
398 addmuleq inputs [-1 1] [1] [-1 Infinity] [1] outputs [-1 1] [1] [0 2] [1]
399 addmuleq inputs [-1 1] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
400 addmuleq inputs [-1 1] [1] [0 Infinity] [1] outputs [-1 1] [1] [0 2] [1]
401 addmuleq inputs [-1 1] [1] [1 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
402 addmuleq inputs [-1 Infinity] [1] [-Infinity -1] [1] outputs [2 Infinity] [1] [-Infinity -1] [1]
403 addmuleq inputs [-1 Infinity] [1] [-Infinity 0] [1] outputs [1 Infinity] [1] [-Infinity 0] [1]
404 addmuleq inputs [-1 Infinity] [1] [-Infinity 1] [1] outputs [0 Infinity] [1] [-Infinity 1] [1]
405 addmuleq inputs [-1 Infinity] [1] [-Infinity Infinity] [1] outputs [-1 Infinity] [1] [-Infinity 2] [1]
406 addmuleq inputs [-1 Infinity] [1] [-1 0] [1] outputs [1 2] [1] [-1 0] [1]
407 addmuleq inputs [-1 Infinity] [1] [-1 1] [1] outputs [0 2] [1] [-1 1] [1]
408 addmuleq inputs [-1 Infinity] [1] [-1 Infinity] [1] outputs [-1 2] [1] [-1 2] [1]
409 addmuleq inputs [-1 Infinity] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
410 addmuleq inputs [-1 Infinity] [1] [0 Infinity] [1] outputs [-1 1] [1] [0 2] [1]
411 addmuleq inputs [-1 Infinity] [1] [1 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
412 addmuleq inputs [0 1] [1] [-Infinity -1] [1] outputs [] [] [] []
413 addmuleq inputs [0 1] [1] [-Infinity 0] [1] outputs [1] [1] [0] [1]
414 addmuleq inputs [0 1] [1] [-Infinity 1] [1] outputs [0 1] [1] [0 1] [1]
415 addmuleq inputs [0 1] [1] [-Infinity Infinity] [1] outputs [0 1] [1] [0 1] [1]
416 addmuleq inputs [0 1] [1] [-1 0] [1] outputs [1] [1] [0] [1]
417 addmuleq inputs [0 1] [1] [-1 1] [1] outputs [0 1] [1] [0 1] [1]
418 addmuleq inputs [0 1] [1] [-1 Infinity] [1] outputs [0 1] [1] [0 1] [1]
419 addmuleq inputs [0 1] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
420 addmuleq inputs [0 1] [1] [0 Infinity] [1] outputs [0 1] [1] [0 1] [1]
421 addmuleq inputs [0 1] [1] [1 Infinity] [1] outputs [0] [1] [1] [1]
422 addmuleq inputs [0 Infinity] [1] [-Infinity -1] [1] outputs [2 Infinity] [1] [-Infinity -1] [1]
423 addmuleq inputs [0 Infinity] [1] [-Infinity 0] [1] outputs [1 Infinity] [1] [-Infinity 0] [1]
424 addmuleq inputs [0 Infinity] [1] [-Infinity 1] [1] outputs [0 Infinity] [1] [-Infinity 1] [1]
425 addmuleq inputs [0 Infinity] [1] [-Infinity Infinity] [1] outputs [0 Infinity] [1] [-Infinity 1] [1]
426 addmuleq inputs [0 Infinity] [1] [-1 0] [1] outputs [1 2] [1] [-1 0] [1]
427 addmuleq inputs [0 Infinity] [1] [-1 1] [1] outputs [0 2] [1] [-1 1] [1]
428 addmuleq inputs [0 Infinity] [1] [-1 Infinity] [1] outputs [0 2] [1] [-1 1] [1]
429 addmuleq inputs [0 Infinity] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
430 addmuleq inputs [0 Infinity] [1] [0 Infinity] [1] outputs [0 1] [1] [0 1] [1]
431 addmuleq inputs [0 Infinity] [1] [1 Infinity] [1] outputs [0] [1] [1] [1]
432 addmuleq inputs [1 Infinity] [1] [-Infinity -1] [1] outputs [2 +inf] [1] [-inf -1] [1]
433 addmuleq inputs [1 Infinity] [1] [-Infinity 0] [1] outputs [1 inf] [1] [-inf 0] [1]
434 addmuleq inputs [1 Infinity] [1] [-Infinity 1] [1] outputs [1 inf] [1] [-inf 0] [1]
435 addmuleq inputs [1 Infinity] [1] [-Infinity Infinity] [1] outputs [1 inf] [1] [-inf 0] [1]
436 addmuleq inputs [1 Infinity] [1] [-1 0] [1] outputs [1 2] [1] [-1 0] [1]
437 addmuleq inputs [1 Infinity] [1] [-1 1] [1] outputs [1 2] [1] [-1 0] [1]
438 addmuleq inputs [1 Infinity] [1] [-1 Infinity] [1] outputs [1 2] [1] [-1 0] [1]
439 addmuleq inputs [1 Infinity] [1] [0 1] [1] outputs [1] [1] [0] [1]
440 addmuleq inputs [1 Infinity] [1] [0 Infinity] [1] outputs [1] [1] [0] [1]
441 addmuleq inputs [1 Infinity] [1] [1 Infinity] [1] outputs [] [] [] []
442 addmuleq inputs [1 10] [1] [1 10] [10] outputs [1 9] [1] [1 9] [10]
443 addmuleq inputs [1 10] [1] [2 10] [10] outputs [1 8] [1] [2 9] [10]
444 addmuleq inputs [1 10] [1] [3 10] [10] outputs [1 7] [1] [3 9] [10]
445 addmuleq inputs [1 10] [1] [4 10] [10] outputs [1 6] [1] [4 9] [10]
446 addmuleq inputs [1 10] [1] [5 10] [10] outputs [1 5] [1] [5 9] [10]
447 addmuleq inputs [1 10] [1] [6 10] [10] outputs [1 4] [1] [6 9] [10]
448 addmuleq inputs [1 10] [1] [7 10] [10] outputs [1 3] [1] [7 9] [10]
449 addmuleq inputs [1 10] [1] [8 10] [10] outputs [1 2] [1] [8 9] [10]
450 addmuleq inputs [1 10] [1] [9 10] [10] outputs [1] [1] [9] [10]
451 addmuleq inputs [1 10] [1] [10] [10] outputs [] [] [] []
452 addmuleq inputs [-1] [-1] [-1] [-1] outputs [] [] [] []
453 addmuleq inputs [-1] [-1] [-1] [0] outputs [-1] [-1] [-1] [0]
454 addmuleq inputs [-1] [-1] [-1] [1] outputs [] [] [] []
455 addmuleq inputs [-1] [-1] [0] [-1] outputs [-1] [-1] [0] [-1]
456 addmuleq inputs [-1] [-1] [0] [0] outputs [] [] [] []
457 addmuleq inputs [-1] [-1] [0] [1] outputs [] [] [] []
458 addmuleq inputs [-1] [-1] [1] [-1] outputs [] [] [] []
459 addmuleq inputs [-1] [-1] [1] [0] outputs [] [] [] []
460 addmuleq inputs [-1] [-1] [1] [1] outputs [] [] [] []
461 addmuleq inputs [-1] [0] [-1] [-1] outputs [-1] [0] [-1] [-1]
462 addmuleq inputs [-1] [0] [-1] [0] outputs [] [] [] []
463 addmuleq inputs [-1] [0] [-1] [1] outputs [] [] [] []
464 addmuleq inputs [-1] [0] [0] [-1] outputs [-1] [0] [0] [-1]
465 addmuleq inputs [-1] [0] [0] [0] outputs [] [] [] []
466 addmuleq inputs [-1] [0] [0] [1] outputs [] [] [] []
467 addmuleq inputs [-1] [0] [1] [-1] outputs [-1] [0] [1] [-1]
468 addmuleq inputs [-1] [0] [1] [0] outputs [] [] [] []
469 addmuleq inputs [-1] [0] [1] [1] outputs [] [] [] []
470 addmuleq inputs [-1] [1] [-1] [-1] outputs [] [] [] []
471 addmuleq inputs [-1] [1] [-1] [0] outputs [] [] [] []
472 addmuleq inputs [-1] [1] [-1] [1] outputs [] [] [] []
473 addmuleq inputs [-1] [1] [0] [-1] outputs [-1] [1] [0] [-1]
474 addmuleq inputs [-1] [1] [0] [0] outputs [] [] [] []
475 addmuleq inputs [-1] [1] [0] [1] outputs [] [] [] []
476 addmuleq inputs [-1] [1] [1] [-1] outputs [] [] [] []
477 addmuleq inputs [-1] [1] [1] [0] outputs [-1] [1] [1] [0]
478 addmuleq inputs [-1] [1] [1] [1] outputs [] [] [] []
479 addmuleq inputs [0] [-1] [-1] [-1] outputs [] [] [] []
480 addmuleq inputs [0] [-1] [-1] [0] outputs [] [] [] []
481 addmuleq inputs [0] [-1] [-1] [1] outputs [0] [-1] [-1] [1]
482 addmuleq inputs [0] [-1] [0] [-1] outputs [] [] [] []
483 addmuleq inputs [0] [-1] [0] [0] outputs [0] [-1] [0] [0]
484 addmuleq inputs [0] [-1] [0] [1] outputs [] [] [] []
485 addmuleq inputs [0] [-1] [1] [-1] outputs [0] [-1] [1] [-1]
486 addmuleq inputs [0] [-1] [1] [0] outputs [] [] [] []
487 addmuleq inputs [0] [-1] [1] [1] outputs [] [] [] []
488 addmuleq inputs [0] [0] [-1] [-1] outputs [] [] [] []
489 addmuleq inputs [0] [0] [-1] [0] outputs [0] [0] [-1] [0]
490 addmuleq inputs [0] [0] [-1] [1] outputs [] [] [] []
491 addmuleq inputs [0] [0] [0] [-1] outputs [] [] [] []
492 addmuleq inputs [0] [0] [0] [0] outputs [0] [0] [0] [0]
493 addmuleq inputs [0] [0] [0] [1] outputs [] [] [] []
494 addmuleq inputs [0] [0] [1] [-1] outputs [] [] [] []
495 addmuleq inputs [0] [0] [1] [0] outputs [0] [0] [1] [0]
496 addmuleq inputs [0] [0] [1] [1] outputs [] [] [] []
497 addmuleq inputs [0] [1] [-1] [-1] outputs [0] [1] [-1] [-1]
498 addmuleq inputs [0] [1] [-1] [0] outputs [] [] [] []
499 addmuleq inputs [0] [1] [-1] [1] outputs [] [] [] []
500 addmuleq inputs [0] [1] [0] [-1] outputs [] [] [] []
501 addmuleq inputs [0] [1] [0] [0] outputs [0] [1] [0] [0]
502 addmuleq inputs [0] [1] [0] [1] outputs [] [] [] []
503 addmuleq inputs [0] [1] [1] [-1] outputs [] [] [] []
504 addmuleq inputs [0] [1] [1] [0] outputs [] [] [] []
505 addmuleq inputs [0] [1] [1] [1] outputs [0] [1] [1] [1]
506 addmuleq inputs [1] [-1] [-1] [-1] outputs [] [] [] []
507 addmuleq inputs [1] [-1] [-1] [0] outputs [] [] [] []
508 addmuleq inputs [1] [-1] [-1] [2] outputs [1] [-1] [-1] [2]
509 addmuleq inputs [1] [-1] [-1] [1] outputs [] [] [] []
510 addmuleq inputs [1] [-1] [0] [-1] outputs [] [] [] []
511 addmuleq inputs [1] [-1] [0] [0] outputs [] [] [] []
512 addmuleq inputs [1] [-1] [0] [1] outputs [1] [-1] [0] [1]
513 addmuleq inputs [1] [-1] [1] [-1] outputs [] [] [] []
514 addmuleq inputs [1] [-1] [1] [0] outputs [1] [-1] [1] [0]
515 addmuleq inputs [1] [-1] [1] [1] outputs [] [] [] []
516 addmuleq inputs [1] [0] [-1] [-1] outputs [] [] [] []
517 addmuleq inputs [1] [0] [-1] [0] outputs [] [] [] []
518 addmuleq inputs [1] [0] [-1] [1] outputs [1] [0] [-1] [1]
519 addmuleq inputs [1] [0] [0] [-1] outputs [] [] [] []
520 addmuleq inputs [1] [0] [0] [0] outputs [] [] [] []
521 addmuleq inputs [1] [0] [0] [1] outputs [1] [0] [0] [1]
522 addmuleq inputs [1] [0] [1] [-1] outputs [] [] [] []
523 addmuleq inputs [1] [0] [1] [0] outputs [] [] [] []
524 addmuleq inputs [1] [0] [1] [1] outputs [1] [0] [1] [1]
525 addmuleq inputs [1] [1] [-1] [-1] outputs [] [] [] []
526 addmuleq inputs [1] [1] [-1] [0] outputs [1] [1] [-1] [0]
527 addmuleq inputs [1] [1] [-1] [1] outputs [] [] [] []
528 addmuleq inputs [1] [1] [0] [-1] outputs [] [] [] []
529 addmuleq inputs [1] [1] [0] [0] outputs [] [] [] []
530 addmuleq inputs [1] [1] [0] [1] outputs [1] [1] [0] [1]
531 addmuleq inputs [1] [1] [1] [-1] outputs [] [] [] []
532 addmuleq inputs [1] [1] [1] [0] outputs [] [] [] []
533 addmuleq inputs [1] [1] [1] [1] outputs [] [] [] []
534 addmuleq inputs [1] [1] [1] [-Infinity -1] outputs [] [] [] []
535 addmuleq inputs [1] [1] [1] [-Infinity 0] outputs [] [] [] []
536 addmuleq inputs [1] [1] [1] [-Infinity 1] outputs [] [] [] []
537 addmuleq inputs [1] [1] [1] [-Infinity Infinity] outputs [1] [1] [1] [2]
538 addmuleq inputs [1] [1] [1] [-1 0] outputs [] [] [] []
539 addmuleq inputs [1] [1] [1] [-1 1] outputs [] [] [] []
540 addmuleq inputs [1] [1] [1] [-1 Infinity] outputs [1] [1] [1] [2]
541 addmuleq inputs [1] [1] [1] [0 1] outputs [] [] [] []
542 addmuleq inputs [1] [1] [1] [0 Infinity] outputs [1] [1] [1] [2]
543 addmuleq inputs [1] [1] [1] [1 Infinity] outputs [1] [1] [1] [2]
544 addmuleq inputs [1] [1] [-Infinity -1] [1] outputs [] [] [] []
545 addmuleq inputs [1] [1] [-Infinity 0] [1] outputs [1] [1] [0] [1]
546 addmuleq inputs [1] [1] [-Infinity 1] [1] outputs [1] [1] [0] [1]
547 addmuleq inputs [1] [1] [-Infinity Infinity] [1] outputs [1] [1] [0] [1]
548 addmuleq inputs [1] [1] [-1 0] [1] outputs [1] [1] [0] [1]
549 addmuleq inputs [1] [1] [-1 1] [1] outputs [1] [1] [0] [1]
550 addmuleq inputs [1] [1] [-1 Infinity] [1] outputs [1] [1] [0] [1]
551 addmuleq inputs [1] [1] [0 1] [1] outputs [1] [1] [0] [1]
552 addmuleq inputs [1] [1] [0 Infinity] [1] outputs [1] [1] [0] [1]
553 addmuleq inputs [1] [1] [1 Infinity] [1] outputs [] [] [] []
554 addmuleq inputs [-Infinity -1] [1] [1] [1] outputs [] [] [] []
555 addmuleq inputs [-Infinity 0] [1] [1] [1] outputs [0] [1] [1] [1]
556 addmuleq inputs [-Infinity 1] [1] [1] [1] outputs [0] [1] [1] [1]
557 addmuleq inputs [-Infinity Infinity] [1] [1] [1] outputs [0] [1] [1] [1]
558 addmuleq inputs [-1 0] [1] [1] [1] outputs [0] [1] [1] [1]
559 addmuleq inputs [-1 1] [1] [1] [1] outputs [0] [1] [1] [1]
560 addmuleq inputs [-1 Infinity] [1] [1] [1] outputs [0] [1] [1] [1]
561 addmuleq inputs [0 1] [1] [1] [1] outputs [0] [1] [1] [1]
562 addmuleq inputs [0 Infinity] [1] [1] [1] outputs [0] [1] [1] [1]
563 addmuleq inputs [1 Infinity] [1] [1] [1] outputs [] [] [] []
564 addmuleq inputs [-Infinity -1] [1] [-Infinity -1] [1] outputs [] [] [] []
565 addmuleq inputs [-Infinity -1] [1] [-Infinity 0] [1] outputs [] [] [] []
566 addmuleq inputs [-Infinity -1] [1] [-Infinity 1] [1] outputs [] [] [] []
567 addmuleq inputs [-Infinity -1] [1] [-Infinity Infinity] [1] outputs [-Infinity -1] [1] [2 Infinity] [1]
568 addmuleq inputs [-Infinity -1] [1] [-1 0] [1] outputs [] [] [] []
569 addmuleq inputs [-Infinity -1] [1] [-1 1] [1] outputs [] [] [] []
570 addmuleq inputs [-Infinity -1] [1] [-1 Infinity] [1] outputs [-Infinity -1] [1] [2 Infinity] [1]
571 addmuleq inputs [-Infinity -1] [1] [0 1] [1] outputs [] [] [] []
572 addmuleq inputs [-Infinity -1] [1] [0 Infinity] [1] outputs [-Infinity -1] [1] [2 Infinity] [1]
573 addmuleq inputs [-Infinity -1] [1] [1 Infinity] [1] outputs [-Infinity -1] [1] [2 Infinity] [1]
574 addmuleq inputs [-Infinity 0] [1] [-Infinity -1] [1] outputs [] [] [] []
575 addmuleq inputs [-Infinity 0] [1] [-Infinity 0] [1] outputs [] [] [] []
576 addmuleq inputs [-Infinity 0] [1] [-Infinity 1] [1] outputs [0] [1] [1] [1]
577 addmuleq inputs [-Infinity 0] [1] [-Infinity Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
578 addmuleq inputs [-Infinity 0] [1] [-1 0] [1] outputs [] [] [] []
579 addmuleq inputs [-Infinity 0] [1] [-1 1] [1] outputs [0] [1] [1] [1]
580 addmuleq inputs [-Infinity 0] [1] [-1 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
581 addmuleq inputs [-Infinity 0] [1] [0 1] [1] outputs [0] [1] [1] [1]
582 addmuleq inputs [-Infinity 0] [1] [0 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
583 addmuleq inputs [-Infinity 0] [1] [1 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
584 addmuleq inputs [-Infinity 1] [1] [-Infinity -1] [1] outputs [] [] [] []
585 addmuleq inputs [-Infinity 1] [1] [-Infinity 0] [1] outputs [1] [1] [0] [1]
586 addmuleq inputs [-Infinity 1] [1] [-Infinity 1] [1] outputs [0 1] [1] [0 1] [1]
587 addmuleq inputs [-Infinity 1] [1] [-Infinity Infinity] [1] outputs [-Infinity 1] [1] [0 Infinity] [1]
588 addmuleq inputs [-Infinity 1] [1] [-1 0] [1] outputs [1] [1] [0] [1]
589 addmuleq inputs [-Infinity 1] [1] [-1 1] [1] outputs [0 1] [1] [0 1] [1]
590 addmuleq inputs [-Infinity 1] [1] [-1 Infinity] [1] outputs [-Infinity 1] [1] [0 Infinity] [1]
591 addmuleq inputs [-Infinity 1] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
592 addmuleq inputs [-Infinity 1] [1] [0 Infinity] [1] outputs [-Infinity 1] [1] [0 Infinity] [1]
593 addmuleq inputs [-Infinity 1] [1] [1 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
594 addmuleq inputs [-Infinity Infinity] [1] [-Infinity -1] [1] outputs [2 Infinity] [1] [-Infinity -1] [1]
595 addmuleq inputs [-Infinity Infinity] [1] [-Infinity 0] [1] outputs [1 Infinity] [1] [-Infinity 0] [1]
596 addmuleq inputs [-Infinity Infinity] [1] [-Infinity 1] [1] outputs [0 Infinity] [1] [-Infinity 1] [1]
597 addmuleq inputs [-Infinity Infinity] [1] [-Infinity Infinity] [1] outputs [-Infinity Infinity] [1] [-Infinity Infinity] [1]
598 addmuleq inputs [-Infinity Infinity] [1] [-1 0] [1] outputs [1 2] [1] [-1 0] [1]
599 addmuleq inputs [-Infinity Infinity] [1] [-1 1] [1] outputs [0 2] [1] [-1 1] [1]
600 addmuleq inputs [-Infinity Infinity] [1] [-1 Infinity] [1] outputs [-Infinity 2] [1] [-1 Infinity] [1]
601 addmuleq inputs [-Infinity Infinity] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
602 addmuleq inputs [-Infinity Infinity] [1] [0 Infinity] [1] outputs [-Infinity 1] [1] [0 Infinity] [1]
603 addmuleq inputs [-Infinity Infinity] [1] [1 Infinity] [1] outputs [-Infinity 0] [1] [1 Infinity] [1]
604 addmuleq inputs [-1 0] [1] [-Infinity -1] [1] outputs [] [] [] []
605 addmuleq inputs [-1 0] [1] [-Infinity 0] [1] outputs [] [] [] []
606 addmuleq inputs [-1 0] [1] [-Infinity 1] [1] outputs [0] [1] [1] [1]
607 addmuleq inputs [-1 0] [1] [-Infinity Infinity] [1] outputs [-1 0] [1] [1 2] [1]
608 addmuleq inputs [-1 0] [1] [-1 0] [1] outputs [] [] [] []
609 addmuleq inputs [-1 0] [1] [-1 1] [1] outputs [0] [1] [1] [1]
610 addmuleq inputs [-1 0] [1] [-1 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
611 addmuleq inputs [-1 0] [1] [0 1] [1] outputs [0] [1] [1] [1]
612 addmuleq inputs [-1 0] [1] [0 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
613 addmuleq inputs [-1 0] [1] [1 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
614 addmuleq inputs [-1 1] [1] [-Infinity -1] [1] outputs [] [] [] []
615 addmuleq inputs [-1 1] [1] [-Infinity 0] [1] outputs [1] [1] [0] [1]
616 addmuleq inputs [-1 1] [1] [-Infinity 1] [1] outputs [0 1] [1] [0 1] [1]
617 addmuleq inputs [-1 1] [1] [-Infinity Infinity] [1] outputs [-1 1] [1] [0 2] [1]
618 addmuleq inputs [-1 1] [1] [-1 0] [1] outputs [1] [1] [0] [1]
619 addmuleq inputs [-1 1] [1] [-1 1] [1] outputs [0 1] [1] [0 1] [1]
620 addmuleq inputs [-1 1] [1] [-1 Infinity] [1] outputs [-1 1] [1] [0 2] [1]
621 addmuleq inputs [-1 1] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
622 addmuleq inputs [-1 1] [1] [0 Infinity] [1] outputs [-1 1] [1] [0 2] [1]
623 addmuleq inputs [-1 1] [1] [1 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
624 addmuleq inputs [-1 Infinity] [1] [-Infinity -1] [1] outputs [2 Infinity] [1] [-Infinity -1] [1]
625 addmuleq inputs [-1 Infinity] [1] [-Infinity 0] [1] outputs [1 Infinity] [1] [-Infinity 0] [1]
626 addmuleq inputs [-1 Infinity] [1] [-Infinity 1] [1] outputs [0 Infinity] [1] [-Infinity 1] [1]
627 addmuleq inputs [-1 Infinity] [1] [-Infinity Infinity] [1] outputs [-1 Infinity] [1] [-Infinity 2] [1]
628 addmuleq inputs [-1 Infinity] [1] [-1 0] [1] outputs [1 2] [1] [-1 0] [1]
629 addmuleq inputs [-1 Infinity] [1] [-1 1] [1] outputs [0 2] [1] [-1 1] [1]
630 addmuleq inputs [-1 Infinity] [1] [-1 Infinity] [1] outputs [-1 2] [1] [-1 2] [1]
631 addmuleq inputs [-1 Infinity] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
632 addmuleq inputs [-1 Infinity] [1] [0 Infinity] [1] outputs [-1 1] [1] [0 2] [1]
633 addmuleq inputs [-1 Infinity] [1] [1 Infinity] [1] outputs [-1 0] [1] [1 2] [1]
634 addmuleq inputs [0 1] [1] [-Infinity -1] [1] outputs [] [] [] []
635 addmuleq inputs [0 1] [1] [-Infinity 0] [1] outputs [1] [1] [0] [1]
636 addmuleq inputs [0 1] [1] [-Infinity 1] [1] outputs [0 1] [1] [0 1] [1]
637 addmuleq inputs [0 1] [1] [-Infinity Infinity] [1] outputs [0 1] [1] [0 1] [1]
638 addmuleq inputs [0 1] [1] [-1 0] [1] outputs [1] [1] [0] [1]
639 addmuleq inputs [0 1] [1] [-1 1] [1] outputs [0 1] [1] [0 1] [1]
640 addmuleq inputs [0 1] [1] [-1 Infinity] [1] outputs [0 1] [1] [0 1] [1]
641 addmuleq inputs [0 1] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
642 addmuleq inputs [0 1] [1] [0 Infinity] [1] outputs [0 1] [1] [0 1] [1]
643 addmuleq inputs [0 1] [1] [1 Infinity] [1] outputs [0] [1] [1] [1]
644 addmuleq inputs [0 Infinity] [1] [-Infinity -1] [1] outputs [2 Infinity] [1] [-Infinity -1] [1]
645 addmuleq inputs [0 Infinity] [1] [-Infinity 0] [1] outputs [1 Infinity] [1] [-Infinity 0] [1]
646 addmuleq inputs [0 Infinity] [1] [-Infinity 1] [1] outputs [0 Infinity] [1] [-Infinity 1] [1]
647 addmuleq inputs [0 Infinity] [1] [-Infinity Infinity] [1] outputs [0 Infinity] [1] [-Infinity 1] [1]
648 addmuleq inputs [0 Infinity] [1] [-1 0] [1] outputs [1 2] [1] [-1 0] [1]
649 addmuleq inputs [0 Infinity] [1] [-1 1] [1] outputs [0 2] [1] [-1 1] [1]
650 addmuleq inputs [0 Infinity] [1] [-1 Infinity] [1] outputs [0 2] [1] [-1 1] [1]
651 addmuleq inputs [0 Infinity] [1] [0 1] [1] outputs [0 1] [1] [0 1] [1]
652 addmuleq inputs [0 Infinity] [1] [0 Infinity] [1] outputs [0 1] [1] [0 1] [1]
653 addmuleq inputs [0 Infinity] [1] [1 Infinity] [1] outputs [0] [1] [1] [1]
654 addmuleq inputs [1 Infinity] [1] [-Infinity -1] [1] outputs [2 +inf] [1] [-inf -1] [1]
655 addmuleq inputs [1 Infinity] [1] [-Infinity 0] [1] outputs [1 +inf] [1] [-inf 0] [1]
656 addmuleq inputs [1 Infinity] [1] [-Infinity 1] [1] outputs [1 +inf] [1] [-inf 0] [1]
657 addmuleq inputs [1 Infinity] [1] [-Infinity Infinity] [1] outputs [1 +inf] [1] [-inf 0] [1]
658 addmuleq inputs [1 Infinity] [1] [-1 0] [1] outputs [1 2] [1] [-1 0] [1]
659 addmuleq inputs [1 Infinity] [1] [-1 1] [1] outputs [1 2] [1] [-1 0] [1]
660 addmuleq inputs [1 Infinity] [1] [-1 Infinity] [1] outputs [1 2] [1] [-1 0] [1]
661 addmuleq inputs [1 Infinity] [1] [0 1] [1] outputs [1] [1] [0] [1]
662 addmuleq inputs [1 Infinity] [1] [0 Infinity] [1] outputs [1] [1] [0] [1]
663 addmuleq inputs [1 Infinity] [1] [1 Infinity] [1] outputs [] [] [] []
664 addmuleq inputs [1 10] [1] [1 10] [10] outputs [1 9] [1] [1 9] [10]
665 addmuleq inputs [1 10] [1] [2 10] [10] outputs [1 8] [1] [2 9] [10]
666 addmuleq inputs [1 10] [1] [3 10] [10] outputs [1 7] [1] [3 9] [10]
667 addmuleq inputs [1 10] [1] [4 10] [10] outputs [1 6] [1] [4 9] [10]
668 addmuleq inputs [1 10] [1] [5 10] [10] outputs [1 5] [1] [5 9] [10]
669 addmuleq inputs [1 10] [1] [6 10] [10] outputs [1 4] [1] [6 9] [10]
670 addmuleq inputs [1 10] [1] [7 10] [10] outputs [1 3] [1] [7 9] [10]
671 addmuleq inputs [1 10] [1] [8 10] [10] outputs [1 2] [1] [8 9] [10]
672 addmuleq inputs [1 10] [1] [9 10] [10] outputs [1] [1] [9] [10]
673 addmuleq inputs [1 10] [1] [10] [10] outputs [] [] [] []
674 card inputs [0] [1] [1] [1] outputs [] [] [] []
675 card inputs [0] [1] [1] [0] outputs [] [] [] []
676 card inputs [0] [1] [0] [1] outputs [] [] [] []
677 card inputs [0] [1] [0] [0] outputs [] [] [] []
678 card inputs [0] [0] [1] [1] outputs [] [] [] []
679 card inputs [0] [0] [1] [0] outputs [] [] [] []
680 card inputs [0] [0] [0] [1] outputs [] [] [] []
681 card inputs [0] [0] [0] [0] outputs [0] [0] [0] [0]
682 card inputs [1] [1] [1] [1] outputs [] [] [] []
683 card inputs [1] [1] [1] [0] outputs [] [] [] []
684 card inputs [1] [1] [0] [1] outputs [] [] [] []
685 card inputs [1] [1] [0] [0] outputs [1] [1] [0] [0]
686 card inputs [1] [0] [1] [1] outputs [] [] [] []
687 card inputs [1] [0] [1] [0] outputs [1] [0] [1] [0]
688 card inputs [1] [0] [0] [1] outputs [1] [0] [0] [1]
689 card inputs [1] [0] [0] [0] outputs [1] [0] [0] [0]
690 card inputs [2] [1] [1] [1] outputs [] [] [] []
691 card inputs [2] [1] [1] [0] outputs [2] [1] [1] [0]
692 card inputs [2] [1] [0] [1] outputs [2] [1] [0] [1]
693 card inputs [2] [1] [0] [0] outputs [2] [1] [0] [0]
694 card inputs [2] [0] [1] [1] outputs [2] [0] [1] [1]
695 card inputs [2] [0] [1] [0] outputs [2] [0] [1] [0]
696 card inputs [2] [0] [0] [1] outputs [2] [0] [0] [1]
697 card inputs [2] [0] [0] [0] outputs [2] [0] [0] [0]
698 card inputs [3] [1] [1] [1] outputs [3] [1] [1] [1]
699 card inputs [3] [1] [1] [0] outputs [3] [1] [1] [0]
700 card inputs [3] [1] [0] [1] outputs [3] [1] [0] [1]
701 card inputs [3] [1] [0] [0] outputs [3] [1] [0] [0]
702 card inputs [3] [0] [1] [1] outputs [3] [0] [1] [1]
703 card inputs [3] [0] [1] [0] outputs [3] [0] [1] [0]
704 card inputs [3] [0] [0] [1] outputs [3] [0] [0] [1]
705 card inputs [3] [0] [0] [0] outputs [3] [0] [0] [0]
706 card inputs [0 3] [0] [0] [0] outputs [0 3] [0] [0] [0]
707 card inputs [0 3] [0] [0] [1] outputs [1 3] [0] [0] [1]
708 card inputs [0 3] [0] [1] [0] outputs [1 3] [0] [1] [0]
709 card inputs [0 3] [1] [0] [0] outputs [1 3] [1] [0] [0]
710 card inputs [0 3] [0] [1] [1] outputs [2 3] [0] [1] [1]
711 card inputs [0 3] [1] [1] [0] outputs [2 3] [1] [1] [0]
712 card inputs [0 3] [1] [0] [1] outputs [2 3] [1] [0] [1]
713 card inputs [0 3] [1] [1] [1] outputs [3] [1] [1] [1]
714 card inputs [2] [1] [1] [0 1] outputs [2] [1] [1] [0]
715 card inputs [2] [1] [0 1] [1] outputs [2] [1] [0] [1]
716 card inputs [2] [1] [0 1] [0 1] outputs [2] [1] [0 1] [0 1]
717 card inputs [2] [1] [0] [0 1] outputs [2] [1] [0] [0 1]
718 card inputs [2] [0 1] [1] [0 1] outputs [2] [0 1] [1] [0 1]
719 card inputs [2] [0 1] [0 1] [1] outputs [2] [0 1] [0 1] [1]
720 card inputs [2] [0 1] [0 1] [0 1] outputs [2] [0 1] [0 1] [0 1]
721 card inputs [2] [0 1] [0] [0 1] outputs [2] [0 1] [0] [0 1]
722 card inputs [2] [0] [1] [0 1] outputs [2] [0] [1] [0 1]
723 card inputs [2] [0] [0 1] [1] outputs [2] [0] [0 1] [1]
724 card inputs [2] [0] [0 1] [0 1] outputs [2] [0] [0 1] [0 1]
725 card inputs [2] [0] [0] [0 1] outputs [2] [0] [0] [0 1]
726 cardeq inputs [0] [1] [1] [1] outputs [] [] [] []
727 cardeq inputs [0] [1] [1] [0] outputs [] [] [] []
728 cardeq inputs [0] [1] [0] [1] outputs [] [] [] []
729 cardeq inputs [0] [1] [0] [0] outputs [] [] [] []
730 cardeq inputs [0] [0] [1] [1] outputs [] [] [] []
731 cardeq inputs [0] [0] [1] [0] outputs [] [] [] []
732 cardeq inputs [0] [0] [0] [1] outputs [] [] [] []
733 cardeq inputs [0] [0] [0] [0] outputs [0] [0] [0] [0]
734 cardeq inputs [1] [1] [1] [1] outputs [] [] [] []
735 cardeq inputs [1] [1] [1] [0] outputs [] [] [] []
736 cardeq inputs [1] [1] [0] [1] outputs [] [] [] []
737 cardeq inputs [1] [1] [0] [0] outputs [1] [1] [0] [0]
738 cardeq inputs [1] [0] [1] [1] outputs [] [] [] []
739 cardeq inputs [1] [0] [1] [0] outputs [1] [0] [1] [0]
740 cardeq inputs [1] [0] [0] [1] outputs [1] [0] [0] [1]
741 cardeq inputs [1] [0] [0] [0] outputs [] [] [] []
742 cardeq inputs [2] [1] [1] [1] outputs [] [] [] []
743 cardeq inputs [2] [1] [1] [0] outputs [2] [1] [1] [0]
744 cardeq inputs [2] [1] [0] [1] outputs [2] [1] [0] [1]
745 cardeq inputs [2] [1] [0] [0] outputs [] [] [] []
746 cardeq inputs [2] [0] [1] [1] outputs [2] [0] [1] [1]
747 cardeq inputs [2] [0] [1] [0] outputs [] [] [] []
748 cardeq inputs [2] [0] [0] [1] outputs [] [] [] []
749 cardeq inputs [2] [0] [0] [0] outputs [] [] [] []
750 cardeq inputs [3] [1] [1] [1] outputs [3] [1] [1] [1]
751 cardeq inputs [3] [1] [1] [0] outputs [] [] [] []
752 cardeq inputs [3] [1] [0] [1] outputs [] [] [] []
753 cardeq inputs [3] [1] [0] [0] outputs [] [] [] []
754 cardeq inputs [3] [0] [1] [1] outputs [] [] [] []
755 cardeq inputs [3] [0] [1] [0] outputs [] [] [] []
756 cardeq inputs [3] [0] [0] [1] outputs [] [] [] []
757 cardeq inputs [3] [0] [0] [0] outputs [] [] [] []
758 cardeq inputs [0 3] [0] [0] [0] outputs [0] [0] [0] [0]
759 cardeq inputs [0 3] [0] [0] [1] outputs [1] [0] [0] [1]
760 cardeq inputs [0 3] [0] [1] [0] outputs [1] [0] [1] [0]
761 cardeq inputs [0 3] [1] [0] [0] outputs [1] [1] [0] [0]
762 cardeq inputs [0 3] [0] [1] [1] outputs [2] [0] [1] [1]
763 cardeq inputs [0 3] [1] [1] [0] outputs [2] [1] [1] [0]
764 cardeq inputs [0 3] [1] [0] [1] outputs [2] [1] [0] [1]
765 cardeq inputs [0 3] [1] [1] [1] outputs [3] [1] [1] [1]
766 cardeq inputs [2] [1] [1] [0 1] outputs [2] [1] [1] [0]
767 cardeq inputs [2] [1] [0 1] [1] outputs [2] [1] [0] [1]
768 cardeq inputs [2] [1] [0 1] [0 1] outputs [2] [1] [0 1] [0 1]
769 cardeq inputs [2.0] [1.0] [0.0] [0.0 1] outputs [2.0] [1.0] [0.0] [0.000001 1]
770 cardeq inputs [2] [0 1] [1] [0 1] outputs [2] [0 1] [1] [0 1]
771 cardeq inputs [2] [0 1] [0 1] [1] outputs [2] [0 1] [0 1] [1]
772 cardeq inputs [2] [0 1] [0 1] [0 1] outputs [2] [0 1] [0 1] [0 1]
773 cardeq inputs [2.0] [0.0 1] [0.0] [0.0 1] outputs [2.0] [0.000001 1] [0.0] [0.000001 1]
774 cardeq inputs [2.0] [0.0] [1.0] [0.0 1] outputs [2.0] [0.0] [1.0] [0.000001 1]
775 cardeq inputs [2.0] [0.0] [0.0 1] [1.0] outputs [2.0] [0.0] [0.000001 1] [1.0]
776 cardeq inputs [2.0] [0.0] [0.0 1] [0.0 1] outputs [2.0] [0.0] [0.000001 1] [0.000001 1]
777 cardeq inputs [2] [0] [0] [0 1] outputs [] [] [] []
778 lt inputs [-Infinity] [-Infinity] outputs [] []
779 lt inputs [-Infinity] [-1] outputs [-Infinity] [-1]
780 lt inputs [-Infinity] [0] outputs [-Infinity] [0]
781 lt inputs [-Infinity] [1] outputs [-Infinity] [1]
782 lt inputs [-Infinity] [Infinity] outputs [-Infinity] [Infinity]
783 lt inputs [-1] [-Infinity] outputs [] []
784 lt inputs [-1] [-1] outputs [] []
785 lt inputs [-1] [0] outputs [-1] [0]
786 lt inputs [-1] [1] outputs [-1] [1]
787 lt inputs [-1] [Infinity] outputs [-1] [Infinity]
788 lt inputs [0] [-Infinity] outputs [] []
789 lt inputs [0] [-1] outputs [] []
790 lt inputs [0] [0] outputs [] []
791 lt inputs [0] [1] outputs [0] [1]
792 lt inputs [0] [Infinity] outputs [0] [Infinity]
793 lt inputs [1] [-Infinity] outputs [] []
794 lt inputs [1] [-1] outputs [] []
795 lt inputs [1] [0] outputs [] []
796 lt inputs [1] [1] outputs [] []
797 lt inputs [1] [Infinity] outputs [1] [Infinity]
798 lt inputs [Infinity] [-Infinity] outputs [] []
799 lt inputs [Infinity] [-1] outputs [] []
800 lt inputs [Infinity] [0] outputs [] []
801 lt inputs [Infinity] [1] outputs [] []
802 lt inputs [Infinity] [Infinity] outputs [] []
803 lt inputs [-Infinity 0] [-Infinity -1] outputs [-Infinity -1.00001] [-Infinity -1]
804 lt inputs [-Infinity 0] [-Infinity 0] outputs [-Infinity -0.00001] [-Infinity 0]
805 lt inputs [-Infinity 0] [-Infinity 1] outputs [-Infinity 0] [-Infinity 1]
806 lt inputs [-Infinity 0] [-Infinity Infinity] outputs [-Infinity 0] [-Infinity Infinity]
807 lt inputs [-Infinity 0] [-1 0] outputs [-Infinity -0.00001] [-1 0]
808 lt inputs [-Infinity 0] [-1 1] outputs [-Infinity 0] [-1 1]
809 lt inputs [-Infinity 0] [-1 Infinity] outputs [-Infinity 0] [-1 Infinity]
810 lt inputs [-Infinity 0] [0 1] outputs [-Infinity 0] [0 1]
811 lt inputs [-Infinity 0] [0 Infinity] outputs [-Infinity 0] [0 Infinity]
812 lt inputs [-Infinity 0] [1 Infinity] outputs [-Infinity 0] [1 Infinity]
813 lt inputs [-1 1] [-Infinity -1] outputs [] []
814 lt inputs [-1.0 1] [-Infinity 0.0] outputs [-1 -0.00001] [-1.0 0]
815 lt inputs [-1.0 1] [-Infinity 1.0] outputs [-1.0 1] [-1.0 1]
816 lt inputs [-1.0 1] [-Infinity. Infinity] outputs [-1.0 1] [-1.0 Infinity]
817 lt inputs [-1.0 1] [-1.0 0] outputs [-1 -0.00001] [-1.0 0]
818 lt inputs [-1.0 1] [-1.0 1] outputs [-1 0.99999] [-1.0 1]
819 lt inputs [-1.0 1] [-1.0 Infinity] outputs [-1.0 1] [-1.0 Infinity]
820 lt inputs [-1.0 1] [0.0 1] outputs [-1 0.99999] [0.0 1]
821 lt inputs [-1 1] [0 Infinity] outputs [-1 1] [0 Infinity]
822 lt inputs [-1 1] [1 Infinity] outputs [-1 1] [1 Infinity]
823 leq inputs [-Infinity] [-Infinity] outputs [-Infinity] [-Infinity]
824 leq inputs [-Infinity] [-1] outputs [-Infinity] [-1]
825 leq inputs [-Infinity] [0] outputs [-Infinity] [0]
826 leq inputs [-Infinity] [1] outputs [-Infinity] [1]
827 leq inputs [-Infinity] [Infinity] outputs [-Infinity] [Infinity]
828 leq inputs [-1] [-Infinity] outputs [] []
829 leq inputs [-1] [-1] outputs [-1] [-1]
830 leq inputs [-1] [0] outputs [-1] [0]
831 leq inputs [-1] [1] outputs [-1] [1]
832 leq inputs [-1] [Infinity] outputs [-1] [Infinity]
833 leq inputs [0] [-Infinity] outputs [] []
834 leq inputs [0] [-1] outputs [] []
835 leq inputs [0] [0] outputs [0] [0]
836 leq inputs [0] [1] outputs [0] [1]
837 leq inputs [0] [Infinity] outputs [0] [Infinity]
838 leq inputs [1] [-Infinity] outputs [] []
839 leq inputs [1] [-1] outputs [] []
840 leq inputs [1] [0] outputs [] []
841 leq inputs [1] [1] outputs [1] [1]
842 leq inputs [1] [Infinity] outputs [1] [Infinity]
843 leq inputs [Infinity] [-Infinity] outputs [] []
844 leq inputs [Infinity] [-1] outputs [] []
845 leq inputs [Infinity] [0] outputs [] []
846 leq inputs [Infinity] [1] outputs [] []
847 leq inputs [Infinity] [Infinity] outputs [Infinity] [Infinity]
848 leq inputs [-Infinity 0] [-Infinity -1] outputs [-Infinity -1] [-Infinity -1]
849 leq inputs [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0]
850 leq inputs [-Infinity 0] [-Infinity 1] outputs [-Infinity 0] [-Infinity 1]
851 leq inputs [-Infinity 0] [-Infinity Infinity] outputs [-Infinity 0] [-Infinity Infinity]
852 leq inputs [-Infinity 0] [-1 0] outputs [-Infinity 0] [-1 0]
853 leq inputs [-Infinity 0] [-1 1] outputs [-Infinity 0] [-1 1]
854 leq inputs [-Infinity 0] [-1 Infinity] outputs [-Infinity 0] [-1 Infinity]
855 leq inputs [-Infinity 0] [0 1] outputs [-Infinity 0] [0 1]
856 leq inputs [-Infinity 0] [0 Infinity] outputs [-Infinity 0] [0 Infinity]
857 leq inputs [-Infinity 0] [1 Infinity] outputs [-Infinity 0] [1 Infinity]
858 leq inputs [-1 1] [-Infinity -1] outputs [-1] [-1]
859 leq inputs [-1 1] [-Infinity 0] outputs [-1 0] [-1 0]
860 leq inputs [-1 1] [-Infinity 1] outputs [-1 1] [-1 1]
861 leq inputs [-1 1] [-Infinity Infinity] outputs [-1 1] [-1 Infinity]
862 leq inputs [-1 1] [-1 0] outputs [-1 0] [-1 0]
863 leq inputs [-1 1] [-1 1] outputs [-1 1] [-1 1]
864 leq inputs [-1 1] [-1 Infinity] outputs [-1 1] [-1 Infinity]
865 leq inputs [-1 1] [0 1] outputs [-1 1] [0 1]
866 leq inputs [-1 1] [0 Infinity] outputs [-1 1] [0 Infinity]
867 leq inputs [-1 1] [1 Infinity] outputs [-1 1] [1 Infinity]
868 leq inputs [1 Infinity] [-Infinity -1] outputs [] []
869 leq inputs [1 Infinity] [-Infinity 0] outputs [] []
870 leq inputs [1 Infinity] [-Infinity 1] outputs [1] [1]
871 leq inputs [1 Infinity] [-Infinity Infinity] outputs [1 Infinity] [1 Infinity]
872 leq inputs [1 Infinity] [-1 0] outputs [] []
873 leq inputs [1 Infinity] [-1 1] outputs [1] [1]
874 leq inputs [1 Infinity] [-1 Infinity] outputs [1 Infinity] [1 Infinity]
875 leq inputs [1 Infinity] [0 1] outputs [1] [1]
876 leq inputs [1 Infinity] [0 Infinity] outputs [1 Infinity] [1 Infinity]
877 leq inputs [1 Infinity] [1 Infinity] outputs [1 Infinity] [1 Infinity]
878 leq inputs [-Infinity] [-Infinity] outputs [-Infinity] [-Infinity]
879 leq inputs [-Infinity] [-1] outputs [-Infinity] [-1]
880 leq inputs [-Infinity] [0] outputs [-Infinity] [0]
881 leq inputs [-Infinity] [1] outputs [-Infinity] [1]
882 leq inputs [-Infinity] [Infinity] outputs [-Infinity] [Infinity]
883 leq inputs [-1] [-Infinity] outputs [] []
884 leq inputs [-1] [-1] outputs [-1] [-1]
885 leq inputs [-1] [0] outputs [-1] [0]
886 leq inputs [-1] [1] outputs [-1] [1]
887 leq inputs [-1] [Infinity] outputs [-1] [Infinity]
888 leq inputs [0] [-Infinity] outputs [] []
889 leq inputs [0] [-1] outputs [] []
890 leq inputs [0] [0] outputs [0] [0]
891 leq inputs [0] [1] outputs [0] [1]
892 leq inputs [0] [Infinity] outputs [0] [Infinity]
893 leq inputs [1] [-Infinity] outputs [] []
894 leq inputs [1] [-1] outputs [] []
895 leq inputs [1] [0] outputs [] []
896 leq inputs [1] [1] outputs [1] [1]
897 leq inputs [1] [Infinity] outputs [1] [Infinity]
898 leq inputs [Infinity] [-Infinity] outputs [] []
899 leq inputs [Infinity] [-1] outputs [] []
900 leq inputs [Infinity] [0] outputs [] []
901 leq inputs [Infinity] [1] outputs [] []
902 leq inputs [Infinity] [Infinity] outputs [Infinity] [Infinity]
903 leq inputs [-Infinity 0] [-Infinity -1] outputs [-Infinity -1] [-Infinity -1]
904 leq inputs [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0]
905 leq inputs [-Infinity 0] [-Infinity 1] outputs [-Infinity 0] [-Infinity 1]
906 leq inputs [-Infinity 0] [-Infinity Infinity] outputs [-Infinity 0] [-Infinity Infinity]
907 leq inputs [-Infinity 0] [-1 0] outputs [-Infinity 0] [-1 0]
908 leq inputs [-Infinity 0] [-1 1] outputs [-Infinity 0] [-1 1]
909 leq inputs [-Infinity 0] [-1 Infinity] outputs [-Infinity 0] [-1 Infinity]
910 leq inputs [-Infinity 0] [0 1] outputs [-Infinity 0] [0 1]
911 leq inputs [-Infinity 0] [0 Infinity] outputs [-Infinity 0] [0 Infinity]
912 leq inputs [-Infinity 0] [1 Infinity] outputs [-Infinity 0] [1 Infinity]
913 leq inputs [-1 1] [-Infinity -1] outputs [-1] [-1]
914 leq inputs [-1 1] [-Infinity 0] outputs [-1 0] [-1 0]
915 leq inputs [-1 1] [-Infinity 1] outputs [-1 1] [-1 1]
916 leq inputs [-1 1] [-Infinity Infinity] outputs [-1 1] [-1 Infinity]
917 leq inputs [-1 1] [-1 0] outputs [-1 0] [-1 0]
918 leq inputs [-1 1] [-1 1] outputs [-1 1] [-1 1]
919 leq inputs [-1 1] [-1 Infinity] outputs [-1 1] [-1 Infinity]
920 leq inputs [-1 1] [0 1] outputs [-1 1] [0 1]
921 leq inputs [-1 1] [0 Infinity] outputs [-1 1] [0 Infinity]
922 leq inputs [-1 1] [1 Infinity] outputs [-1 1] [1 Infinity]
923 leq inputs [1 Infinity] [-Infinity -1] outputs [] []
924 leq inputs [1 Infinity] [-Infinity 0] outputs [] []
925 leq inputs [1 Infinity] [-Infinity 1] outputs [1] [1]
926 leq inputs [1 Infinity] [-Infinity Infinity] outputs [1 Infinity] [1 Infinity]
927 leq inputs [1 Infinity] [-1 0] outputs [] []
928 leq inputs [1 Infinity] [-1 1] outputs [1] [1]
929 leq inputs [1 Infinity] [-1 Infinity] outputs [1 Infinity] [1 Infinity]
930 leq inputs [1 Infinity] [0 1] outputs [1] [1]
931 leq inputs [1 Infinity] [0 Infinity] outputs [1 Infinity] [1 Infinity]
932 leq inputs [1 Infinity] [1 Infinity] outputs [1 Infinity] [1 Infinity]
1015 product inputs [0.0 1] [0.5] [0.5] outputs [0.25] [0.5] [0.5]
1016 product inputs [0 0.2] [0.5] [0.5] outputs [] [] []
1017 product inputs [0 0.16] [0 0.5] [0 0.5] outputs [0 0.16] [0 0.5] [0 0.5]
1018 product inputs [0 0.26] [0 0.5] [0 0.5] outputs [0 0.25] [0 0.5] [0 0.5]
1019 product inputs [-1] [-1] [-1] outputs [] [] []
1020 product inputs [0] [0] [0] outputs [0] [0] [0]
1021 product inputs [1] [1] [1] outputs [1] [1] [1]
1022 product inputs [-1] [-1] [0] outputs [] [] []
1023 product inputs [-1] [-1] [1] outputs [-1] [-1] [1]
1024 product inputs [-1] [0] [-1] outputs [] [] []
1025 product inputs [-1] [0] [0] outputs [] [] []
1026 product inputs [-1] [0] [1] outputs [] [] []
1027 product inputs [-1] [1] [-1] outputs [-1] [1] [-1]
1028 product inputs [-1] [1] [0] outputs [] [] []
1029 product inputs [-1] [1] [1] outputs [] [] []
1030 product inputs [0] [-1] [-1] outputs [] [] []
1031 product inputs [0] [-1] [0] outputs [0] [-1] [0]
1032 product inputs [0] [-1] [1] outputs [] [] []
1033 product inputs [0] [0] [-1] outputs [0] [0] [-1]
1034 product inputs [0] [0] [1] outputs [0] [0] [1]
1035 product inputs [0] [1] [-1] outputs [] [] []
1036 product inputs [0] [1] [0] outputs [0] [1] [0]
1037 product inputs [0] [1] [1] outputs [] [] []
1038 product inputs [1] [-1] [-1] outputs [1] [-1] [-1]
1039 product inputs [1] [-1] [0] outputs [] [] []
1040 product inputs [1] [-1] [1] outputs [] [] []
1041 product inputs [1] [0] [-1] outputs [] [] []
1042 product inputs [1] [0] [0] outputs [] [] []
1043 product inputs [1] [0] [1] outputs [] [] []
1044 product inputs [1] [1] [-1] outputs [] [] []
1045 product inputs [1] [1] [0] outputs [] [] []
1046 product inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [] [] []
1047 product inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [0] [-Inf 0] [-Inf 0]
1048 product inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] outputs [-Inf 1] [-Inf 1] [-Inf 1]
1049 product inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [-1 Infinity] [-1 Infinity] [-1 Infinity]
1050 product inputs [0 Infinity] [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity]
1051 product inputs [0 Infinity] [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity]
1052 product inputs [-Infinity -1] [-Infinity -1] [-Infinity 0] outputs [] [] []
1053 product inputs [-Infinity 1] [-Infinity -1] [-Infinity -1] outputs [1] [-1] [-1]
1054 MultEqual inputs [-Infinity -1] [-Infinity -1] [-1 Infinity] outputs [-Infinity -1] [-Infinity -1] [1 Infinity]
1055 MultEqual inputs [-Infinity -1] [-Infinity -1] [0 Infinity] outputs [-Infinity -1] [-Infinity -1] [1 Infinity]
1056 MultEqual inputs [-Infinity -1] [-Infinity -1] [2.5 Infinity] outputs [-Infinity -1] [-Infinity -1] [2.5 Infinity]
1057 MultEqual inputs [-Infinity 0] [-Infinity -1] [-Infinity -1] outputs [] [] []
1058 MultEqual inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [] [] []
1059 product inputs [-1 Infinity] [-Infinity -1] [-Infinity -1] outputs [1 Infinity] [-Infinity -1] [-Infinity -1]
1060 product inputs [0 Infinity] [-Infinity -1] [-Infinity -1] outputs [1 Infinity] [-Infinity -1] [-Infinity -1]
1061 product inputs [20.0 Infinity] [-Infinity -1] [-Infinity -1] outputs [20.0 Infinity] [-Infinity -1] [-Infinity -1]
1062 product inputs [-1 0] [-1 0] [-1 0] outputs [0] [-1 0] [-1 0]
1063 product inputs [-1 1] [-1 1] [-1 1] outputs [-1 1] [-1 1] [-1 1]
1064 product inputs [0 1] [0 1] [0 1] outputs [0 1] [0 1] [0 1]
1065 product inputs [-1 1] [-1 1] [-1] outputs [-1 1] [-1 1] [-1]
1066 product inputs [-1 1] [-1 1] [0] outputs [0] [-1 1] [0]
1067 product inputs [-1 1] [-1 1] [1] outputs [-1 1] [-1 1] [1]
1068 product inputs [-1 1] [-1 0] [-1] outputs [0 1] [-1 0] [-1]
1069 product inputs [-1 1] [-1 0] [0] outputs [0] [-1 0] [0]
1070 product inputs [-1 1] [-1 0] [1] outputs [-1 0] [-1 0] [1]
1071 product inputs [-1 1] [0 1] [-1] outputs [-1 0] [0 1] [-1]
1072 product inputs [-1 1] [0 1] [0] outputs [0] [0 1] [0]
1073 product inputs [-1 1] [0 1] [1] outputs [0 1] [0 1] [1]
1074 product inputs [-1 1] [-1 1] [-1] outputs [-1 1] [-1 1] [-1]
1075 product inputs [-1 0] [-1 1] [-1] outputs [-1 0] [0 1] [-1]
1076 product inputs [0 1] [-1 1] [-1] outputs [0 1] [-1 0] [-1]
1077 product inputs [-1 1] [-1 1] [0] outputs [0] [-1 1] [0]
1078 product inputs [-1 0] [-1 1] [0] outputs [0] [-1 1] [0]
1079 product inputs [0 1] [-1 1] [0] outputs [0] [-1 1] [0]
1080 product inputs [-1 1] [-1 1] [1] outputs [-1 1] [-1 1] [1]
1081 product inputs [-1 0] [-1 1] [1] outputs [-1 0] [-1 0] [1]
1082 product inputs [0 1] [-1 1] [1] outputs [0 1] [0 1] [1]
1083 product inputs [-1] [-1 1] [-1 1] outputs [-1] [-1 1] [-1 1]
1084 MultEqual inputs [-1] [-1 0] [-1 1] outputs [-1] [-1 0] [0 1]
1085 product inputs [-1] [0.00000001 1] [-1 1] outputs [-1] [1] [-1]
1086 product inputs [0] [-1 1] [-1 1] outputs [0] [-1 1] [-1 1]
1087 product inputs [0] [-1 0] [-1 1] outputs [0] [-1 0] [-1 1]
1088 product inputs [0] [0 1] [-1 1] outputs [0] [0 1] [-1 1]
1089 product inputs [1] [-1 1] [-1 1] outputs [1] [-1 1] [-1 1]
1090 product inputs [1] [-1 -0.0000001] [-1 1] outputs [1] [-1] [-1]
1091 product inputs [1] [0.000001 1] [-1 1] outputs [1] [1] [1]
1092 product inputs [-1] [-1 1] [-1 -0.000000001] outputs [-1] [1] [-1]
1093 product inputs [-1] [-1 0] [-1 0] outputs [] [] []
1094 product inputs [-1] [0.0000000001 1] [-1 0] outputs [-1] [1] [-1]
1095 product inputs [0] [-1 1] [-1 0] outputs [0] [-1 1] [-1 0]
1096 product inputs [0] [-1 0] [-1 0] outputs [0] [-1 0] [-1 0]
1097 product inputs [0] [0 1] [-1 0] outputs [0] [0 1] [-1 0]
1098 product inputs [1] [-1 1] [-1 -0.00000000001] outputs [1] [-1] [-1]
1099 product inputs [1] [-1 0] [-1 -0.000000000001] outputs [1] [-1] [-1]
1100 product inputs [1] [0 1] [-1 0] outputs [] [] []
1101 sum inputs [1] [1] [1] outputs [] [] []
1102 sum inputs [0] [0] [0] outputs [0] [0] [0]
1103 sum inputs [-1] [-1] [-1] outputs [] [] []
1104 sum inputs [Infinity] [Infinity] [Infinity] outputs [Infinity] [Infinity] [Infinity]
1105 sum inputs [-Infinity] [-Infinity] [-Infinity] outputs [-Infinity] [-Infinity] [-Infinity]
1106 sum inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [-Infinity -2] [-Infinity -1] [-Infinity -1]
1107 sum inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0] [-Infinity 0]
1108 sum inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] outputs [-Infinity 1] [-Infinity 1] [-Infinity 1]
1109 sum inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [-1 Infinity] [-1 Infinity] [-1 Infinity]
1110 sum inputs [0 Infinity] [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity]
1111 sum inputs [1 Infinity] [1 Infinity] [1 Infinity] outputs [2 Infinity] [1 Infinity] [1 Infinity]
1112 sum inputs [0] [-1] [-1] outputs [] [] []
1113 sum inputs [1] [0] [-1] outputs [] [] []
1114 sum inputs [-1] [0] [-1] outputs [-1] [0] [-1]
1115 sum inputs [0] [0] [-1] outputs [] [] []
1116 sum inputs [1] [0] [-1] outputs [] [] []
1117 sum inputs [-1] [1] [-1] outputs [] [] []
1118 sum inputs [0] [1] [-1] outputs [0] [1] [-1]
1119 sum inputs [1] [1] [-1] outputs [] [] []
1120 sum inputs [0] [-1] [0] outputs [] [] []
1121 sum inputs [1] [0] [0] outputs [] [] []
1122 sum inputs [-1] [0] [0] outputs [] [] []
1123 sum inputs [1] [0] [0] outputs [] [] []
1124 sum inputs [-1] [1] [0] outputs [] [] []
1125 sum inputs [0] [1] [0] outputs [] [] []
1126 sum inputs [1] [1] [0] outputs [1] [1] [0]
1127 sum inputs [0] [-1] [1] outputs [0] [-1] [1]
1128 sum inputs [1] [0] [1] outputs [1] [0] [1]
1129 sum inputs [-1] [0] [1] outputs [] [] []
1130 sum inputs [0] [0] [1] outputs [] [] []
1131 sum inputs [1] [0] [1] outputs [1] [0] [1]
1132 sum inputs [-1] [1] [1] outputs [] [] []
1133 sum inputs [0] [1] [1] outputs [] [] []
1134 sum inputs [Infinity] [-1] [-1] outputs [] [] []
1135 sum inputs [-Infinity] [-1] [-1] outputs [] [] []
1136 sum inputs [1] [Infinity] [-1] outputs [] [] []
1137 sum inputs [1] [-Infinity] [-1] outputs [] [] []
1138 sum inputs [1] [-1] [Infinity] outputs [] [] []
1139 sum inputs [1] [-1] [-Infinity] outputs [] [] []
1140 sum inputs [0] [-Infinity -1] [-Infinity -1] outputs [] [] []
1141 sum inputs [0] [-Infinity -1] [-Infinity 0] outputs [] [] []
1142 sum inputs [0] [-Infinity -1] [-Infinity 1] outputs [0] [-1] [1]
1143 sum inputs [0] [-Infinity -1] [-1 Infinity] outputs [0] [-Infinity -1] [1 Infinity]
1144 sum inputs [0] [-Infinity -1] [0 Infinity] outputs [0] [-Infinity -1] [1 Infinity]
1145 sum inputs [0] [-Infinity -1] [1 Infinity] outputs [0] [-Infinity -1] [1 Infinity]
1146 sum inputs [0] [-Infinity 0] [-Infinity -1] outputs [] [] []
1147 sum inputs [0] [-Infinity 0] [-Infinity 0] outputs [0] [0] [0]
1148 sum inputs [0] [-Infinity 0] [-Infinity 1] outputs [0] [-1 0] [0 1]
1149 sum inputs [0] [-Infinity 0] [-1 Infinity] outputs [0] [-Infinity 0] [0 Infinity]
1150 sum inputs [0] [-Infinity 0] [0 Infinity] outputs [0] [-Infinity 0] [0 Infinity]
1151 sum inputs [0] [-Infinity 0] [1 Infinity] outputs [0] [-Infinity -1] [1 Infinity]
1152 sum inputs [0] [-Infinity 1] [-Infinity -1] outputs [0] [1] [-1]
1153 sum inputs [0] [-Infinity 1] [-Infinity 0] outputs [0] [0 1] [-1 0]
1154 sum inputs [0] [-Infinity 1] [-Infinity 1] outputs [0] [-1 1] [-1 1]
1155 sum inputs [0] [-Infinity 1] [-1 Infinity] outputs [0] [-Infinity 1] [-1 Infinity]
1156 sum inputs [0] [-Infinity 1] [0 Infinity] outputs [0] [-Infinity 0] [0 Infinity]
1157 sum inputs [0] [-Infinity 1] [1 Infinity] outputs [0] [-Infinity -1] [1 Infinity]
1158 sum inputs [0] [-1 Infinity] [-Infinity -1] outputs [0] [1 Infinity] [-Infinity -1]
1159 sum inputs [0] [-1 Infinity] [-Infinity 0] outputs [0] [0 Infinity] [-Infinity 0]
1160 sum inputs [0] [-1 Infinity] [-Infinity 1] outputs [0] [-1 Infinity] [-Infinity 1]
1161 sum inputs [0] [-1 Infinity] [-1 Infinity] outputs [0] [-1 1] [-1 1]
1162 sum inputs [0] [-1 Infinity] [0 Infinity] outputs [0] [-1 0] [0 1]
1163 sum inputs [0] [-1 Infinity] [1 Infinity] outputs [0] [-1] [1]
1164 sum inputs [0] [0 Infinity] [-Infinity -1] outputs [0] [1 Infinity] [-Infinity -1]
1165 sum inputs [0] [0 Infinity] [-Infinity 0] outputs [0] [0 Infinity] [-Infinity 0]
1166 sum inputs [0] [0 Infinity] [-Infinity 1] outputs [0] [0 Infinity] [-Infinity 0]
1167 sum inputs [0] [0 Infinity] [-1 Infinity] outputs [0] [0 1] [-1 0]
1168 sum inputs [0] [0 Infinity] [0 Infinity] outputs [0] [0] [0]
1169 sum inputs [0] [0 Infinity] [1 Infinity] outputs [] [] []
1170 sum inputs [0] [1 Infinity] [-Infinity -1] outputs [0] [1 Infinity] [-Infinity -1]
1171 sum inputs [0] [1 Infinity] [-Infinity 0] outputs [0] [1 Infinity] [-Infinity -1]
1172 sum inputs [0] [1 Infinity] [-Infinity 1] outputs [0] [1 Infinity] [-Infinity -1]
1173 sum inputs [0] [1 Infinity] [-1 Infinity] outputs [0] [1] [-1]
1174 sum inputs [0] [1 Infinity] [0 Infinity] outputs [] [] []
1175 sum inputs [0] [1 Infinity] [1 Infinity] outputs [] [] []
1176 sum inputs [1] [1] [1] [1] outputs [] [] [] []
1177 sum inputs [-1] [-1] [-1] [-1] outputs [] [] [] []
1178 sum inputs [0] [0] [0] [0] outputs [0] [0] [0] [0]
1179 sum inputs [0] [0] [0] [-1] outputs [] [] [] []
1180 sum inputs [0] [0] [0] [1] outputs [] [] [] []
1181 sum inputs [0] [0] [-1] [-1] outputs [] [] [] []
1182 sum inputs [0] [0] [-1] [0] outputs [] [] [] []
1183 sum inputs [0] [0] [-1] [1] outputs [0] [0] [-1] [1]
1184 sum inputs [0] [0] [1] [-1] outputs [0] [0] [1] [-1]
1185 sum inputs [0] [0] [1] [0] outputs [] [] [] []
1186 sum inputs [0] [0] [1] [0] outputs [] [] [] []
1187 sum inputs [0] [-1] [0] [-1] outputs [] [] [] []
1188 sum inputs [0] [-1] [0] [0] outputs [] [] [] []
1189 sum inputs [0] [-1] [0] [1] outputs [0] [-1] [0] [1]
1190 sum inputs [0] [-1] [-1] [-1] outputs [] [] [] []
1191 sum inputs [0] [-1] [-1] [0] outputs [] [] [] []
1192 sum inputs [0] [-1] [-1] [1] outputs [] [] [] []
1193 sum inputs [0] [-1] [1] [-1] outputs [] [] [] []
1194 sum inputs [0] [-1] [1] [0] outputs [0] [-1] [1] [0]
1195 sum inputs [0] [-1] [1] [1] outputs [] [] [] []
1196 sum inputs [0] [1] [0] [-1] outputs [0] [1] [0] [-1]
1197 sum inputs [0] [1] [0] [0] outputs [] [] [] []
1198 sum inputs [0] [1] [0] [1] outputs [] [] [] []
1199 sum inputs [0] [1] [-1] [-1] outputs [] [] [] []
1200 sum inputs [0] [1] [-1] [0] outputs [0] [1] [-1] [0]
1201 sum inputs [0] [1] [-1] [1] outputs [] [] [] []
1202 sum inputs [0] [1] [1] [-1] outputs [] [] [] []
1203 sum inputs [0] [1] [1] [0] outputs [] [] [] []
1204 sum inputs [0] [1] [1] [1] outputs [] [] [] []
1205 sum inputs [-1] [0] [0] [-1] outputs [-1] [0] [0] [-1]
1206 sum inputs [-1] [0] [0] [0] outputs [] [] [] []
1207 sum inputs [-1] [0] [0] [1] outputs [] [] [] []
1208 sum inputs [-1] [0] [-1] [1] outputs [] [] [] []
1209 sum inputs [-1] [0] [-1] [0] outputs [-1] [0] [-1] [0]
1210 sum inputs [-1] [0] [-1] [1] outputs [] [] [] []
1211 sum inputs [-1] [0] [1] [-1] outputs [] [] [] []
1212 sum inputs [-1] [0] [1] [0] outputs [] [] [] []
1213 sum inputs [-1] [0] [1] [1] outputs [] [] [] []
1214 sum inputs [-1] [-1] [0] [-1] outputs [] [] [] []
1215 sum inputs [-1] [-1] [0] [0] outputs [-1] [-1] [0] [0]
1216 sum inputs [-1] [-1] [0] [1] outputs [] [] [] []
1217 sum inputs [-1] [-1] [-1] [0] outputs [] [] [] []
1218 sum inputs [-1] [-1] [-1] [1] outputs [-1] [-1] [-1] [1]
1219 sum inputs [-1] [-1] [1] [-1] outputs [-1] [-1] [1] [-1]
1220 sum inputs [-1] [-1] [1] [0] outputs [] [] [] []
1221 sum inputs [-1] [-1] [1] [1] outputs [] [] [] []
1222 sum inputs [-1] [-1] [0] [-1] outputs [] [] [] []
1223 sum inputs [-1] [-1] [0] [0] outputs [-1] [-1] [0] [0]
1224 sum inputs [-1] [-1] [0] [1] outputs [] [] [] []
1225 sum inputs [-1] [1] [-1] [0] outputs [] [] [] []
1226 sum inputs [-1] [1] [-1] [1] outputs [] [] [] []
1227 sum inputs [-1] [1] [1] [-1] outputs [] [] [] []
1228 sum inputs [-1] [1] [1] [0] outputs [] [] [] []
1229 sum inputs [-1] [1] [1] [1] outputs [] [] [] []
1230 sum inputs [-1] [1] [1] [1] outputs [] [] [] []
1231 sum inputs [1] [0] [0] [0] outputs [] [] [] []
1232 sum inputs [1] [0] [0] [1] outputs [1] [0] [0] [1]
1233 sum inputs [1] [0] [-1] [-1] outputs [] [] [] []
1234 sum inputs [1] [0] [-1] [0] outputs [] [] [] []
1235 sum inputs [1] [0] [-1] [1] outputs [] [] [] []
1236 sum inputs [1] [0] [1] [-1] outputs [] [] [] []
1237 sum inputs [1] [0] [1] [0] outputs [1] [0] [1] [0]
1238 sum inputs [1] [0] [1] [1] outputs [] [] [] []
1239 sum inputs [1] [-1] [0] [-1] outputs [] [] [] []
1240 sum inputs [1] [-1] [0] [0] outputs [] [] [] []
1241 sum inputs [1] [-1] [0] [1] outputs [] [] [] []
1242 sum inputs [1] [-1] [-1] [-1] outputs [] [] [] []
1243 sum inputs [1] [-1] [-1] [0] outputs [] [] [] []
1244 sum inputs [1] [-1] [-1] [1] outputs [] [] [] []
1245 sum inputs [1] [-1] [1] [-1] outputs [] [] [] []
1246 sum inputs [1] [-1] [1] [0] outputs [] [] [] []
1247 sum inputs [1] [-1] [1] [1] outputs [1] [-1] [1] [1]
1248 sum inputs [1] [1] [0] [-1] outputs [] [] [] []
1249 sum inputs [1] [1] [0] [0] outputs [1] [1] [0] [0]
1250 sum inputs [1] [1] [0] [1] outputs [] [] [] []
1251 sum inputs [1] [1] [-1] [-1] outputs [] [] [] []
1252 sum inputs [1] [1] [-1] [0] outputs [] [] [] []
1253 sum inputs [1] [1] [-1] [1] outputs [1] [1] [-1] [1]
1254 sum inputs [1] [1] [1] [-1] outputs [1] [1] [1] [-1]
1255 sum inputs [1] [1] [1] [0] outputs [] [] [] []
1256 sum inputs [-1] [-1] [-1] [-Infinity 0] outputs [] [] [] []
1257 sum inputs [-1] [-1] [0] [-Infinity 0] outputs [-1] [-1] [0] [0]
1258 sum inputs [-1] [-1] [1] [-Infinity 0] outputs [-1] [-1] [1] [-1]
1259 sum inputs [-1] [0] [-1] [-Infinity 0] outputs [-1] [0] [-1] [0]
1260 sum inputs [-1] [0] [0] [-Infinity 0] outputs [-1] [0] [0] [-1]
1261 sum inputs [-1] [0] [1] [-Infinity 0] outputs [-1] [0] [1] [-2]
1262 sum inputs [-1] [1] [-1] [-Infinity 0] outputs [-1] [1] [-1] [-1]
1263 sum inputs [-1] [1] [0] [-Infinity 0] outputs [-1] [1] [0] [-2]
1264 sum inputs [-1] [1] [1] [-Infinity 0] outputs [-1] [1] [1] [-3]
1265 sum inputs [-1] [-1] [-1] [-Infinity 0] outputs [] [] [] []
1266 sum inputs [0] [-1] [0] [-Infinity 0] outputs [] [] [] []
1267 sum inputs [0] [-1] [1] [-Infinity 0] outputs [0] [-1] [1] [0]
1268 sum inputs [0] [0] [-1] [-Infinity 0] outputs [] [] [] []
1269 sum inputs [0] [0] [0] [-Infinity 0] outputs [0] [0] [0] [0]
1270 sum inputs [0] [0] [1] [-Infinity 0] outputs [0] [0] [1] [-1]
1271 sum inputs [0] [1] [-1] [-Infinity 0] outputs [0] [1] [-1] [0]
1272 sum inputs [0] [1] [0] [-Infinity 0] outputs [0] [1] [0] [-1]
1273 sum inputs [0] [1] [1] [-Infinity 0] outputs [0] [1] [1] [-2]
1274 sum inputs [1] [-1] [-1] [-Infinity 0] outputs [] [] [] []
1275 sum inputs [1] [-1] [0] [-Infinity 0] outputs [] [] [] []
1276 sum inputs [1] [-1] [1] [-Infinity 0] outputs [] [] [] []
1277 sum inputs [1] [0] [-1] [-Infinity 0] outputs [] [] [] []
1278 sum inputs [1] [0] [0] [-Infinity 0] outputs [] [] [] []
1279 sum inputs [1] [0] [1] [-Infinity 0] outputs [1] [0] [1] [0]
1280 sum inputs [1] [1] [-1] [-Infinity 0] outputs [] [] [] []
1281 sum inputs [1] [1] [0] [-Infinity 0] outputs [1] [1] [0] [0]
1282 sum inputs [1] [1] [1] [-Infinity 0] outputs [1] [1] [1] [-1]
1283 sum inputs [-Infinity 0] [-1] [-1] [-1] outputs [-3] [-1] [-1] [-1]
1284 sum inputs [-Infinity 0] [-1] [-1] [0] outputs [-2] [-1] [-1] [0]
1285 sum inputs [-Infinity 0] [-1] [-1] [1] outputs [-1] [-1] [-1] [1]
1286 sum inputs [-Infinity 0] [-1] [0] [-1] outputs [-2] [-1] [0] [-1]
1287 sum inputs [-Infinity 0] [-1] [0] [0] outputs [-1] [-1] [0] [0]
1288 sum inputs [-Infinity 0] [-1] [0] [1] outputs [0] [-1] [0] [1]
1289 sum inputs [-Infinity 0] [-1] [1] [-1] outputs [-1] [-1] [1] [-1]
1290 sum inputs [-Infinity 0] [-1] [1] [0] outputs [0] [-1] [1] [0]
1291 sum inputs [-Infinity 0] [-1] [1] [1] outputs [] [] [] []
1292 sum inputs [-Infinity 0] [0] [-1] [-1] outputs [-2] [0] [-1] [-1]
1293 sum inputs [-Infinity 0] [0] [-1] [0] outputs [-1] [0] [-1] [0]
1294 sum inputs [-Infinity 0] [0] [-1] [1] outputs [0] [0] [-1] [1]
1295 sum inputs [-Infinity 0] [0] [0] [-1] outputs [-1] [0] [0] [-1]
1296 sum inputs [-Infinity 0] [0] [0] [0] outputs [0] [0] [0] [0]
1297 sum inputs [-Infinity 0] [0] [0] [1] outputs [] [] [] []
1298 sum inputs [-Infinity 0] [0] [1] [-1] outputs [0] [0] [1] [-1]
1299 sum inputs [-Infinity 0] [0] [1] [0] outputs [] [] [] []
1300 sum inputs [-Infinity 0] [0] [1] [1] outputs [] [] [] []
1301 sum inputs [-Infinity 0] [1] [-1] [-1] outputs [-1] [1] [-1] [-1]
1302 sum inputs [-Infinity 0] [1] [-1] [0] outputs [0] [1] [-1] [0]
1303 sum inputs [-Infinity 0] [1] [-1] [1] outputs [] [] [] []
1304 sum inputs [-Infinity 0] [1] [0] [-1] outputs [0] [1] [0] [-1]
1305 sum inputs [-Infinity 0] [1] [0] [0] outputs [] [] [] []
1306 sum inputs [-Infinity 0] [1] [0] [1] outputs [] [] [] []
1307 sum inputs [-Infinity 0] [1] [1] [-1] outputs [] [] [] []
1308 sum inputs [-Infinity 0] [1] [1] [0] outputs [] [] [] []
1309 sum inputs [-Infinity 0] [1] [1] [1] outputs [] [] [] []
1310 sum inputs [-1] [-1] [-1] [-1 0] outputs [] [] [] []
1311 sum inputs [-1] [-1] [0] [-1 0] outputs [-1] [-1] [0] [0]
1312 sum inputs [-1] [-1] [1] [-1 0] outputs [-1] [-1] [1] [-1]
1313 sum inputs [-1] [0] [-1] [-1 0] outputs [-1] [0] [-1] [0]
1314 sum inputs [-1] [0] [0] [-1 0] outputs [-1] [0] [0] [-1]
1315 sum inputs [-1] [0] [1] [-1 0] outputs [] [] [] []
1316 sum inputs [-1] [1] [-1] [-1] outputs [-1] [1] [-1] [-1]
1317 sum inputs [-1] [1] [0] [-1 0] outputs [] [] [] []
1318 sum inputs [-1] [1] [1] [-1 0] outputs [] [] [] []
1319 sum inputs [0] [-1] [-1] [-1 0] outputs [] [] [] []
1320 sum inputs [0] [-1] [0] [-1 0] outputs [] [] [] []
1321 sum inputs [0] [-1] [1] [-1 0] outputs [0] [-1] [1] [0]
1322 sum inputs [0] [0] [-1] [-1 0] outputs [] [] [] []
1323 sum inputs [0] [0] [0] [-1 0] outputs [0] [0] [0] [0]
1324 sum inputs [0] [0] [1] [-1 0] outputs [0] [0] [1] [-1]
1325 sum inputs [0] [1] [-1] [-1 0] outputs [0] [1] [-1] [0]
1326 sum inputs [0] [1] [0] [-1 0] outputs [0] [1] [0] [-1]
1327 sum inputs [0] [1] [1] [-1 0] outputs [] [] [] []
1328 sum inputs [1] [-1] [-1] [-1 0] outputs [] [] [] []
1329 sum inputs [1] [-1] [0] [-1 0] outputs [] [] [] []
1330 sum inputs [1] [-1] [1] [-1 0] outputs [] [] [] []
1331 sum inputs [1] [0] [-1] [-1 0] outputs [] [] [] []
1332 sum inputs [1] [0] [0] [-1 0] outputs [] [] [] []
1333 sum inputs [1] [0] [1] [-1 0] outputs [1] [0] [1] [0]
1334 sum inputs [1] [1] [-1] [-1 0] outputs [] [] [] []
1335 sum inputs [1] [1] [0] [-1 0] outputs [1] [1] [0] [0]
1336 sum inputs [1] [1] [1] [-1 0] outputs [1] [1] [1] [-1]
1337 sum inputs [-1 0] [-1] [-1] [-1] outputs [] [] [] []
1338 sum inputs [-1 0] [-1] [-1] [0] outputs [] [] [] []
1339 sum inputs [-1 0] [-1] [-1] [1] outputs [-1] [-1] [-1] [1]
1340 sum inputs [-1 0] [-1] [0] [-1] outputs [] [] [] []
1341 sum inputs [-1 0] [-1] [0] [0] outputs [-1] [-1] [0] [0]
1342 sum inputs [-1 0] [-1] [0] [1] outputs [0] [-1] [0] [1]
1343 sum inputs [-1 0] [-1] [1] [-1] outputs [-1] [-1] [1] [-1]
1344 sum inputs [-1 0] [-1] [1] [0] outputs [0] [-1] [1] [0]
1345 sum inputs [-1 0] [-1] [1] [1] outputs [] [] [] []
1346 sum inputs [-1 0] [0] [-1] [-1] outputs [] [] [] []
1347 sum inputs [-1 0] [0] [-1] [0] outputs [-1] [0] [-1] [0]
1348 sum inputs [-1 0] [0] [-1] [1] outputs [0] [0] [-1] [1]
1349 sum inputs [-1 0] [0] [0] [-1] outputs [-1] [0] [0] [-1]
1350 sum inputs [-1 0] [0] [0] [0] outputs [0] [0] [0] [0]
1351 sum inputs [-1 0] [0] [0] [1] outputs [] [] [] []
1352 sum inputs [-1 0] [0] [1] [-1] outputs [0] [0] [1] [-1]
1353 sum inputs [-1 0] [0] [1] [0] outputs [] [] [] []
1354 sum inputs [-1 0] [0] [1] [1] outputs [] [] [] []
1355 sum inputs [-1 0] [1] [-1] [-1] outputs [-1] [1] [-1] [-1]
1356 sum inputs [-1 0] [1] [-1] [0] outputs [0] [1] [-1] [0]
1357 sum inputs [-1 0] [1] [-1] [1] outputs [] [] [] []
1358 sum inputs [-1 0] [1] [0] [-1] outputs [0] [1] [0] [-1]
1359 sum inputs [-1 0] [1] [0] [0] outputs [] [] [] []
1360 sum inputs [-1 0] [1] [0] [1] outputs [] [] [] []
1361 sum inputs [-1 0] [1] [1] [-1] outputs [] [] [] []
1362 sum inputs [-1 0] [1] [1] [-1] outputs [] [] [] []
1363 sum inputs [-1 0] [1] [1] [1] outputs [] [] [] []
1364 sum inputs [-1 0] [-1 0] [-1] [-1] outputs [] [] [] []
1365 sum inputs [-1 0] [-1 0] [-1] [0] outputs [-1] [0] [-1] [0]
1366 sum inputs [-1 0] [-1 0] [-1] [1] outputs [-1 0] [-1 0] [-1] [1]
1367 sum inputs [-1 0] [-1 0] [0] [-1] outputs [-1] [0] [0] [-1]
1368 sum inputs [-1 0] [-1 0] [0] [0] outputs [-1 0] [-1 0] [0] [0]
1369 sum inputs [-1 0] [-1 0] [0] [1] outputs [0] [-1] [0] [1]
1370 sum inputs [-1 0] [-1 0] [1] [-1] outputs [-1 0] [-1 0] [1] [-1]
1371 sum inputs [-1 0] [-1 0] [1] [0] outputs [0] [-1] [1] [0]
1372 sum inputs [-1 0] [-1 0] [1] [1] outputs [] [] [] []
1373 sum inputs [1] [1] [1] outputs [] [] []
1374 sum inputs [0] [0] [0] outputs [0] [0] [0]
1375 sum inputs [-1] [-1] [-1] outputs [] [] []
1376 sum inputs [Infinity] [Infinity] [Infinity] outputs [Infinity] [Infinity] [Infinity]
1377 sum inputs [-Infinity] [-Infinity] [-Infinity] outputs [-Infinity] [-Infinity] [-Infinity]
1378 sum inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [-Infinity -2] [-Infinity -1] [-Infinity -1]
1379 sum inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0] [-Infinity 0]
1380 sum inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] outputs [-Infinity 1] [-Infinity 1] [-Infinity 1]
1381 sum inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [-1 Infinity] [-1 Infinity] [-1 Infinity]
1382 sum inputs [0 Infinity] [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity]
1383 sum inputs [1 Infinity] [1 Infinity] [1 Infinity] outputs [2 Infinity] [1 Infinity] [1 Infinity]
1384 sum inputs [0] [-1] [-1] outputs [] [] []
1385 sum inputs [1] [0] [-1] outputs [] [] []
1386 sum inputs [-1] [0] [-1] outputs [-1] [0] [-1]
1387 sum inputs [0] [0] [-1] outputs [] [] []
1388 sum inputs [1] [0] [-1] outputs [] [] []
1389 sum inputs [-1] [1] [-1] outputs [] [] []
1390 sum inputs [0] [1] [-1] outputs [0] [1] [-1]
1391 sum inputs [1] [1] [-1] outputs [] [] []
1392 sum inputs [0] [-1] [0] outputs [] [] []
1393 sum inputs [1] [0] [0] outputs [] [] []
1394 sum inputs [-1] [0] [0] outputs [] [] []
1395 sum inputs [1] [0] [0] outputs [] [] []
1396 sum inputs [-1] [1] [0] outputs [] [] []
1397 sum inputs [0] [1] [0] outputs [] [] []
1398 sum inputs [1] [1] [0] outputs [1] [1] [0]
1399 sum inputs [0] [-1] [1] outputs [0] [-1] [1]
1400 sum inputs [1] [0] [1] outputs [1] [0] [1]
1401 sum inputs [-1] [0] [1] outputs [] [] []
1402 sum inputs [0] [0] [1] outputs [] [] []
1403 sum inputs [1] [0] [1] outputs [1] [0] [1]
1404 sum inputs [-1] [1] [1] outputs [] [] []
1405 sum inputs [0] [1] [1] outputs [] [] []
1406 sum inputs [Infinity] [-1] [-1] outputs [] [] []
1407 sum inputs [-Infinity] [-1] [-1] outputs [] [] []
1408 sum inputs [1] [Infinity] [-1] outputs [] [] []
1409 sum inputs [1] [-Infinity] [-1] outputs [] [] []
1410 sum inputs [1] [-1] [Infinity] outputs [] [] []
1411 sum inputs [1] [-1] [-Infinity] outputs [] [] []
1412 sum inputs [0] [-Infinity -1] [-Infinity -1] outputs [] [] []
1413 sum inputs [0] [-Infinity -1] [-Infinity 0] outputs [] [] []
1414 sum inputs [0] [-Infinity -1] [-Infinity 1] outputs [0] [-1] [1]
1415 sum inputs [0] [-Infinity -1] [-1 Infinity] outputs [0] [-Infinity -1] [1 Infinity]
1416 sum inputs [0] [-Infinity -1] [0 Infinity] outputs [0] [-Infinity -1] [1 Infinity]
1417 sum inputs [0] [-Infinity -1] [1 Infinity] outputs [0] [-Infinity -1] [1 Infinity]
1418 sum inputs [0] [-Infinity 0] [-Infinity -1] outputs [] [] []
1419 sum inputs [0] [-Infinity 0] [-Infinity 0] outputs [0] [0] [0]
1420 sum inputs [0] [-Infinity 0] [-Infinity 1] outputs [0] [-1 0] [0 1]
1421 sum inputs [0] [-Infinity 0] [-1 Infinity] outputs [0] [-Infinity 0] [0 Infinity]
1422 sum inputs [0] [-Infinity 0] [0 Infinity] outputs [0] [-Infinity 0] [0 Infinity]
1423 sum inputs [0] [-Infinity 0] [1 Infinity] outputs [0] [-Infinity -1] [1 Infinity]
1424 sum inputs [0] [-Infinity 1] [-Infinity -1] outputs [0] [1] [-1]
1425 sum inputs [0] [-Infinity 1] [-Infinity 0] outputs [0] [0 1] [-1 0]
1426 sum inputs [0] [-Infinity 1] [-Infinity 1] outputs [0] [-1 1] [-1 1]
1427 sum inputs [0] [-Infinity 1] [-1 Infinity] outputs [0] [-Infinity 1] [-1 Infinity]
1428 sum inputs [0] [-Infinity 1] [0 Infinity] outputs [0] [-Infinity 0] [0 Infinity]
1429 sum inputs [0] [-Infinity 1] [1 Infinity] outputs [0] [-Infinity -1] [1 Infinity]
1430 sum inputs [0] [-1 Infinity] [-Infinity -1] outputs [0] [1 Infinity] [-Infinity -1]
1431 sum inputs [0] [-1 Infinity] [-Infinity 0] outputs [0] [0 Infinity] [-Infinity 0]
1432 sum inputs [0] [-1 Infinity] [-Infinity 1] outputs [0] [-1 Infinity] [-Infinity 1]
1433 sum inputs [0] [-1 Infinity] [-1 Infinity] outputs [0] [-1 1] [-1 1]
1434 sum inputs [0] [-1 Infinity] [0 Infinity] outputs [0] [-1 0] [0 1]
1435 sum inputs [0] [-1 Infinity] [1 Infinity] outputs [0] [-1] [1]
1436 sum inputs [0] [0 Infinity] [-Infinity -1] outputs [0] [1 Infinity] [-Infinity -1]
1437 sum inputs [0] [0 Infinity] [-Infinity 0] outputs [0] [0 Infinity] [-Infinity 0]
1438 sum inputs [0] [0 Infinity] [-Infinity 1] outputs [0] [0 Infinity] [-Infinity 0]
1439 sum inputs [0] [0 Infinity] [-1 Infinity] outputs [0] [0 1] [-1 0]
1440 sum inputs [0] [0 Infinity] [0 Infinity] outputs [0] [0] [0]
1441 sum inputs [0] [0 Infinity] [1 Infinity] outputs [] [] []
1442 sum inputs [0] [1 Infinity] [-Infinity -1] outputs [0] [1 Infinity] [-Infinity -1]
1443 sum inputs [0] [1 Infinity] [-Infinity 0] outputs [0] [1 Infinity] [-Infinity -1]
1444 sum inputs [0] [1 Infinity] [-Infinity 1] outputs [0] [1 Infinity] [-Infinity -1]
1445 sum inputs [0] [1 Infinity] [-1 Infinity] outputs [0] [1] [-1]
1446 sum inputs [0] [1 Infinity] [0 Infinity] outputs [] [] []
1447 sum inputs [0] [1 Infinity] [1 Infinity] outputs [] [] []
1448 sum inputs [1] [1] [1] [1] outputs [] [] [] []
1449 sum inputs [-1] [-1] [-1] [-1] outputs [] [] [] []
1450 sum inputs [0] [0] [0] [0] outputs [0] [0] [0] [0]
1451 sum inputs [0] [0] [0] [-1] outputs [] [] [] []
1452 sum inputs [0] [0] [0] [1] outputs [] [] [] []
1453 sum inputs [0] [0] [-1] [-1] outputs [] [] [] []
1454 sum inputs [0] [0] [-1] [0] outputs [] [] [] []
1455 sum inputs [0] [0] [-1] [1] outputs [0] [0] [-1] [1]
1456 sum inputs [0] [0] [1] [-1] outputs [0] [0] [1] [-1]
1457 sum inputs [0] [0] [1] [0] outputs [] [] [] []
1458 sum inputs [0] [0] [1] [0] outputs [] [] [] []
1459 sum inputs [0] [-1] [0] [-1] outputs [] [] [] []
1460 sum inputs [0] [-1] [0] [0] outputs [] [] [] []
1461 sum inputs [0] [-1] [0] [1] outputs [0] [-1] [0] [1]
1462 sum inputs [0] [-1] [-1] [-1] outputs [] [] [] []
1463 sum inputs [0] [-1] [-1] [0] outputs [] [] [] []
1464 sum inputs [0] [-1] [-1] [1] outputs [] [] [] []
1465 sum inputs [0] [-1] [1] [-1] outputs [] [] [] []
1466 sum inputs [0] [-1] [1] [0] outputs [0] [-1] [1] [0]
1467 sum inputs [0] [-1] [1] [1] outputs [] [] [] []
1468 sum inputs [0] [1] [0] [-1] outputs [0] [1] [0] [-1]
1469 sum inputs [0] [1] [0] [0] outputs [] [] [] []
1470 sum inputs [0] [1] [0] [1] outputs [] [] [] []
1471 sum inputs [0] [1] [-1] [-1] outputs [] [] [] []
1472 sum inputs [0] [1] [-1] [0] outputs [0] [1] [-1] [0]
1473 sum inputs [0] [1] [-1] [1] outputs [] [] [] []
1474 sum inputs [0] [1] [1] [-1] outputs [] [] [] []
1475 sum inputs [0] [1] [1] [0] outputs [] [] [] []
1476 sum inputs [0] [1] [1] [1] outputs [] [] [] []
1477 sum inputs [-1] [0] [0] [-1] outputs [-1] [0] [0] [-1]
1478 sum inputs [-1] [0] [0] [0] outputs [] [] [] []
1479 sum inputs [-1] [0] [0] [1] outputs [] [] [] []
1480 sum inputs [-1] [0] [-1] [1] outputs [] [] [] []
1481 sum inputs [-1] [0] [-1] [0] outputs [-1] [0] [-1] [0]
1482 sum inputs [-1] [0] [-1] [1] outputs [] [] [] []
1483 sum inputs [-1] [0] [1] [-1] outputs [] [] [] []
1484 sum inputs [-1] [0] [1] [0] outputs [] [] [] []
1485 sum inputs [-1] [0] [1] [1] outputs [] [] [] []
1486 sum inputs [-1] [-1] [0] [-1] outputs [] [] [] []
1487 sum inputs [-1] [-1] [0] [0] outputs [-1] [-1] [0] [0]
1488 sum inputs [-1] [-1] [0] [1] outputs [] [] [] []
1489 sum inputs [-1] [-1] [-1] [0] outputs [] [] [] []
1490 sum inputs [-1] [-1] [-1] [1] outputs [-1] [-1] [-1] [1]
1491 sum inputs [-1] [-1] [1] [-1] outputs [-1] [-1] [1] [-1]
1492 sum inputs [-1] [-1] [1] [0] outputs [] [] [] []
1493 sum inputs [-1] [-1] [1] [1] outputs [] [] [] []
1494 sum inputs [-1] [-1] [0] [-1] outputs [] [] [] []
1495 sum inputs [-1] [-1] [0] [0] outputs [-1] [-1] [0] [0]
1496 sum inputs [-1] [-1] [0] [1] outputs [] [] [] []
1497 sum inputs [-1] [1] [-1] [0] outputs [] [] [] []
1498 sum inputs [-1] [1] [-1] [1] outputs [] [] [] []
1499 sum inputs [-1] [1] [1] [-1] outputs [] [] [] []
1500 sum inputs [-1] [1] [1] [0] outputs [] [] [] []
1501 sum inputs [-1] [1] [1] [1] outputs [] [] [] []
1502 sum inputs [-1] [1] [1] [1] outputs [] [] [] []
1503 sum inputs [1] [0] [0] [0] outputs [] [] [] []
1504 sum inputs [1] [0] [0] [1] outputs [1] [0] [0] [1]
1505 sum inputs [1] [0] [-1] [-1] outputs [] [] [] []
1506 sum inputs [1] [0] [-1] [0] outputs [] [] [] []
1507 sum inputs [1] [0] [-1] [1] outputs [] [] [] []
1508 sum inputs [1] [0] [1] [-1] outputs [] [] [] []
1509 sum inputs [1] [0] [1] [0] outputs [1] [0] [1] [0]
1510 sum inputs [1] [0] [1] [1] outputs [] [] [] []
1511 sum inputs [1] [-1] [0] [-1] outputs [] [] [] []
1512 sum inputs [1] [-1] [0] [0] outputs [] [] [] []
1513 sum inputs [1] [-1] [0] [1] outputs [] [] [] []
1514 sum inputs [1] [-1] [-1] [-1] outputs [] [] [] []
1515 sum inputs [1] [-1] [-1] [0] outputs [] [] [] []
1516 sum inputs [1] [-1] [-1] [1] outputs [] [] [] []
1517 sum inputs [1] [-1] [1] [-1] outputs [] [] [] []
1518 sum inputs [1] [-1] [1] [0] outputs [] [] [] []
1519 sum inputs [1] [-1] [1] [1] outputs [1] [-1] [1] [1]
1520 sum inputs [1] [1] [0] [-1] outputs [] [] [] []
1521 sum inputs [1] [1] [0] [0] outputs [1] [1] [0] [0]
1522 sum inputs [1] [1] [0] [1] outputs [] [] [] []
1523 sum inputs [1] [1] [-1] [-1] outputs [] [] [] []
1524 sum inputs [1] [1] [-1] [0] outputs [] [] [] []
1525 sum inputs [1] [1] [-1] [1] outputs [1] [1] [-1] [1]
1526 sum inputs [1] [1] [1] [-1] outputs [1] [1] [1] [-1]
1527 sum inputs [1] [1] [1] [0] outputs [] [] [] []
1528 sum inputs [-1] [-1] [-1] [-Infinity 0] outputs [] [] [] []
1529 sum inputs [-1] [-1] [0] [-Infinity 0] outputs [-1] [-1] [0] [0]
1530 sum inputs [-1] [-1] [1] [-Infinity 0] outputs [-1] [-1] [1] [-1]
1531 sum inputs [-1] [0] [-1] [-Infinity 0] outputs [-1] [0] [-1] [0]
1532 sum inputs [-1] [0] [0] [-Infinity 0] outputs [-1] [0] [0] [-1]
1533 sum inputs [-1] [0] [1] [-Infinity 0] outputs [-1] [0] [1] [-2]
1534 sum inputs [-1] [1] [-1] [-Infinity 0] outputs [-1] [1] [-1] [-1]
1535 sum inputs [-1] [1] [0] [-Infinity 0] outputs [-1] [1] [0] [-2]
1536 sum inputs [-1] [1] [1] [-Infinity 0] outputs [-1] [1] [1] [-3]
1537 sum inputs [-1] [-1] [-1] [-Infinity 0] outputs [] [] [] []
1538 sum inputs [0] [-1] [0] [-Infinity 0] outputs [] [] [] []
1539 sum inputs [0] [-1] [1] [-Infinity 0] outputs [0] [-1] [1] [0]
1540 sum inputs [0] [0] [-1] [-Infinity 0] outputs [] [] [] []
1541 sum inputs [0] [0] [0] [-Infinity 0] outputs [0] [0] [0] [0]
1542 sum inputs [0] [0] [1] [-Infinity 0] outputs [0] [0] [1] [-1]
1543 sum inputs [0] [1] [-1] [-Infinity 0] outputs [0] [1] [-1] [0]
1544 sum inputs [0] [1] [0] [-Infinity 0] outputs [0] [1] [0] [-1]
1545 sum inputs [0] [1] [1] [-Infinity 0] outputs [0] [1] [1] [-2]
1546 sum inputs [1] [-1] [-1] [-Infinity 0] outputs [] [] [] []
1547 sum inputs [1] [-1] [0] [-Infinity 0] outputs [] [] [] []
1548 sum inputs [1] [-1] [1] [-Infinity 0] outputs [] [] [] []
1549 sum inputs [1] [0] [-1] [-Infinity 0] outputs [] [] [] []
1550 sum inputs [1] [0] [0] [-Infinity 0] outputs [] [] [] []
1551 sum inputs [1] [0] [1] [-Infinity 0] outputs [1] [0] [1] [0]
1552 sum inputs [1] [1] [-1] [-Infinity 0] outputs [] [] [] []
1553 sum inputs [1] [1] [0] [-Infinity 0] outputs [1] [1] [0] [0]
1554 sum inputs [1] [1] [1] [-Infinity 0] outputs [1] [1] [1] [-1]
1555 sum inputs [-Infinity 0] [-1] [-1] [-1] outputs [-3] [-1] [-1] [-1]
1556 sum inputs [-Infinity 0] [-1] [-1] [0] outputs [-2] [-1] [-1] [0]
1557 sum inputs [-Infinity 0] [-1] [-1] [1] outputs [-1] [-1] [-1] [1]
1558 sum inputs [-Infinity 0] [-1] [0] [-1] outputs [-2] [-1] [0] [-1]
1559 sum inputs [-Infinity 0] [-1] [0] [0] outputs [-1] [-1] [0] [0]
1560 sum inputs [-Infinity 0] [-1] [0] [1] outputs [0] [-1] [0] [1]
1561 sum inputs [-Infinity 0] [-1] [1] [-1] outputs [-1] [-1] [1] [-1]
1562 sum inputs [-Infinity 0] [-1] [1] [0] outputs [0] [-1] [1] [0]
1563 sum inputs [-Infinity 0] [-1] [1] [1] outputs [] [] [] []
1564 sum inputs [-Infinity 0] [0] [-1] [-1] outputs [-2] [0] [-1] [-1]
1565 sum inputs [-Infinity 0] [0] [-1] [0] outputs [-1] [0] [-1] [0]
1566 sum inputs [-Infinity 0] [0] [-1] [1] outputs [0] [0] [-1] [1]
1567 sum inputs [-Infinity 0] [0] [0] [-1] outputs [-1] [0] [0] [-1]
1568 sum inputs [-Infinity 0] [0] [0] [0] outputs [0] [0] [0] [0]
1569 sum inputs [-Infinity 0] [0] [0] [1] outputs [] [] [] []
1570 sum inputs [-Infinity 0] [0] [1] [-1] outputs [0] [0] [1] [-1]
1571 sum inputs [-Infinity 0] [0] [1] [0] outputs [] [] [] []
1572 sum inputs [-Infinity 0] [0] [1] [1] outputs [] [] [] []
1573 sum inputs [-Infinity 0] [1] [-1] [-1] outputs [-1] [1] [-1] [-1]
1574 sum inputs [-Infinity 0] [1] [-1] [0] outputs [0] [1] [-1] [0]
1575 sum inputs [-Infinity 0] [1] [-1] [1] outputs [] [] [] []
1576 sum inputs [-Infinity 0] [1] [0] [-1] outputs [0] [1] [0] [-1]
1577 sum inputs [-Infinity 0] [1] [0] [0] outputs [] [] [] []
1578 sum inputs [-Infinity 0] [1] [0] [1] outputs [] [] [] []
1579 sum inputs [-Infinity 0] [1] [1] [-1] outputs [] [] [] []
1580 sum inputs [-Infinity 0] [1] [1] [0] outputs [] [] [] []
1581 sum inputs [-Infinity 0] [1] [1] [1] outputs [] [] [] []
1582 sum inputs [-1] [-1] [-1] [-1 0] outputs [] [] [] []
1583 sum inputs [-1] [-1] [0] [-1 0] outputs [-1] [-1] [0] [0]
1584 sum inputs [-1] [-1] [1] [-1 0] outputs [-1] [-1] [1] [-1]
1585 sum inputs [-1] [0] [-1] [-1 0] outputs [-1] [0] [-1] [0]
1586 sum inputs [-1] [0] [0] [-1 0] outputs [-1] [0] [0] [-1]
1587 sum inputs [-1] [0] [1] [-1 0] outputs [] [] [] []
1588 sum inputs [-1] [1] [-1] [-1] outputs [-1] [1] [-1] [-1]
1589 sum inputs [-1] [1] [0] [-1 0] outputs [] [] [] []
1590 sum inputs [-1] [1] [1] [-1 0] outputs [] [] [] []
1591 sum inputs [0] [-1] [-1] [-1 0] outputs [] [] [] []
1592 sum inputs [0] [-1] [0] [-1 0] outputs [] [] [] []
1593 sum inputs [0] [-1] [1] [-1 0] outputs [0] [-1] [1] [0]
1594 sum inputs [0] [0] [-1] [-1 0] outputs [] [] [] []
1595 sum inputs [0] [0] [0] [-1 0] outputs [0] [0] [0] [0]
1596 sum inputs [0] [0] [1] [-1 0] outputs [0] [0] [1] [-1]
1597 sum inputs [0] [1] [-1] [-1 0] outputs [0] [1] [-1] [0]
1598 sum inputs [0] [1] [0] [-1 0] outputs [0] [1] [0] [-1]
1599 sum inputs [0] [1] [1] [-1 0] outputs [] [] [] []
1600 sum inputs [1] [-1] [-1] [-1 0] outputs [] [] [] []
1601 sum inputs [1] [-1] [0] [-1 0] outputs [] [] [] []
1602 sum inputs [1] [-1] [1] [-1 0] outputs [] [] [] []
1603 sum inputs [1] [0] [-1] [-1 0] outputs [] [] [] []
1604 sum inputs [1] [0] [0] [-1 0] outputs [] [] [] []
1605 sum inputs [1] [0] [1] [-1 0] outputs [1] [0] [1] [0]
1606 sum inputs [1] [1] [-1] [-1 0] outputs [] [] [] []
1607 sum inputs [1] [1] [0] [-1 0] outputs [1] [1] [0] [0]
1608 sum inputs [1] [1] [1] [-1 0] outputs [1] [1] [1] [-1]
1609 sum inputs [-1 0] [-1] [-1] [-1] outputs [] [] [] []
1610 sum inputs [-1 0] [-1] [-1] [0] outputs [] [] [] []
1611 sum inputs [-1 0] [-1] [-1] [1] outputs [-1] [-1] [-1] [1]
1612 sum inputs [-1 0] [-1] [0] [-1] outputs [] [] [] []
1613 sum inputs [-1 0] [-1] [0] [0] outputs [-1] [-1] [0] [0]
1614 sum inputs [-1 0] [-1] [0] [1] outputs [0] [-1] [0] [1]
1615 sum inputs [-1 0] [-1] [1] [-1] outputs [-1] [-1] [1] [-1]
1616 sum inputs [-1 0] [-1] [1] [0] outputs [0] [-1] [1] [0]
1617 sum inputs [-1 0] [-1] [1] [1] outputs [] [] [] []
1618 sum inputs [-1 0] [0] [-1] [-1] outputs [] [] [] []
1619 sum inputs [-1 0] [0] [-1] [0] outputs [-1] [0] [-1] [0]
1620 sum inputs [-1 0] [0] [-1] [1] outputs [0] [0] [-1] [1]
1621 sum inputs [-1 0] [0] [0] [-1] outputs [-1] [0] [0] [-1]
1622 sum inputs [-1 0] [0] [0] [0] outputs [0] [0] [0] [0]
1623 sum inputs [-1 0] [0] [0] [1] outputs [] [] [] []
1624 sum inputs [-1 0] [0] [1] [-1] outputs [0] [0] [1] [-1]
1625 sum inputs [-1 0] [0] [1] [0] outputs [] [] [] []
1626 sum inputs [-1 0] [0] [1] [1] outputs [] [] [] []
1627 sum inputs [-1 0] [1] [-1] [-1] outputs [-1] [1] [-1] [-1]
1628 sum inputs [-1 0] [1] [-1] [0] outputs [0] [1] [-1] [0]
1629 sum inputs [-1 0] [1] [-1] [1] outputs [] [] [] []
1630 sum inputs [-1 0] [1] [0] [-1] outputs [0] [1] [0] [-1]
1631 sum inputs [-1 0] [1] [0] [0] outputs [] [] [] []
1632 sum inputs [-1 0] [1] [0] [1] outputs [] [] [] []
1633 sum inputs [-1 0] [1] [1] [-1] outputs [] [] [] []
1634 sum inputs [-1 0] [1] [1] [-1] outputs [] [] [] []
1635 sum inputs [-1 0] [1] [1] [1] outputs [] [] [] []
1636 sum inputs [-1 0] [-1 0] [-1] [-1] outputs [] [] [] []
1637 sum inputs [-1 0] [-1 0] [-1] [0] outputs [-1] [0] [-1] [0]
1638 sum inputs [-1 0] [-1 0] [-1] [1] outputs [-1 0] [-1 0] [-1] [1]
1639 sum inputs [-1 0] [-1 0] [0] [-1] outputs [-1] [0] [0] [-1]
1640 sum inputs [-1 0] [-1 0] [0] [0] outputs [-1 0] [-1 0] [0] [0]
1641 sum inputs [-1 0] [-1 0] [0] [1] outputs [0] [-1] [0] [1]
1642 sum inputs [-1 0] [-1 0] [1] [-1] outputs [-1 0] [-1 0] [1] [-1]
1643 sum inputs [-1 0] [-1 0] [1] [0] outputs [0] [-1] [1] [0]
1644 sum inputs [-1 0] [-1 0] [1] [1] outputs [] [] [] []
1645 eq inputs [1] [1] outputs [1] [1]
1646 eq inputs [-1] [-1] outputs [-1] [-1]
1647 eq inputs [0] [0] outputs [0] [0]
1648 eq inputs [1] [-1] outputs [] []
1649 eq inputs [-1] [0] outputs [] []
1650 eq inputs [1] [0] outputs [] []
1651 eq inputs [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity]
1652 eq inputs [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0]
1653 eq inputs [0 Infinity] [-Infinity 0] outputs [0] [0]
1654 eq inputs [0 Infinity] [-Infinity -1] outputs [] []
1655 eq inputs [0 Infinity] [0] outputs [0] [0]
1656 eq inputs [0] [-Infinity Infinity] outputs [0] [0]
1657 eq inputs [1] [1] outputs [1] [1]
1658 eq inputs [-1] [-1] outputs [-1] [-1]
1659 eq inputs [0] [0] outputs [0] [0]
1660 eq inputs [-1] [1] outputs [] []
1661 eq inputs [-1] [0] outputs [] []
1662 eq inputs [1] [0] outputs [] []
1663 eq inputs [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity]
1664 eq inputs [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0]
1665 eq inputs [0 Infinity] [-Infinity 0] outputs [0] [0]
1666 eq inputs [0 Infinity] [-Infinity -1] outputs [] []
1667 eq inputs [0 Infinity] [0] outputs [0] [0]
1668 eq inputs {red} {red} outputs {red} {red}
1669 eq inputs {blue} {blue} outputs {blue} {blue}
1670 eq inputs {green} {green} outputs {green} {green}
1671 eq inputs {red} {blue} outputs {} {}
1672 eq inputs {green} {blue} outputs {} {}
1673 eq inputs {red} {green} outputs {} {}
1674 eq inputs {red blue green} {red blue green} outputs {red blue green} {red blue green}
1675 eq inputs {red blue green} {red} outputs {red} {red}
1676 eq inputs {red blue green} {blue} outputs {blue} {blue}
1677 eq inputs {red blue green} {green} outputs {green} {green}
eq inputs {red blue} {green} outputs {} {}
eq inputs {red blue} {green red} outputs {red} {red}
1679 neq inputs [1] [1] outputs [] []
1680 neq inputs [-1] [-1] outputs [] []
1681 neq inputs [0] [0] outputs [] []
1682 neq inputs [1] [-1] outputs [1] [-1]
1683 neq inputs [-1] [0] outputs [-1] [0]
1684 neq inputs [1] [0] outputs [1] [0]
1685 neq inputs [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity]
1686 neq inputs [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0]
1687 neq inputs [0 Infinity] [-Infinity 0] outputs [0 Infinity] [-Infinity 0]
1688 neq inputs [0 Infinity] [-Infinity -1] outputs [0 Infinity] [-Infinity -1]
1689 neq inputs [0 Infinity] [0] outputs [0.00001 Infinity] [0]
1690 neq inputs [0] [-Infinity Infinity] outputs [0] [-Infinity Infinity]
1691 neq inputs [1] [1] outputs [] []
1692 neq inputs [-1] [-1] outputs [] []
1693 neq inputs [0] [0] outputs [] []
1694 neq inputs [1] [-1] outputs [1] [-1]
1695 neq inputs [-1] [0] outputs [-1] [0]
1696 neq inputs [1] [0] outputs [1] [0]
1697 neq inputs [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity]
1698 neq inputs [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0]
1699 neq inputs [0 Infinity] [-Infinity 0] outputs [0 Infinity] [-Infinity 0]
1700 neq inputs [0 Infinity] [-Infinity -1] outputs [0 Infinity] [-Infinity -1]
1701 neq inputs [0 Infinity] [0] outputs [0.00001 Infinity] [0]
1702 neq inputs [0] [-Infinity Infinity] outputs [0] [-Infinity Infinity]
1703 neq inputs {red} {red} outputs {} {}
1704 neq inputs {blue} {blue} outputs {} {}
1705 neq inputs {green} {green} outputs {} {}
1706 neq inputs {red} {blue} outputs {red} {blue}
1707 neq inputs {green} {blue} outputs {green} {blue}
1708 neq inputs {red} {green} outputs {red} {green}
1709 neq inputs {red blue green} {red blue green} outputs {red blue green} {red blue green}
1710 neq inputs {red blue green} {red} outputs {blue green} {red}
1711 neq inputs {red blue green} {blue} outputs {green red} {blue}
1712 neq inputs {red blue green} {green} outputs {blue red} {green}
1713 neq inputs {red blue} {green} outputs {red blue} {green}
1714 for inputs [1] [1] outputs [1] [1]
1715 for inputs [0] [1] outputs [0] [1]
1716 for inputs [0] [0] outputs [] []
1717 for inputs [0 1] [0 1] outputs [0 1] [0 1]
1718 for inputs [0 1] [1] outputs [0 1] [1]
1719 for inputs [0.0 1] [0.0] outputs [0.000001 1] [0.0]
1720 for inputs [1] [1] [1] [1] outputs [1] [1] [1] [1]
1721 for inputs [1] [1] [1] [0] outputs [1] [1] [1] [0]
1722 for inputs [1] [1] [0] [0] outputs [1] [1] [0] [0]
1723 for inputs [1] [0] [0] [0] outputs [1] [0] [0] [0]
1724 for inputs [0] [0] [0] [0] outputs [] [] [] []
1725 for inputs [0 1] [0 1] [0 1] [1] outputs [0 1] [0 1] [0 1] [1]
1726 for inputs [0 1] [0 1] [0 1] [0] outputs [0 1] [0 1] [0 1] [0]
1727 for inputs [0 1] [0 1] [1] [1] outputs [0 1] [0 1] [1] [1]
1728 for inputs [0 1] [0 1] [1] [0] outputs [0 1] [0 1] [1] [0]
1729 for inputs [0 1] [0 1] [0] [0] outputs [0 1] [0 1] [0] [0]
1730 for inputs [0 1] [1] [1] [1] outputs [0 1] [1] [1] [1]
1731 for inputs [0 1] [1] [1] [0] outputs [0 1] [1] [1] [0]
1732 for inputs [0 1] [1] [0] [0] outputs [0 1] [1] [0] [0]
1733 for inputs [0.0 1] [0.0] [0.0] [0.0] outputs [0.000001 1] [0.0] [0.0] [0.0]
1734 addeqcond inputs [1] [1] [1] {true} outputs [] [] [] []
1735 addeqcond inputs [0] [0] [0] {true} outputs [0] [0] [0] {true}
1736 addeqcond inputs [-1] [-1] [-1] {true} outputs [] [] [] []
1737 addeqcond inputs [Infinity] [Infinity] [Infinity] {true} outputs [Infinity] [Infinity] [Infinity] {true}
1738 addeqcond inputs [-Infinity] [-Infinity] [-Infinity] {true} outputs [-Infinity] [-Infinity] [-Infinity] {true}
1739 addeqcond inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] {true} outputs [-Infinity -1] [-Infinity -1] [-Infinity -2] {true}
1740 addeqcond inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] {true} outputs [-Infinity 0] [-Infinity 0] [-Infinity 0] {true}
1741 addeqcond inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] {true} outputs [-Infinity 1] [-Infinity 1] [-Infinity 1] {true}
1742 addeqcond inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] {true} outputs [-1 Infinity] [-1 Infinity] [-1 Infinity] {true}
1743 addeqcond inputs [0 Infinity] [0 Infinity] [0 Infinity] {true} outputs [0 Infinity] [0 Infinity] [0 Infinity] {true}
1744 addeqcond inputs [1 Infinity] [1 Infinity] [1 Infinity] {true} outputs [1 Infinity] [1 Infinity] [2 Infinity] {true}
1745 addeqcond inputs [-1] [-1] [0] {true} outputs [] [] [] []
1746 addeqcond inputs [-1] [0] [1] {true} outputs [] [] [] []
1747 addeqcond inputs [-1] [0] [-1] {true} outputs [-1] [0] [-1] {true}
1748 addeqcond inputs [-1] [0] [0] {true} outputs [] [] [] []
1749 addeqcond inputs [-1] [0] [1] {true} outputs [] [] [] []
1750 addeqcond inputs [-1] [1] [-1] {true} outputs [] [] [] []
1751 addeqcond inputs [-1] [1] [0] {true} outputs [-1] [1] [0] {true}
1752 addeqcond inputs [-1] [1] [1] {true} outputs [] [] [] []
1753 addeqcond inputs [0] [-1] [0] {true} outputs [] [] [] []
1754 addeqcond inputs [0] [0] [1] {true} outputs [] [] [] []
1755 addeqcond inputs [0] [0] [-1] {true} outputs [] [] [] []
1756 addeqcond inputs [0] [0] [1] {true} outputs [] [] [] []
1757 addeqcond inputs [0] [1] [-1] {true} outputs [] [] [] []
1758 addeqcond inputs [0] [1] [0] {true} outputs [] [] [] []
1759 addeqcond inputs [0] [1] [1] {true} outputs [0] [1] [1] {true}
1760 addeqcond inputs [1] [-1] [0] {true} outputs [1] [-1] [0] {true}
1761 addeqcond inputs [1] [0] [1] {true} outputs [1] [0] [1] {true}
1762 addeqcond inputs [0] [1] [0] {true} outputs [] [] [] []
1763 addeqcond inputs [1] [0] [0] {true} outputs [] [] [] []
1764 addeqcond inputs [1] [0] [1] {true} outputs [1] [0] [1] {true}
1765 addeqcond inputs [1] [1] [-1] {true} outputs [] [] [] []
1766 addeqcond inputs [1] [1] [0] {true} outputs [] [] [] []
1767 addeqcond inputs [-1] [-1] [Infinity] {true} outputs [] [] [] {}
1768 addeqcond inputs [-1] [-1] [-Infinity] {true} outputs [] [] [] {}
1769 addeqcond inputs [-1] [Infinity] [1] {true} outputs [] [] [] {}
1770 addeqcond inputs [-1] [-Infinity] [1] {true} outputs [] [] [] {}
1771 addeqcond inputs [Infinity] [-1] [1] {true} outputs [] [] [] {}
1772 addeqcond inputs [-Infinity] [-1] [1] {true} outputs [] [] [] {}
1773 addeqcond inputs [-Infinity -1] [-Infinity -1] [0] {true} outputs [] [] [] []
1774 addeqcond inputs [-Infinity -1] [-Infinity 0] [0] {true} outputs [] [] [] []
1775 addeqcond inputs [-Infinity -1] [-Infinity 1] [0] {true} outputs [-1] [1] [0] {true}
1776 addeqcond inputs [-Infinity -1] [-1 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
1777 addeqcond inputs [-Infinity -1] [0 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
1778 addeqcond inputs [-Infinity -1] [1 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
1779 addeqcond inputs [-Infinity 0] [-Infinity -1] [0] {true} outputs [] [] [] []
1780 addeqcond inputs [-Infinity 0] [-Infinity 0] [0] {true} outputs [0] [0] [0] {true}
1781 addeqcond inputs [-Infinity 0] [-Infinity 1] [0] {true} outputs [-1 0] [0 1] [0] {true}
1782 addeqcond inputs [-Infinity 0] [-1 Infinity] [0] {true} outputs [-Infinity 0] [0 Infinity] [0] {true}
1783 addeqcond inputs [-Infinity 0] [0 Infinity] [0] {true} outputs [-Infinity 0] [0 Infinity] [0] {true}
1784 addeqcond inputs [-Infinity 0] [1 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
1785 addeqcond inputs [-Infinity 1] [-Infinity -1] [0] {true} outputs [1] [-1] [0] {true}
1786 addeqcond inputs [-Infinity 1] [-Infinity 0] [0] {true} outputs [0 1] [-1 0] [0] {true}
1787 addeqcond inputs [-Infinity 1] [-Infinity 1] [0] {true} outputs [-1 1] [-1 1] [0] {true}
1788 addeqcond inputs [-Infinity 1] [-1 Infinity] [0] {true} outputs [-Infinity 1] [-1 Infinity] [0] {true}
1789 addeqcond inputs [-Infinity 1] [0 Infinity] [0] {true} outputs [-Infinity 0] [0 Infinity] [0] {true}
1790 addeqcond inputs [-Infinity 1] [1 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
1791 addeqcond inputs [-1 Infinity] [-Infinity -1] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
1792 addeqcond inputs [-1 Infinity] [-Infinity 0] [0] {true} outputs [0 Infinity] [-Infinity 0] [0] {true}
1793 addeqcond inputs [-1 Infinity] [-Infinity 1] [0] {true} outputs [-1 Infinity] [-Infinity 1] [0] {true}
1794 addeqcond inputs [-1 Infinity] [-1 Infinity] [0] {true} outputs [-1 1] [-1 1] [0] {true}
1795 addeqcond inputs [-1 Infinity] [0 Infinity] [0] {true} outputs [-1 0] [0 1] [0] {true}
1796 addeqcond inputs [-1 Infinity] [1 Infinity] [0] {true} outputs [-1] [1] [0] {true}
1797 addeqcond inputs [0 Infinity] [-Infinity -1] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
1798 addeqcond inputs [0 Infinity] [-Infinity 0] [0] {true} outputs [0 Infinity] [-Infinity 0] [0] {true}
1799 addeqcond inputs [0 Infinity] [-Infinity 1] [0] {true} outputs [0 Infinity] [-Infinity 0] [0] {true}
1800 addeqcond inputs [0 Infinity] [-1 Infinity] [0] {true} outputs [0 1] [-1 0] [0] {true}
1801 addeqcond inputs [0 Infinity] [0 Infinity] [0] {true} outputs [0] [0] [0] {true}
1802 addeqcond inputs [0 Infinity] [1 Infinity] [0] {true} outputs [] [] [] []
1803 addeqcond inputs [1 Infinity] [-Infinity -1] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
1804 addeqcond inputs [1 Infinity] [-Infinity 0] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
1805 addeqcond inputs [1 Infinity] [-Infinity 1] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
1806 addeqcond inputs [1 Infinity] [-1 Infinity] [0] {true} outputs [1] [-1] [0] {true}
1807 addeqcond inputs [1 Infinity] [0 Infinity] [0] {true} outputs [] [] [] []
1808 addeqcond inputs [1 Infinity] [1 Infinity] [0] {true} outputs [] [] [] []
1809 addeqcond inputs [1] [1] [1] {false} outputs [1] [1] [1] {false}
1810 addeqcond inputs [0] [0] [0] {false} outputs [] [] [] []
1811 addeqcond inputs [-1] [-1] [-1] {false} outputs [-1] [-1] [-1] {false}
1812 addeqcond inputs [Infinity] [Infinity] [Infinity] {false} outputs [Infinity] [Infinity] [Infinity] {false}
1813 addeqcond inputs [-Infinity] [-Infinity] [-Infinity] {false} outputs [-Infinity] [-Infinity] [-Infinity] {false}
1814 addeqcond inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] {false} outputs [-Infinity -1] [-Infinity -1] [-Infinity -1] {false}
1815 addeqcond inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] {false} outputs [-Infinity 0] [-Infinity 0] [-Infinity 0] {false}
1816 addeqcond inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] {false} outputs [-Infinity 1] [-Infinity 1] [-Infinity 1] {false}
1817 addeqcond inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] {false} outputs [-1 Infinity] [-1 Infinity] [-1 Infinity] {false}
1818 addeqcond inputs [0 Infinity] [0 Infinity] [0 Infinity] {false} outputs [0 Infinity] [0 Infinity] [0 Infinity] {false}
1819 addeqcond inputs [1 Infinity] [1 Infinity] [1 Infinity] {false} outputs [1 Infinity] [1 Infinity] [1 Infinity] {false}
1820 addeqcond inputs [-1] [-1] [0] {false} outputs [-1] [-1] [0] {false}
1821 addeqcond inputs [-1] [0] [1] {false} outputs [-1] [0] [1] {false}
1822 addeqcond inputs [-1] [0] [-1] {false} outputs [] [] [] []
1823 addeqcond inputs [-1] [0] [0] {false} outputs [-1] [0] [0] {false}
1824 addeqcond inputs [-1] [1] [-1] {false} outputs [-1] [1] [-1] {false}
1825 addeqcond inputs [-1] [1] [0] {false} outputs [] [] [] []
1826 addeqcond inputs [-1] [1] [1] {false} outputs [-1] [1] [1] {false}
1827 addeqcond inputs [0] [-1] [0] {false} outputs [0] [-1] [0] {false}
1828 addeqcond inputs [0] [0] [1] {false} outputs [0] [0] [1] {false}
1829 addeqcond inputs [0] [0] [-1] {false} outputs [0] [0] [-1] {false}
1830 addeqcond inputs [0] [0] [0] {false} outputs [] [] [] []
1831 addeqcond inputs [0] [0] [1] {false} outputs [0] [0] [1] {false}
1832 addeqcond inputs [0] [1] [-1] {false} outputs [0] [1] [-1] {false}
1833 addeqcond inputs [0] [1] [0] {false} outputs [0] [1] [0] {false}
1834 addeqcond inputs [0] [1] [1] {false} outputs [] [] [] []
1835 addeqcond inputs [1] [-1] [0] {false} outputs [] [] [] []
1836 addeqcond inputs [1] [0] [1] {false} outputs [] [] [] []
1837 addeqcond inputs [1] [0] [-1] {false} outputs [1] [0] [-1] {false}
1838 addeqcond inputs [1] [0] [0] {false} outputs [1] [0] [0] {false}
1839 addeqcond inputs [1] [1] [-1] {false} outputs [1] [1] [-1] {false}
1840 addeqcond inputs [1] [1] [0] {false} outputs [1] [1] [0] {false}
1841 addeqcond inputs [1] [1] [1] {false} outputs [1] [1] [1] {false}
1842 addeqcond inputs [-1] [-1] [Infinity] {false} outputs [-1] [-1] [Infinity] {false}
1843 addeqcond inputs [-1] [-1] [-Infinity] {false} outputs [-1] [-1] [-Infinity] {false}
1844 addeqcond inputs [-1] [Infinity] [1] {false} outputs [-1] [Infinity] [1] {false}
1845 addeqcond inputs [-1] [-Infinity] [1] {false} outputs [-1] [-Infinity] [1] {false}
1846 addeqcond inputs [Infinity] [-1] [1] {false} outputs [Infinity] [-1] [1] {false}
1847 addeqcond inputs [-Infinity] [-1] [1] {false} outputs [-Infinity] [-1] [1] {false}
1848 addeqcond inputs [-Infinity -1] [-Infinity -1] [0] {false} outputs [-Infinity -1] [-Infinity -1] [0] {false}
1849 addeqcond inputs [-Infinity -1] [-Infinity 0] [0] {false} outputs [-Infinity -1] [-Infinity 0] [0] {false}
1850 addeqcond inputs [-Infinity -1] [-Infinity 1] [0] {false} outputs [-Infinity -1] [-Infinity 1] [0] {false}
1851 addeqcond inputs [-Infinity -1] [-1 Infinity] [0] {false} outputs [-Infinity -1] [-1 Infinity] [0] {false}
1852 addeqcond inputs [-Infinity -1] [0 Infinity] [0] {false} outputs [-Infinity -1] [0 Infinity] [0] {false}
1853 addeqcond inputs [-Infinity -1] [1 Infinity] [0] {false} outputs [-Infinity -1] [1 Infinity] [0] {false}
1854 addeqcond inputs [-Infinity 0] [-Infinity -1] [0] {false} outputs [-Infinity 0] [-Infinity -1] [0] {false}
1855 addeqcond inputs [-Infinity 0] [-Infinity 0] [0] {false} outputs [-Infinity 0] [-Infinity 0] [0] {false}
1856 addeqcond inputs [-Infinity 0] [-Infinity 1] [0] {false} outputs [-Infinity 0] [-Infinity 1] [0] {false}
1857 addeqcond inputs [-Infinity 0] [-1 Infinity] [0] {false} outputs [-Infinity 0] [-1 Infinity] [0] {false}
1858 addeqcond inputs [-Infinity 0] [0 Infinity] [0] {false} outputs [-Infinity 0] [0 Infinity] [0] {false}
1859 addeqcond inputs [-Infinity 0] [1 Infinity] [0] {false} outputs [-Infinity 0] [1 Infinity] [0] {false}
1860 addeqcond inputs [-Infinity 1] [-Infinity -1] [0] {false} outputs [-Infinity 1] [-Infinity -1] [0] {false}
1861 addeqcond inputs [-Infinity 1] [-Infinity 0] [0] {false} outputs [-Infinity 1] [-Infinity 0] [0] {false}
1862 addeqcond inputs [-Infinity 1] [-Infinity 1] [0] {false} outputs [-Infinity 1] [-Infinity 1] [0] {false}
1863 addeqcond inputs [-Infinity 1] [-1 Infinity] [0] {false} outputs [-Infinity 1] [-1 Infinity] [0] {false}
1864 addeqcond inputs [-Infinity 1] [0 Infinity] [0] {false} outputs [-Infinity 1] [0 Infinity] [0] {false}
1865 addeqcond inputs [-Infinity 1] [1 Infinity] [0] {false} outputs [-Infinity 1] [1 Infinity] [0] {false}
1866 addeqcond inputs [-1 Infinity] [-Infinity -1] [0] {false} outputs [-1 Infinity] [-Infinity -1] [0] {false}
1867 addeqcond inputs [-1 Infinity] [-Infinity 0] [0] {false} outputs [-1 Infinity] [-Infinity 0] [0] {false}
1868 addeqcond inputs [-1 Infinity] [-Infinity 1] [0] {false} outputs [-1 Infinity] [-Infinity 1] [0] {false}
1869 addeqcond inputs [-1 Infinity] [-1 Infinity] [0] {false} outputs [-1 Infinity] [-1 Infinity] [0] {false}
1870 addeqcond inputs [-1 Infinity] [0 Infinity] [0] {false} outputs [-1 Infinity] [0 Infinity] [0] {false}
1871 addeqcond inputs [-1 Infinity] [1 Infinity] [0] {false} outputs [-1 Infinity] [1 Infinity] [0] {false}
1872 addeqcond inputs [0 Infinity] [-Infinity -1] [0] {false} outputs [0 Infinity] [-Infinity -1] [0] {false}
1873 addeqcond inputs [0 Infinity] [-Infinity 0] [0] {false} outputs [0 Infinity] [-Infinity 0] [0] {false}
1874 addeqcond inputs [0 Infinity] [-Infinity 1] [0] {false} outputs [0 Infinity] [-Infinity 1] [0] {false}
1875 addeqcond inputs [0 Infinity] [-1 Infinity] [0] {false} outputs [0 Infinity] [-1 Infinity] [0] {false}
1876 addeqcond inputs [0 Infinity] [0 Infinity] [0] {false} outputs [0 Infinity] [0 Infinity] [0] {false}
1877 addeqcond inputs [0 Infinity] [1 Infinity] [0] {false} outputs [0 Infinity] [1 Infinity] [0] {false}
1878 addeqcond inputs [1 Infinity] [-Infinity -1] [0] {false} outputs [1 Infinity] [-Infinity -1] [0] {false}
1879 addeqcond inputs [1 Infinity] [-Infinity 0] [0] {false} outputs [1 Infinity] [-Infinity 0] [0] {false}
1880 addeqcond inputs [1 Infinity] [-Infinity 1] [0] {false} outputs [1 Infinity] [-Infinity 1] [0] {false}
1881 addeqcond inputs [1 Infinity] [-1 Infinity] [0] {false} outputs [1 Infinity] [-1 Infinity] [0] {false}
1882 addeqcond inputs [1 Infinity] [0 Infinity] [0] {false} outputs [1 Infinity] [0 Infinity] [0] {false}
1883 addeqcond inputs [1 Infinity] [1 Infinity] [0] {false} outputs [1 Infinity] [1 Infinity] [0] {false}
1884 addeqcond inputs [1.] [-1. 10] [0.] {false} outputs [1.] [-1. 10] [0.] {false}
1885 addeqcond inputs [1] [-2 10] [0] {false} outputs [1] [-2 10] [0] {false}
1886 addeqcond inputs [1] [1] [1] {true} outputs [] [] [] []
1887 addeqcond inputs [0] [0] [0] {true} outputs [0] [0] [0] {true}
1888 addeqcond inputs [-1] [-1] [-1] {true} outputs [] [] [] []
1889 addeqcond inputs [Infinity] [Infinity] [Infinity] {true} outputs [Infinity] [Infinity] [Infinity] {true}
1890 addeqcond inputs [-Infinity] [-Infinity] [-Infinity] {true} outputs [-Infinity] [-Infinity] [-Infinity] {true}
1891 addeqcond inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] {true} outputs [-Infinity -1] [-Infinity -1] [-Infinity -2] {true}
1892 addeqcond inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] {true} outputs [-Infinity 0] [-Infinity 0] [-Infinity 0] {true}
1893 addeqcond inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] {true} outputs [-Infinity 1] [-Infinity 1] [-Infinity 1] {true}
1894 addeqcond inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] {true} outputs [-1 Infinity] [-1 Infinity] [-1 Infinity] {true}
1895 addeqcond inputs [0 Infinity] [0 Infinity] [0 Infinity] {true} outputs [0 Infinity] [0 Infinity] [0 Infinity] {true}
1896 addeqcond inputs [1 Infinity] [1 Infinity] [1 Infinity] {true} outputs [1 Infinity] [1 Infinity] [2 Infinity] {true}
1897 addeqcond inputs [-1] [-1] [0] {true} outputs [] [] [] []
1898 addeqcond inputs [-1] [0] [1] {true} outputs [] [] [] []
1899 addeqcond inputs [-1] [0] [-1] {true} outputs [-1] [0] [-1] {true}
1900 addeqcond inputs [-1] [0] [0] {true} outputs [] [] [] []
1901 addeqcond inputs [-1] [0] [1] {true} outputs [] [] [] []
1902 addeqcond inputs [-1] [1] [-1] {true} outputs [] [] [] []
1903 addeqcond inputs [-1] [1] [0] {true} outputs [-1] [1] [0] {true}
1904 addeqcond inputs [-1] [1] [1] {true} outputs [] [] [] []
1905 addeqcond inputs [0] [-1] [0] {true} outputs [] [] [] []
1906 addeqcond inputs [0] [0] [1] {true} outputs [] [] [] []
1907 addeqcond inputs [0] [0] [-1] {true} outputs [] [] [] []
1908 addeqcond inputs [0] [0] [1] {true} outputs [] [] [] []
1909 addeqcond inputs [0] [1] [-1] {true} outputs [] [] [] []
1910 addeqcond inputs [0] [1] [0] {true} outputs [] [] [] []
1911 addeqcond inputs [0] [1] [1] {true} outputs [0] [1] [1] {true}
1912 addeqcond inputs [1] [-1] [0] {true} outputs [1] [-1] [0] {true}
1913 addeqcond inputs [1] [0] [1] {true} outputs [1] [0] [1] {true}
1914 addeqcond inputs [0] [1] [0] {true} outputs [] [] [] []
1915 addeqcond inputs [1] [0] [0] {true} outputs [] [] [] []
1916 addeqcond inputs [1] [0] [1] {true} outputs [1] [0] [1] {true}
1917 addeqcond inputs [1] [1] [-1] {true} outputs [] [] [] []
1918 addeqcond inputs [1] [1] [0] {true} outputs [] [] [] []
1919 addeqcond inputs [-1] [-1] [Infinity] {true} outputs [] [] [] {}
1920 addeqcond inputs [-1] [-1] [-Infinity] {true} outputs [] [] [] {}
1921 addeqcond inputs [-1] [Infinity] [1] {true} outputs [] [] [] {}
1922 addeqcond inputs [-1] [-Infinity] [1] {true} outputs [] [] [] {}
1923 addeqcond inputs [Infinity] [-1] [1] {true} outputs [] [] [] {}
1924 addeqcond inputs [-Infinity] [-1] [1] {true} outputs [] [] [] {}
1925 addeqcond inputs [-Infinity -1] [-Infinity -1] [0] {true} outputs [] [] [] []
1926 addeqcond inputs [-Infinity -1] [-Infinity 0] [0] {true} outputs [] [] [] []
1927 addeqcond inputs [-Infinity -1] [-Infinity 1] [0] {true} outputs [-1] [1] [0] {true}
1928 addeqcond inputs [-Infinity -1] [-1 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
1929 addeqcond inputs [-Infinity -1] [0 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
1930 addeqcond inputs [-Infinity -1] [1 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
1931 addeqcond inputs [-Infinity 0] [-Infinity -1] [0] {true} outputs [] [] [] []
1932 addeqcond inputs [-Infinity 0] [-Infinity 0] [0] {true} outputs [0] [0] [0] {true}
1933 addeqcond inputs [-Infinity 0] [-Infinity 1] [0] {true} outputs [-1 0] [0 1] [0] {true}
1934 addeqcond inputs [-Infinity 0] [-1 Infinity] [0] {true} outputs [-Infinity 0] [0 Infinity] [0] {true}
1935 addeqcond inputs [-Infinity 0] [0 Infinity] [0] {true} outputs [-Infinity 0] [0 Infinity] [0] {true}
1936 addeqcond inputs [-Infinity 0] [1 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
1937 addeqcond inputs [-Infinity 1] [-Infinity -1] [0] {true} outputs [1] [-1] [0] {true}
1938 addeqcond inputs [-Infinity 1] [-Infinity 0] [0] {true} outputs [0 1] [-1 0] [0] {true}
1939 addeqcond inputs [-Infinity 1] [-Infinity 1] [0] {true} outputs [-1 1] [-1 1] [0] {true}
1940 addeqcond inputs [-Infinity 1] [-1 Infinity] [0] {true} outputs [-Infinity 1] [-1 Infinity] [0] {true}
1941 addeqcond inputs [-Infinity 1] [0 Infinity] [0] {true} outputs [-Infinity 0] [0 Infinity] [0] {true}
1942 addeqcond inputs [-Infinity 1] [1 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
1943 addeqcond inputs [-1 Infinity] [-Infinity -1] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
1944 addeqcond inputs [-1 Infinity] [-Infinity 0] [0] {true} outputs [0 Infinity] [-Infinity 0] [0] {true}
1945 addeqcond inputs [-1 Infinity] [-Infinity 1] [0] {true} outputs [-1 Infinity] [-Infinity 1] [0] {true}
1946 addeqcond inputs [-1 Infinity] [-1 Infinity] [0] {true} outputs [-1 1] [-1 1] [0] {true}
1947 addeqcond inputs [-1 Infinity] [0 Infinity] [0] {true} outputs [-1 0] [0 1] [0] {true}
1948 addeqcond inputs [-1 Infinity] [1 Infinity] [0] {true} outputs [-1] [1] [0] {true}
1949 addeqcond inputs [0 Infinity] [-Infinity -1] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
1950 addeqcond inputs [0 Infinity] [-Infinity 0] [0] {true} outputs [0 Infinity] [-Infinity 0] [0] {true}
1951 addeqcond inputs [0 Infinity] [-Infinity 1] [0] {true} outputs [0 Infinity] [-Infinity 0] [0] {true}
1952 addeqcond inputs [0 Infinity] [-1 Infinity] [0] {true} outputs [0 1] [-1 0] [0] {true}
1953 addeqcond inputs [0 Infinity] [0 Infinity] [0] {true} outputs [0] [0] [0] {true}
1954 addeqcond inputs [0 Infinity] [1 Infinity] [0] {true} outputs [] [] [] []
1955 addeqcond inputs [1 Infinity] [-Infinity -1] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
1956 addeqcond inputs [1 Infinity] [-Infinity 0] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
1957 addeqcond inputs [1 Infinity] [-Infinity 1] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
1958 addeqcond inputs [1 Infinity] [-1 Infinity] [0] {true} outputs [1] [-1] [0] {true}
1959 addeqcond inputs [1 Infinity] [0 Infinity] [0] {true} outputs [] [] [] []
1960 addeqcond inputs [1 Infinity] [1 Infinity] [0] {true} outputs [] [] [] []
1961 addeqcond inputs [1] [1] [1] {false} outputs [1] [1] [1] {false}
1962 addeqcond inputs [0] [0] [0] {false} outputs [] [] [] []
1963 addeqcond inputs [-1] [-1] [-1] {false} outputs [-1] [-1] [-1] {false}
1964 addeqcond inputs [Infinity] [Infinity] [Infinity] {false} outputs [Infinity] [Infinity] [Infinity] {false}
1965 addeqcond inputs [-Infinity] [-Infinity] [-Infinity] {false} outputs [-Infinity] [-Infinity] [-Infinity] {false}
1966 addeqcond inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] {false} outputs [-Infinity -1] [-Infinity -1] [-Infinity -1] {false}
1967 addeqcond inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] {false} outputs [-Infinity 0] [-Infinity 0] [-Infinity 0] {false}
1968 addeqcond inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] {false} outputs [-Infinity 1] [-Infinity 1] [-Infinity 1] {false}
1969 addeqcond inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] {false} outputs [-1 Infinity] [-1 Infinity] [-1 Infinity] {false}
1970 addeqcond inputs [0 Infinity] [0 Infinity] [0 Infinity] {false} outputs [0 Infinity] [0 Infinity] [0 Infinity] {false}
1971 addeqcond inputs [1 Infinity] [1 Infinity] [1 Infinity] {false} outputs [1 Infinity] [1 Infinity] [1 Infinity] {false}
1972 addeqcond inputs [-1] [-1] [0] {false} outputs [-1] [-1] [0] {false}
1973 addeqcond inputs [-1] [0] [1] {false} outputs [-1] [0] [1] {false}
1974 addeqcond inputs [-1] [0] [-1] {false} outputs [] [] [] []
1975 addeqcond inputs [-1] [0] [0] {false} outputs [-1] [0] [0] {false}
1976 addeqcond inputs [-1] [1] [-1] {false} outputs [-1] [1] [-1] {false}
1977 addeqcond inputs [-1] [1] [0] {false} outputs [] [] [] []
1978 addeqcond inputs [-1] [1] [1] {false} outputs [-1] [1] [1] {false}
1979 addeqcond inputs [0] [-1] [0] {false} outputs [0] [-1] [0] {false}
1980 addeqcond inputs [0] [0] [1] {false} outputs [0] [0] [1] {false}
1981 addeqcond inputs [0] [0] [-1] {false} outputs [0] [0] [-1] {false}
1982 addeqcond inputs [0] [0] [0] {false} outputs [] [] [] []
1983 addeqcond inputs [0] [0] [1] {false} outputs [0] [0] [1] {false}
1984 addeqcond inputs [0] [1] [-1] {false} outputs [0] [1] [-1] {false}
1985 addeqcond inputs [0] [1] [0] {false} outputs [0] [1] [0] {false}
1986 addeqcond inputs [0] [1] [1] {false} outputs [] [] [] []
1987 addeqcond inputs [1] [-1] [0] {false} outputs [] [] [] []
1988 addeqcond inputs [1] [0] [1] {false} outputs [] [] [] []
1989 addeqcond inputs [1] [0] [-1] {false} outputs [1] [0] [-1] {false}
1990 addeqcond inputs [1] [0] [0] {false} outputs [1] [0] [0] {false}
1991 addeqcond inputs [1] [1] [-1] {false} outputs [1] [1] [-1] {false}
1992 addeqcond inputs [1] [1] [0] {false} outputs [1] [1] [0] {false}
1993 addeqcond inputs [1] [1] [1] {false} outputs [1] [1] [1] {false}
1994 addeqcond inputs [-1] [-1] [Infinity] {false} outputs [-1] [-1] [Infinity] {false}
1995 addeqcond inputs [-1] [-1] [-Infinity] {false} outputs [-1] [-1] [-Infinity] {false}
1996 addeqcond inputs [-1] [Infinity] [1] {false} outputs [-1] [Infinity] [1] {false}
1997 addeqcond inputs [-1] [-Infinity] [1] {false} outputs [-1] [-Infinity] [1] {false}
1998 addeqcond inputs [Infinity] [-1] [1] {false} outputs [Infinity] [-1] [1] {false}
1999 addeqcond inputs [-Infinity] [-1] [1] {false} outputs [-Infinity] [-1] [1] {false}
2000 addeqcond inputs [-Infinity -1] [-Infinity -1] [0] {false} outputs [-Infinity -1] [-Infinity -1] [0] {false}
2001 addeqcond inputs [-Infinity -1] [-Infinity 0] [0] {false} outputs [-Infinity -1] [-Infinity 0] [0] {false}
2002 addeqcond inputs [-Infinity -1] [-Infinity 1] [0] {false} outputs [-Infinity -1] [-Infinity 1] [0] {false}
2003 addeqcond inputs [-Infinity -1] [-1 Infinity] [0] {false} outputs [-Infinity -1] [-1 Infinity] [0] {false}
2004 addeqcond inputs [-Infinity -1] [0 Infinity] [0] {false} outputs [-Infinity -1] [0 Infinity] [0] {false}
2005 addeqcond inputs [-Infinity -1] [1 Infinity] [0] {false} outputs [-Infinity -1] [1 Infinity] [0] {false}
2006 addeqcond inputs [-Infinity 0] [-Infinity -1] [0] {false} outputs [-Infinity 0] [-Infinity -1] [0] {false}
2007 addeqcond inputs [-Infinity 0] [-Infinity 0] [0] {false} outputs [-Infinity 0] [-Infinity 0] [0] {false}
2008 addeqcond inputs [-Infinity 0] [-Infinity 1] [0] {false} outputs [-Infinity 0] [-Infinity 1] [0] {false}
2009 addeqcond inputs [-Infinity 0] [-1 Infinity] [0] {false} outputs [-Infinity 0] [-1 Infinity] [0] {false}
2010 addeqcond inputs [-Infinity 0] [0 Infinity] [0] {false} outputs [-Infinity 0] [0 Infinity] [0] {false}
2011 addeqcond inputs [-Infinity 0] [1 Infinity] [0] {false} outputs [-Infinity 0] [1 Infinity] [0] {false}
2012 addeqcond inputs [-Infinity 1] [-Infinity -1] [0] {false} outputs [-Infinity 1] [-Infinity -1] [0] {false}
2013 addeqcond inputs [-Infinity 1] [-Infinity 0] [0] {false} outputs [-Infinity 1] [-Infinity 0] [0] {false}
2014 addeqcond inputs [-Infinity 1] [-Infinity 1] [0] {false} outputs [-Infinity 1] [-Infinity 1] [0] {false}
2015 addeqcond inputs [-Infinity 1] [-1 Infinity] [0] {false} outputs [-Infinity 1] [-1 Infinity] [0] {false}
2016 addeqcond inputs [-Infinity 1] [0 Infinity] [0] {false} outputs [-Infinity 1] [0 Infinity] [0] {false}
2017 addeqcond inputs [-Infinity 1] [1 Infinity] [0] {false} outputs [-Infinity 1] [1 Infinity] [0] {false}
2018 addeqcond inputs [-1 Infinity] [-Infinity -1] [0] {false} outputs [-1 Infinity] [-Infinity -1] [0] {false}
2019 addeqcond inputs [-1 Infinity] [-Infinity 0] [0] {false} outputs [-1 Infinity] [-Infinity 0] [0] {false}
2020 addeqcond inputs [-1 Infinity] [-Infinity 1] [0] {false} outputs [-1 Infinity] [-Infinity 1] [0] {false}
2021 addeqcond inputs [-1 Infinity] [-1 Infinity] [0] {false} outputs [-1 Infinity] [-1 Infinity] [0] {false}
2022 addeqcond inputs [-1 Infinity] [0 Infinity] [0] {false} outputs [-1 Infinity] [0 Infinity] [0] {false}
2023 addeqcond inputs [-1 Infinity] [1 Infinity] [0] {false} outputs [-1 Infinity] [1 Infinity] [0] {false}
2024 addeqcond inputs [0 Infinity] [-Infinity -1] [0] {false} outputs [0 Infinity] [-Infinity -1] [0] {false}
2025 addeqcond inputs [0 Infinity] [-Infinity 0] [0] {false} outputs [0 Infinity] [-Infinity 0] [0] {false}
2026 addeqcond inputs [0 Infinity] [-Infinity 1] [0] {false} outputs [0 Infinity] [-Infinity 1] [0] {false}
2027 addeqcond inputs [0 Infinity] [-1 Infinity] [0] {false} outputs [0 Infinity] [-1 Infinity] [0] {false}
2028 addeqcond inputs [0 Infinity] [0 Infinity] [0] {false} outputs [0 Infinity] [0 Infinity] [0] {false}
2029 addeqcond inputs [0 Infinity] [1 Infinity] [0] {false} outputs [0 Infinity] [1 Infinity] [0] {false}
2030 addeqcond inputs [1 Infinity] [-Infinity -1] [0] {false} outputs [1 Infinity] [-Infinity -1] [0] {false}
2031 addeqcond inputs [1 Infinity] [-Infinity 0] [0] {false} outputs [1 Infinity] [-Infinity 0] [0] {false}
2032 addeqcond inputs [1 Infinity] [-Infinity 1] [0] {false} outputs [1 Infinity] [-Infinity 1] [0] {false}
2033 addeqcond inputs [1 Infinity] [-1 Infinity] [0] {false} outputs [1 Infinity] [-1 Infinity] [0] {false}
2034 addeqcond inputs [1 Infinity] [0 Infinity] [0] {false} outputs [1 Infinity] [0 Infinity] [0] {false}
2035 addeqcond inputs [1 Infinity] [1 Infinity] [0] {false} outputs [1 Infinity] [1 Infinity] [0] {false}
2036 addeqcond inputs [1.] [-1. 10] [0.] {false} outputs [1.] [-1. 10] [0.] {false}
2037 addeqcond inputs [1] [-2 10] [0] {false} outputs [1] [-2 10] [0] {false}
2038 addeqcond inputs [1] [1] [1] {true} outputs [] [] [] []
2039 addeqcond inputs [0] [0] [0] {true} outputs [0] [0] [0] {true}
2040 addeqcond inputs [-1] [-1] [-1] {true} outputs [] [] [] []
2041 addeqcond inputs [Infinity] [Infinity] [Infinity] {true} outputs [Infinity] [Infinity] [Infinity] {true}
2042 addeqcond inputs [-Infinity] [-Infinity] [-Infinity] {true} outputs [-Infinity] [-Infinity] [-Infinity] {true}
2043 addeqcond inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] {true} outputs [-Infinity -1] [-Infinity -1] [-Infinity -2] {true}
2044 addeqcond inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] {true} outputs [-Infinity 0] [-Infinity 0] [-Infinity 0] {true}
2045 addeqcond inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] {true} outputs [-Infinity 1] [-Infinity 1] [-Infinity 1] {true}
2046 addeqcond inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] {true} outputs [-1 Infinity] [-1 Infinity] [-1 Infinity] {true}
2047 addeqcond inputs [0 Infinity] [0 Infinity] [0 Infinity] {true} outputs [0 Infinity] [0 Infinity] [0 Infinity] {true}
2048 addeqcond inputs [1 Infinity] [1 Infinity] [1 Infinity] {true} outputs [1 Infinity] [1 Infinity] [2 Infinity] {true}
2049 addeqcond inputs [-1] [-1] [0] {true} outputs [] [] [] []
2050 addeqcond inputs [-1] [0] [1] {true} outputs [] [] [] []
2051 addeqcond inputs [-1] [0] [-1] {true} outputs [-1] [0] [-1] {true}
2052 addeqcond inputs [-1] [0] [0] {true} outputs [] [] [] []
2053 addeqcond inputs [-1] [0] [1] {true} outputs [] [] [] []
2054 addeqcond inputs [-1] [1] [-1] {true} outputs [] [] [] []
2055 addeqcond inputs [-1] [1] [0] {true} outputs [-1] [1] [0] {true}
2056 addeqcond inputs [-1] [1] [1] {true} outputs [] [] [] []
2057 addeqcond inputs [0] [-1] [0] {true} outputs [] [] [] []
2058 addeqcond inputs [0] [0] [1] {true} outputs [] [] [] []
2059 addeqcond inputs [0] [0] [-1] {true} outputs [] [] [] []
2060 addeqcond inputs [0] [0] [1] {true} outputs [] [] [] []
2061 addeqcond inputs [0] [1] [-1] {true} outputs [] [] [] []
2062 addeqcond inputs [0] [1] [0] {true} outputs [] [] [] []
2063 addeqcond inputs [0] [1] [1] {true} outputs [0] [1] [1] {true}
2064 addeqcond inputs [1] [-1] [0] {true} outputs [1] [-1] [0] {true}
2065 addeqcond inputs [1] [0] [1] {true} outputs [1] [0] [1] {true}
2066 addeqcond inputs [0] [1] [0] {true} outputs [] [] [] []
2067 addeqcond inputs [1] [0] [0] {true} outputs [] [] [] []
2068 addeqcond inputs [1] [0] [1] {true} outputs [1] [0] [1] {true}
2069 addeqcond inputs [1] [1] [-1] {true} outputs [] [] [] []
2070 addeqcond inputs [1] [1] [0] {true} outputs [] [] [] []
2071 addeqcond inputs [-1] [-1] [Infinity] {true} outputs [] [] [] {}
2072 addeqcond inputs [-1] [-1] [-Infinity] {true} outputs [] [] [] {}
2073 addeqcond inputs [-1] [Infinity] [1] {true} outputs [] [] [] {}
2074 addeqcond inputs [-1] [-Infinity] [1] {true} outputs [] [] [] {}
2075 addeqcond inputs [Infinity] [-1] [1] {true} outputs [] [] [] {}
2076 addeqcond inputs [-Infinity] [-1] [1] {true} outputs [] [] [] {}
2077 addeqcond inputs [-Infinity -1] [-Infinity -1] [0] {true} outputs [] [] [] []
2078 addeqcond inputs [-Infinity -1] [-Infinity 0] [0] {true} outputs [] [] [] []
2079 addeqcond inputs [-Infinity -1] [-Infinity 1] [0] {true} outputs [-1] [1] [0] {true}
2080 addeqcond inputs [-Infinity -1] [-1 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
2081 addeqcond inputs [-Infinity -1] [0 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
2082 addeqcond inputs [-Infinity -1] [1 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
2083 addeqcond inputs [-Infinity 0] [-Infinity -1] [0] {true} outputs [] [] [] []
2084 addeqcond inputs [-Infinity 0] [-Infinity 0] [0] {true} outputs [0] [0] [0] {true}
2085 addeqcond inputs [-Infinity 0] [-Infinity 1] [0] {true} outputs [-1 0] [0 1] [0] {true}
2086 addeqcond inputs [-Infinity 0] [-1 Infinity] [0] {true} outputs [-Infinity 0] [0 Infinity] [0] {true}
2087 addeqcond inputs [-Infinity 0] [0 Infinity] [0] {true} outputs [-Infinity 0] [0 Infinity] [0] {true}
2088 addeqcond inputs [-Infinity 0] [1 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
2089 addeqcond inputs [-Infinity 1] [-Infinity -1] [0] {true} outputs [1] [-1] [0] {true}
2090 addeqcond inputs [-Infinity 1] [-Infinity 0] [0] {true} outputs [0 1] [-1 0] [0] {true}
2091 addeqcond inputs [-Infinity 1] [-Infinity 1] [0] {true} outputs [-1 1] [-1 1] [0] {true}
2092 addeqcond inputs [-Infinity 1] [-1 Infinity] [0] {true} outputs [-Infinity 1] [-1 Infinity] [0] {true}
2093 addeqcond inputs [-Infinity 1] [0 Infinity] [0] {true} outputs [-Infinity 0] [0 Infinity] [0] {true}
2094 addeqcond inputs [-Infinity 1] [1 Infinity] [0] {true} outputs [-Infinity -1] [1 Infinity] [0] {true}
2095 addeqcond inputs [-1 Infinity] [-Infinity -1] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
2096 addeqcond inputs [-1 Infinity] [-Infinity 0] [0] {true} outputs [0 Infinity] [-Infinity 0] [0] {true}
2097 addeqcond inputs [-1 Infinity] [-Infinity 1] [0] {true} outputs [-1 Infinity] [-Infinity 1] [0] {true}
2098 addeqcond inputs [-1 Infinity] [-1 Infinity] [0] {true} outputs [-1 1] [-1 1] [0] {true}
2099 addeqcond inputs [-1 Infinity] [0 Infinity] [0] {true} outputs [-1 0] [0 1] [0] {true}
2100 addeqcond inputs [-1 Infinity] [1 Infinity] [0] {true} outputs [-1] [1] [0] {true}
2101 addeqcond inputs [0 Infinity] [-Infinity -1] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
2102 addeqcond inputs [0 Infinity] [-Infinity 0] [0] {true} outputs [0 Infinity] [-Infinity 0] [0] {true}
2103 addeqcond inputs [0 Infinity] [-Infinity 1] [0] {true} outputs [0 Infinity] [-Infinity 0] [0] {true}
2104 addeqcond inputs [0 Infinity] [-1 Infinity] [0] {true} outputs [0 1] [-1 0] [0] {true}
2105 addeqcond inputs [0 Infinity] [0 Infinity] [0] {true} outputs [0] [0] [0] {true}
2106 addeqcond inputs [0 Infinity] [1 Infinity] [0] {true} outputs [] [] [] []
2107 addeqcond inputs [1 Infinity] [-Infinity -1] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
2108 addeqcond inputs [1 Infinity] [-Infinity 0] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
2109 addeqcond inputs [1 Infinity] [-Infinity 1] [0] {true} outputs [1 Infinity] [-Infinity -1] [0] {true}
2110 addeqcond inputs [1 Infinity] [-1 Infinity] [0] {true} outputs [1] [-1] [0] {true}
2111 addeqcond inputs [1 Infinity] [0 Infinity] [0] {true} outputs [] [] [] []
2112 addeqcond inputs [1 Infinity] [1 Infinity] [0] {true} outputs [] [] [] []
2113 addeqcond inputs [1] [1] [1] {false} outputs [1] [1] [1] {false}
2114 addeqcond inputs [0] [0] [0] {false} outputs [] [] [] []
2115 addeqcond inputs [-1] [-1] [-1] {false} outputs [-1] [-1] [-1] {false}
2116 addeqcond inputs [Infinity] [Infinity] [Infinity] {false} outputs [Infinity] [Infinity] [Infinity] {false}
2117 addeqcond inputs [-Infinity] [-Infinity] [-Infinity] {false} outputs [-Infinity] [-Infinity] [-Infinity] {false}
2118 addeqcond inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] {false} outputs [-Infinity -1] [-Infinity -1] [-Infinity -1] {false}
2119 addeqcond inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] {false} outputs [-Infinity 0] [-Infinity 0] [-Infinity 0] {false}
2120 addeqcond inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] {false} outputs [-Infinity 1] [-Infinity 1] [-Infinity 1] {false}
2121 addeqcond inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] {false} outputs [-1 Infinity] [-1 Infinity] [-1 Infinity] {false}
2122 addeqcond inputs [0 Infinity] [0 Infinity] [0 Infinity] {false} outputs [0 Infinity] [0 Infinity] [0 Infinity] {false}
2123 addeqcond inputs [1 Infinity] [1 Infinity] [1 Infinity] {false} outputs [1 Infinity] [1 Infinity] [1 Infinity] {false}
2124 addeqcond inputs [-1] [-1] [0] {false} outputs [-1] [-1] [0] {false}
2125 addeqcond inputs [-1] [0] [1] {false} outputs [-1] [0] [1] {false}
2126 addeqcond inputs [-1] [0] [-1] {false} outputs [] [] [] []
2127 addeqcond inputs [-1] [0] [0] {false} outputs [-1] [0] [0] {false}
2128 addeqcond inputs [-1] [1] [-1] {false} outputs [-1] [1] [-1] {false}
2129 addeqcond inputs [-1] [1] [0] {false} outputs [] [] [] []
2130 addeqcond inputs [-1] [1] [1] {false} outputs [-1] [1] [1] {false}
2131 addeqcond inputs [0] [-1] [0] {false} outputs [0] [-1] [0] {false}
2132 addeqcond inputs [0] [0] [1] {false} outputs [0] [0] [1] {false}
2133 addeqcond inputs [0] [0] [-1] {false} outputs [0] [0] [-1] {false}
2134 addeqcond inputs [0] [0] [0] {false} outputs [] [] [] []
2135 addeqcond inputs [0] [0] [1] {false} outputs [0] [0] [1] {false}
2136 addeqcond inputs [0] [1] [-1] {false} outputs [0] [1] [-1] {false}
2137 addeqcond inputs [0] [1] [0] {false} outputs [0] [1] [0] {false}
2138 addeqcond inputs [0] [1] [1] {false} outputs [] [] [] []
2139 addeqcond inputs [1] [-1] [0] {false} outputs [] [] [] []
2140 addeqcond inputs [1] [0] [1] {false} outputs [] [] [] []
2141 addeqcond inputs [1] [0] [-1] {false} outputs [1] [0] [-1] {false}
2142 addeqcond inputs [1] [0] [0] {false} outputs [1] [0] [0] {false}
2143 addeqcond inputs [1] [1] [-1] {false} outputs [1] [1] [-1] {false}
2144 addeqcond inputs [1] [1] [0] {false} outputs [1] [1] [0] {false}
2145 addeqcond inputs [1] [1] [1] {false} outputs [1] [1] [1] {false}
2146 addeqcond inputs [-1] [-1] [Infinity] {false} outputs [-1] [-1] [Infinity] {false}
2147 addeqcond inputs [-1] [-1] [-Infinity] {false} outputs [-1] [-1] [-Infinity] {false}
2148 addeqcond inputs [-1] [Infinity] [1] {false} outputs [-1] [Infinity] [1] {false}
2149 addeqcond inputs [-1] [-Infinity] [1] {false} outputs [-1] [-Infinity] [1] {false}
2150 addeqcond inputs [Infinity] [-1] [1] {false} outputs [Infinity] [-1] [1] {false}
2151 addeqcond inputs [-Infinity] [-1] [1] {false} outputs [-Infinity] [-1] [1] {false}
2152 addeqcond inputs [-Infinity -1] [-Infinity -1] [0] {false} outputs [-Infinity -1] [-Infinity -1] [0] {false}
2153 addeqcond inputs [-Infinity -1] [-Infinity 0] [0] {false} outputs [-Infinity -1] [-Infinity 0] [0] {false}
2154 addeqcond inputs [-Infinity -1] [-Infinity 1] [0] {false} outputs [-Infinity -1] [-Infinity 1] [0] {false}
2155 addeqcond inputs [-Infinity -1] [-1 Infinity] [0] {false} outputs [-Infinity -1] [-1 Infinity] [0] {false}
2156 addeqcond inputs [-Infinity -1] [0 Infinity] [0] {false} outputs [-Infinity -1] [0 Infinity] [0] {false}
2157 addeqcond inputs [-Infinity -1] [1 Infinity] [0] {false} outputs [-Infinity -1] [1 Infinity] [0] {false}
2158 addeqcond inputs [-Infinity 0] [-Infinity -1] [0] {false} outputs [-Infinity 0] [-Infinity -1] [0] {false}
2159 addeqcond inputs [-Infinity 0] [-Infinity 0] [0] {false} outputs [-Infinity 0] [-Infinity 0] [0] {false}
2160 addeqcond inputs [-Infinity 0] [-Infinity 1] [0] {false} outputs [-Infinity 0] [-Infinity 1] [0] {false}
2161 addeqcond inputs [-Infinity 0] [-1 Infinity] [0] {false} outputs [-Infinity 0] [-1 Infinity] [0] {false}
2162 addeqcond inputs [-Infinity 0] [0 Infinity] [0] {false} outputs [-Infinity 0] [0 Infinity] [0] {false}
2163 addeqcond inputs [-Infinity 0] [1 Infinity] [0] {false} outputs [-Infinity 0] [1 Infinity] [0] {false}
2164 addeqcond inputs [-Infinity 1] [-Infinity -1] [0] {false} outputs [-Infinity 1] [-Infinity -1] [0] {false}
2165 addeqcond inputs [-Infinity 1] [-Infinity 0] [0] {false} outputs [-Infinity 1] [-Infinity 0] [0] {false}
2166 addeqcond inputs [-Infinity 1] [-Infinity 1] [0] {false} outputs [-Infinity 1] [-Infinity 1] [0] {false}
2167 addeqcond inputs [-Infinity 1] [-1 Infinity] [0] {false} outputs [-Infinity 1] [-1 Infinity] [0] {false}
2168 addeqcond inputs [-Infinity 1] [0 Infinity] [0] {false} outputs [-Infinity 1] [0 Infinity] [0] {false}
2169 addeqcond inputs [-Infinity 1] [1 Infinity] [0] {false} outputs [-Infinity 1] [1 Infinity] [0] {false}
2170 addeqcond inputs [-1 Infinity] [-Infinity -1] [0] {false} outputs [-1 Infinity] [-Infinity -1] [0] {false}
2171 addeqcond inputs [-1 Infinity] [-Infinity 0] [0] {false} outputs [-1 Infinity] [-Infinity 0] [0] {false}
2172 addeqcond inputs [-1 Infinity] [-Infinity 1] [0] {false} outputs [-1 Infinity] [-Infinity 1] [0] {false}
2173 addeqcond inputs [-1 Infinity] [-1 Infinity] [0] {false} outputs [-1 Infinity] [-1 Infinity] [0] {false}
2174 addeqcond inputs [-1 Infinity] [0 Infinity] [0] {false} outputs [-1 Infinity] [0 Infinity] [0] {false}
2175 addeqcond inputs [-1 Infinity] [1 Infinity] [0] {false} outputs [-1 Infinity] [1 Infinity] [0] {false}
2176 addeqcond inputs [0 Infinity] [-Infinity -1] [0] {false} outputs [0 Infinity] [-Infinity -1] [0] {false}
2177 addeqcond inputs [0 Infinity] [-Infinity 0] [0] {false} outputs [0 Infinity] [-Infinity 0] [0] {false}
2178 addeqcond inputs [0 Infinity] [-Infinity 1] [0] {false} outputs [0 Infinity] [-Infinity 1] [0] {false}
2179 addeqcond inputs [0 Infinity] [-1 Infinity] [0] {false} outputs [0 Infinity] [-1 Infinity] [0] {false}
2180 addeqcond inputs [0 Infinity] [0 Infinity] [0] {false} outputs [0 Infinity] [0 Infinity] [0] {false}
2181 addeqcond inputs [0 Infinity] [1 Infinity] [0] {false} outputs [0 Infinity] [1 Infinity] [0] {false}
2182 addeqcond inputs [1 Infinity] [-Infinity -1] [0] {false} outputs [1 Infinity] [-Infinity -1] [0] {false}
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2184 addeqcond inputs [1 Infinity] [-Infinity 1] [0] {false} outputs [1 Infinity] [-Infinity 1] [0] {false}
2185 addeqcond inputs [1 Infinity] [-1 Infinity] [0] {false} outputs [1 Infinity] [-1 Infinity] [0] {false}
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2188 addeqcond inputs [1.] [-1. 10] [0.] {false} outputs [1.] [-1. 10] [0.] {false}
2189 addeqcond inputs [1] [-2 10] [0] {false} outputs [1] [-2 10] [0] {false}
2190 addeq inputs [1] [1] [1] outputs [] [] []
2191 addeq inputs [0] [0] [0] outputs [0] [0] [0]
2192 addeq inputs [-1] [-1] [-1] outputs [] [] []
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2194 addeq inputs [-Infinity] [-Infinity] [-Infinity] outputs [-Infinity] [-Infinity] [-Infinity]
2195 addeq inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [-Infinity -1] [-Infinity -1] [-Infinity -2]
2196 addeq inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0] [-Infinity 0]
2197 addeq inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] outputs [-Infinity 1] [-Infinity 1] [-Infinity 1]
2198 addeq inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [-1 Infinity] [-1 Infinity] [-1 Infinity]
2199 addeq inputs [0 Infinity] [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity]
2200 addeq inputs [1 Infinity] [1 Infinity] [1 Infinity] outputs [1 Infinity] [1 Infinity] [2 Infinity]
2201 addeq inputs [-1] [-1] [0] outputs [] [] []
2202 addeq inputs [-1] [0] [1] outputs [] [] []
2203 addeq inputs [-1] [0] [-1] outputs [-1] [0] [-1]
2204 addeq inputs [-1] [0] [0] outputs [] [] []
2205 addeq inputs [-1] [0] [1] outputs [] [] []
2206 addeq inputs [-1] [1] [-1] outputs [] [] []
2207 addeq inputs [-1] [1] [0] outputs [-1] [1] [0]
2208 addeq inputs [-1] [1] [1] outputs [] [] []
2209 addeq inputs [0] [-1] [0] outputs [] [] []
2210 addeq inputs [0] [0] [1] outputs [] [] []
2211 addeq inputs [0] [0] [-1] outputs [] [] []
2212 addeq inputs [0] [0] [1] outputs [] [] []
2213 addeq inputs [0] [1] [-1] outputs [] [] []
2214 addeq inputs [0] [1] [0] outputs [] [] []
2215 addeq inputs [0] [1] [1] outputs [0] [1] [1]
2216 addeq inputs [1] [-1] [0] outputs [1] [-1] [0]
2217 addeq inputs [1] [0] [1] outputs [1] [0] [1]
2218 addeq inputs [0] [1] [0] outputs [] [] []
2219 addeq inputs [1] [0] [0] outputs [] [] []
2220 addeq inputs [1] [0] [1] outputs [1] [0] [1]
2221 addeq inputs [1] [1] [-1] outputs [] [] []
2222 addeq inputs [1] [1] [0] outputs [] [] []
2223 addeq inputs [-1] [-1] [Infinity] outputs [] [] []
2224 addeq inputs [-1] [-1] [-Infinity] outputs [] [] []
2225 addeq inputs [-1] [Infinity] [1] outputs [] [] []
2226 addeq inputs [-1] [-Infinity] [1] outputs [] [] []
2227 addeq inputs [Infinity] [-1] [1] outputs [] [] []
2228 addeq inputs [-Infinity] [-1] [1] outputs [] [] []
2229 addeq inputs [-Infinity -1] [-Infinity -1] [0] outputs [] [] []
2230 addeq inputs [-Infinity -1] [-Infinity 0] [0] outputs [] [] []
2231 addeq inputs [-Infinity -1] [-Infinity 1] [0] outputs [-1] [1] [0]
2232 addeq inputs [-Infinity -1] [-1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2233 addeq inputs [-Infinity -1] [0 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2234 addeq inputs [-Infinity -1] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2235 addeq inputs [-Infinity 0] [-Infinity -1] [0] outputs [] [] []
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2238 addeq inputs [-Infinity 0] [-1 Infinity] [0] outputs [-Infinity 0] [0 Infinity] [0]
2239 addeq inputs [-Infinity 0] [0 Infinity] [0] outputs [-Infinity 0] [0 Infinity] [0]
2240 addeq inputs [-Infinity 0] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2241 addeq inputs [-Infinity 1] [-Infinity -1] [0] outputs [1] [-1] [0]
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2243 addeq inputs [-Infinity 1] [-Infinity 1] [0] outputs [-1 1] [-1 1] [0]
2244 addeq inputs [-Infinity 1] [-1 Infinity] [0] outputs [-Infinity 1] [-1 Infinity] [0]
2245 addeq inputs [-Infinity 1] [0 Infinity] [0] outputs [-Infinity 0] [0 Infinity] [0]
2246 addeq inputs [-Infinity 1] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2247 addeq inputs [-1 Infinity] [-Infinity -1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2248 addeq inputs [-1 Infinity] [-Infinity 0] [0] outputs [0 Infinity] [-Infinity 0] [0]
2249 addeq inputs [-1 Infinity] [-Infinity 1] [0] outputs [-1 Infinity] [-Infinity 1] [0]
2250 addeq inputs [-1 Infinity] [-1 Infinity] [0] outputs [-1 1] [-1 1] [0]
2251 addeq inputs [-1 Infinity] [0 Infinity] [0] outputs [-1 0] [0 1] [0]
2252 addeq inputs [-1 Infinity] [1 Infinity] [0] outputs [-1] [1] [0]
2253 addeq inputs [0 Infinity] [-Infinity -1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2254 addeq inputs [0 Infinity] [-Infinity 0] [0] outputs [0 Infinity] [-Infinity 0] [0]
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2256 addeq inputs [0 Infinity] [-1 Infinity] [0] outputs [0 1] [-1 0] [0]
2257 addeq inputs [0 Infinity] [0 Infinity] [0] outputs [0] [0] [0]
2258 addeq inputs [0 Infinity] [1 Infinity] [0] outputs [] [] []
2259 addeq inputs [1 Infinity] [-Infinity -1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2260 addeq inputs [1 Infinity] [-Infinity 0] [0] outputs [1 Infinity] [-Infinity -1] [0]
2261 addeq inputs [1 Infinity] [-Infinity 1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2262 addeq inputs [1 Infinity] [-1 Infinity] [0] outputs [1] [-1] [0]
2263 addeq inputs [1 Infinity] [0 Infinity] [0] outputs [] [] []
2264 addeq inputs [1 Infinity] [1 Infinity] [0] outputs [] [] []
2265 addeq inputs [1] [1] [1] outputs [] [] []
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2267 addeq inputs [-1] [-1] [-1] outputs [] [] []
2268 addeq inputs [Infinity] [Infinity] [Infinity] outputs [Infinity] [Infinity] [Infinity]
2269 addeq inputs [-Infinity] [-Infinity] [-Infinity] outputs [-Infinity] [-Infinity] [-Infinity]
2270 addeq inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [-Infinity -1] [-Infinity -1] [-Infinity -2]
2271 addeq inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0] [-Infinity 0]
2272 addeq inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] outputs [-Infinity 1] [-Infinity 1] [-Infinity 1]
2273 addeq inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [-1 Infinity] [-1 Infinity] [-1 Infinity]
2274 addeq inputs [0 Infinity] [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity]
2275 addeq inputs [1 Infinity] [1 Infinity] [1 Infinity] outputs [1 Infinity] [1 Infinity] [2 Infinity]
2276 addeq inputs [-1] [-1] [0] outputs [] [] []
2277 addeq inputs [-1] [0] [1] outputs [] [] []
2278 addeq inputs [-1] [0] [-1] outputs [-1] [0] [-1]
2279 addeq inputs [-1] [0] [0] outputs [] [] []
2280 addeq inputs [-1] [0] [1] outputs [] [] []
2281 addeq inputs [-1] [1] [-1] outputs [] [] []
2282 addeq inputs [-1] [1] [0] outputs [-1] [1] [0]
2283 addeq inputs [-1] [1] [1] outputs [] [] []
2284 addeq inputs [0] [-1] [0] outputs [] [] []
2285 addeq inputs [0] [0] [1] outputs [] [] []
2286 addeq inputs [0] [0] [-1] outputs [] [] []
2287 addeq inputs [0] [0] [1] outputs [] [] []
2288 addeq inputs [0] [1] [-1] outputs [] [] []
2289 addeq inputs [0] [1] [0] outputs [] [] []
2290 addeq inputs [0] [1] [1] outputs [0] [1] [1]
2291 addeq inputs [1] [-1] [0] outputs [1] [-1] [0]
2292 addeq inputs [1] [0] [1] outputs [1] [0] [1]
2293 addeq inputs [0] [1] [0] outputs [] [] []
2294 addeq inputs [1] [0] [0] outputs [] [] []
2295 addeq inputs [1] [0] [1] outputs [1] [0] [1]
2296 addeq inputs [1] [1] [-1] outputs [] [] []
2297 addeq inputs [1] [1] [0] outputs [] [] []
2298 addeq inputs [-1] [-1] [Infinity] outputs [] [] []
2299 addeq inputs [-1] [-1] [-Infinity] outputs [] [] []
2300 addeq inputs [-1] [Infinity] [1] outputs [] [] []
2301 addeq inputs [-1] [-Infinity] [1] outputs [] [] []
2302 addeq inputs [Infinity] [-1] [1] outputs [] [] []
2303 addeq inputs [-Infinity] [-1] [1] outputs [] [] []
2304 addeq inputs [-Infinity -1] [-Infinity -1] [0] outputs [] [] []
2305 addeq inputs [-Infinity -1] [-Infinity 0] [0] outputs [] [] []
2306 addeq inputs [-Infinity -1] [-Infinity 1] [0] outputs [-1] [1] [0]
2307 addeq inputs [-Infinity -1] [-1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2308 addeq inputs [-Infinity -1] [0 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2309 addeq inputs [-Infinity -1] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2310 addeq inputs [-Infinity 0] [-Infinity -1] [0] outputs [] [] []
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2313 addeq inputs [-Infinity 0] [-1 Infinity] [0] outputs [-Infinity 0] [0 Infinity] [0]
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2315 addeq inputs [-Infinity 0] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2316 addeq inputs [-Infinity 1] [-Infinity -1] [0] outputs [1] [-1] [0]
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2318 addeq inputs [-Infinity 1] [-Infinity 1] [0] outputs [-1 1] [-1 1] [0]
2319 addeq inputs [-Infinity 1] [-1 Infinity] [0] outputs [-Infinity 1] [-1 Infinity] [0]
2320 addeq inputs [-Infinity 1] [0 Infinity] [0] outputs [-Infinity 0] [0 Infinity] [0]
2321 addeq inputs [-Infinity 1] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2322 addeq inputs [-1 Infinity] [-Infinity -1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2323 addeq inputs [-1 Infinity] [-Infinity 0] [0] outputs [0 Infinity] [-Infinity 0] [0]
2324 addeq inputs [-1 Infinity] [-Infinity 1] [0] outputs [-1 Infinity] [-Infinity 1] [0]
2325 addeq inputs [-1 Infinity] [-1 Infinity] [0] outputs [-1 1] [-1 1] [0]
2326 addeq inputs [-1 Infinity] [0 Infinity] [0] outputs [-1 0] [0 1] [0]
2327 addeq inputs [-1 Infinity] [1 Infinity] [0] outputs [-1] [1] [0]
2328 addeq inputs [0 Infinity] [-Infinity -1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2329 addeq inputs [0 Infinity] [-Infinity 0] [0] outputs [0 Infinity] [-Infinity 0] [0]
2330 addeq inputs [0 Infinity] [-Infinity 1] [0] outputs [0 Infinity] [-Infinity 0] [0]
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2333 addeq inputs [0 Infinity] [1 Infinity] [0] outputs [] [] []
2334 addeq inputs [1 Infinity] [-Infinity -1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2335 addeq inputs [1 Infinity] [-Infinity 0] [0] outputs [1 Infinity] [-Infinity -1] [0]
2336 addeq inputs [1 Infinity] [-Infinity 1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2337 addeq inputs [1 Infinity] [-1 Infinity] [0] outputs [1] [-1] [0]
2338 addeq inputs [1 Infinity] [0 Infinity] [0] outputs [] [] []
2339 addeq inputs [1 Infinity] [1 Infinity] [0] outputs [] [] []
2340 addeq inputs [1] [1] [1] outputs [] [] []
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2342 addeq inputs [-1] [-1] [-1] outputs [] [] []
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2344 addeq inputs [-Infinity] [-Infinity] [-Infinity] outputs [-Infinity] [-Infinity] [-Infinity]
2345 addeq inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [-Infinity -1] [-Infinity -1] [-Infinity -2]
2346 addeq inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0] [-Infinity 0]
2347 addeq inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] outputs [-Infinity 1] [-Infinity 1] [-Infinity 1]
2348 addeq inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [-1 Infinity] [-1 Infinity] [-1 Infinity]
2349 addeq inputs [0 Infinity] [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity]
2350 addeq inputs [1 Infinity] [1 Infinity] [1 Infinity] outputs [1 Infinity] [1 Infinity] [2 Infinity]
2351 addeq inputs [-1] [-1] [0] outputs [] [] []
2352 addeq inputs [-1] [0] [1] outputs [] [] []
2353 addeq inputs [-1] [0] [-1] outputs [-1] [0] [-1]
2354 addeq inputs [-1] [0] [0] outputs [] [] []
2355 addeq inputs [-1] [0] [1] outputs [] [] []
2356 addeq inputs [-1] [1] [-1] outputs [] [] []
2357 addeq inputs [-1] [1] [0] outputs [-1] [1] [0]
2358 addeq inputs [-1] [1] [1] outputs [] [] []
2359 addeq inputs [0] [-1] [0] outputs [] [] []
2360 addeq inputs [0] [0] [1] outputs [] [] []
2361 addeq inputs [0] [0] [-1] outputs [] [] []
2362 addeq inputs [0] [0] [1] outputs [] [] []
2363 addeq inputs [0] [1] [-1] outputs [] [] []
2364 addeq inputs [0] [1] [0] outputs [] [] []
2365 addeq inputs [0] [1] [1] outputs [0] [1] [1]
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2367 addeq inputs [1] [0] [1] outputs [1] [0] [1]
2368 addeq inputs [0] [1] [0] outputs [] [] []
2369 addeq inputs [1] [0] [0] outputs [] [] []
2370 addeq inputs [1] [0] [1] outputs [1] [0] [1]
2371 addeq inputs [1] [1] [-1] outputs [] [] []
2372 addeq inputs [1] [1] [0] outputs [] [] []
2373 addeq inputs [-1] [-1] [Infinity] outputs [] [] []
2374 addeq inputs [-1] [-1] [-Infinity] outputs [] [] []
2375 addeq inputs [-1] [Infinity] [1] outputs [] [] []
2376 addeq inputs [-1] [-Infinity] [1] outputs [] [] []
2377 addeq inputs [Infinity] [-1] [1] outputs [] [] []
2378 addeq inputs [-Infinity] [-1] [1] outputs [] [] []
2379 addeq inputs [-Infinity -1] [-Infinity -1] [0] outputs [] [] []
2380 addeq inputs [-Infinity -1] [-Infinity 0] [0] outputs [] [] []
2381 addeq inputs [-Infinity -1] [-Infinity 1] [0] outputs [-1] [1] [0]
2382 addeq inputs [-Infinity -1] [-1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2383 addeq inputs [-Infinity -1] [0 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2384 addeq inputs [-Infinity -1] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2385 addeq inputs [-Infinity 0] [-Infinity -1] [0] outputs [] [] []
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2388 addeq inputs [-Infinity 0] [-1 Infinity] [0] outputs [-Infinity 0] [0 Infinity] [0]
2389 addeq inputs [-Infinity 0] [0 Infinity] [0] outputs [-Infinity 0] [0 Infinity] [0]
2390 addeq inputs [-Infinity 0] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2391 addeq inputs [-Infinity 1] [-Infinity -1] [0] outputs [1] [-1] [0]
2392 addeq inputs [-Infinity 1] [-Infinity 0] [0] outputs [0 1] [-1 0] [0]
2393 addeq inputs [-Infinity 1] [-Infinity 1] [0] outputs [-1 1] [-1 1] [0]
2394 addeq inputs [-Infinity 1] [-1 Infinity] [0] outputs [-Infinity 1] [-1 Infinity] [0]
2395 addeq inputs [-Infinity 1] [0 Infinity] [0] outputs [-Infinity 0] [0 Infinity] [0]
2396 addeq inputs [-Infinity 1] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2397 addeq inputs [-1 Infinity] [-Infinity -1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2398 addeq inputs [-1 Infinity] [-Infinity 0] [0] outputs [0 Infinity] [-Infinity 0] [0]
2399 addeq inputs [-1 Infinity] [-Infinity 1] [0] outputs [-1 Infinity] [-Infinity 1] [0]
2400 addeq inputs [-1 Infinity] [-1 Infinity] [0] outputs [-1 1] [-1 1] [0]
2401 addeq inputs [-1 Infinity] [0 Infinity] [0] outputs [-1 0] [0 1] [0]
2402 addeq inputs [-1 Infinity] [1 Infinity] [0] outputs [-1] [1] [0]
2403 addeq inputs [0 Infinity] [-Infinity -1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2404 addeq inputs [0 Infinity] [-Infinity 0] [0] outputs [0 Infinity] [-Infinity 0] [0]
2405 addeq inputs [0 Infinity] [-Infinity 1] [0] outputs [0 Infinity] [-Infinity 0] [0]
2406 addeq inputs [0 Infinity] [-1 Infinity] [0] outputs [0 1] [-1 0] [0]
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2409 addeq inputs [1 Infinity] [-Infinity -1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2410 addeq inputs [1 Infinity] [-Infinity 0] [0] outputs [1 Infinity] [-Infinity -1] [0]
2411 addeq inputs [1 Infinity] [-Infinity 1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2412 addeq inputs [1 Infinity] [-1 Infinity] [0] outputs [1] [-1] [0]
2413 addeq inputs [1 Infinity] [0 Infinity] [0] outputs [] [] []
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addeq inputs [9 29] [-Infinity Infinity] [8 28] outputs [9 29] [-21 19] [8 28]
addeq inputs [1 10] [1.2 2.8] [0 3] outputs [1] [2] [3]
addeq inputs [0 10] [0 10] [0.5 0.5] outputs [] [] []
2416 addleq inputs [1] [1] [1] outputs [] [] []
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2418 addleq inputs [-1] [-1] [-1] outputs [-1] [-1] [-1]
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2420 addleq inputs [-Infinity] [-Infinity] [-Infinity] outputs [-Infinity] [-Infinity] [-Infinity]
2421 addleq inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [-Infinity -1] [-Infinity -1] [-Infinity -1]
2422 addleq inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0] [-Infinity 0]
2423 addleq inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] outputs [-Infinity 1] [-Infinity 1] [-Infinity 1]
2424 addleq inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [-1 Infinity] [-1 Infinity] [-1 Infinity]
2425 addleq inputs [0 Infinity] [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity]
2426 addleq inputs [1 Infinity] [1 Infinity] [1 Infinity] outputs [1 Infinity] [1 Infinity] [2 Infinity]
2427 addleq inputs [-1] [-1] [0] outputs [-1] [-1] [0]
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2431 addleq inputs [-1] [1] [-1] outputs [] [] []
2432 addleq inputs [-1] [1] [0] outputs [-1] [1] [0]
2433 addleq inputs [-1] [1] [1] outputs [-1] [1] [1]
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2437 addleq inputs [0] [0] [1] outputs [0] [0] [1]
2438 addleq inputs [0] [1] [-1] outputs [] [] []
2439 addleq inputs [0] [1] [0] outputs [] [] []
2440 addleq inputs [0] [1] [1] outputs [0] [1] [1]
2441 addleq inputs [1] [-1] [0] outputs [1] [-1] [0]
2442 addleq inputs [1] [0] [1] outputs [1] [0] [1]
2443 addleq inputs [0] [1] [0] outputs [] [] []
2444 addleq inputs [1] [0] [0] outputs [] [] []
2445 addleq inputs [1] [0] [1] outputs [1] [0] [1]
2446 addleq inputs [1] [1] [-1] outputs [] [] []
2447 addleq inputs [1] [1] [0] outputs [] [] []
2448 addleq inputs [-1] [-1] [Infinity] outputs [-1] [-1] [Infinity]
2449 addleq inputs [-1] [-1] [-Infinity] outputs [] [] []
2450 addleq inputs [-1] [Infinity] [1] outputs [] [] []
2451 addleq inputs [-1] [-Infinity] [1] outputs [-1] [-Infinity] [1]
2452 addleq inputs [Infinity] [-1] [1] outputs [] [] []
2453 addleq inputs [-Infinity] [-1] [1] outputs [-Infinity] [-1] [1]
2454 addleq inputs [-Infinity -1] [-Infinity -1] [0] outputs [-Infinity -1] [-Infinity -1] [0]
2455 addleq inputs [-Infinity -1] [-Infinity 0] [0] outputs [-Infinity -1] [-Infinity 0] [0]
2456 addleq inputs [-Infinity -1] [-Infinity 1] [0] outputs [-Infinity -1] [-Infinity 1] [0]
2457 addleq inputs [-Infinity -1] [-1 Infinity] [0] outputs [-Infinity -1] [-1 Infinity] [0]
2458 addleq inputs [-Infinity -1] [0 Infinity] [0] outputs [-Infinity -1] [0 Infinity] [0]
2459 addleq inputs [-Infinity -1] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2460 addleq inputs [-Infinity 0] [-Infinity -1] [0] outputs [-Infinity 0] [-Infinity -1] [0]
2461 addleq inputs [-Infinity 0] [-Infinity 0] [0] outputs [-Infinity 0] [-Infinity 0] [0]
2462 addleq inputs [-Infinity 0] [-Infinity 1] [0] outputs [-Infinity 0] [-Infinity 1] [0]
2463 addleq inputs [-Infinity 0] [-1 Infinity] [0] outputs [-Infinity 0] [-1 Infinity] [0]
2464 addleq inputs [-Infinity 0] [0 Infinity] [0] outputs [-Infinity 0] [0 Infinity] [0]
2465 addleq inputs [-Infinity 0] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2466 addleq inputs [-Infinity 1] [-Infinity -1] [0] outputs [-Infinity 1] [-Infinity -1] [0]
2467 addleq inputs [-Infinity 1] [-Infinity 0] [0] outputs [-Infinity 1] [-Infinity 0] [0]
2468 addleq inputs [-Infinity 1] [-Infinity 1] [0] outputs [-Infinity 1] [-Infinity 1] [0]
2469 addleq inputs [-Infinity 1] [-1 Infinity] [0] outputs [-Infinity 1] [-1 Infinity] [0]
2470 addleq inputs [-Infinity 1] [0 Infinity] [0] outputs [-Infinity 0] [0 Infinity] [0]
2471 addleq inputs [-Infinity 1] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2472 addleq inputs [-1 Infinity] [-Infinity -1] [0] outputs [-1 Infinity] [-Infinity -1] [0]
2473 addleq inputs [-1 Infinity] [-Infinity 0] [0] outputs [-1 Infinity] [-Infinity 0] [0]
2474 addleq inputs [-1 Infinity] [-Infinity 1] [0] outputs [-1 Infinity] [-Infinity 1] [0]
2475 addleq inputs [-1 Infinity] [-1 Infinity] [0] outputs [-1 1] [-1 1] [0]
2476 addleq inputs [-1 Infinity] [0 Infinity] [0] outputs [-1 0] [0 1] [0]
2477 addleq inputs [-1 Infinity] [1 Infinity] [0] outputs [-1] [1] [0]
2478 addleq inputs [0 Infinity] [-Infinity -1] [0] outputs [0 Infinity] [-Infinity -1] [0]
2479 addleq inputs [0 Infinity] [-Infinity 0] [0] outputs [0 Infinity] [-Infinity 0] [0]
2480 addleq inputs [0 Infinity] [-Infinity 1] [0] outputs [0 Infinity] [-Infinity 0] [0]
2481 addleq inputs [0 Infinity] [-1 Infinity] [0] outputs [0 1] [-1 0] [0]
2482 addleq inputs [0 Infinity] [0 Infinity] [0] outputs [0] [0] [0]
2483 addleq inputs [0 Infinity] [1 Infinity] [0] outputs [] [] []
2484 addleq inputs [1 Infinity] [-Infinity -1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2485 addleq inputs [1 Infinity] [-Infinity 0] [0] outputs [1 Infinity] [-Infinity -1] [0]
2486 addleq inputs [1 Infinity] [-Infinity 1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2487 addleq inputs [1 Infinity] [-1 Infinity] [0] outputs [1] [-1] [0]
2488 addleq inputs [1 Infinity] [0 Infinity] [0] outputs [] [] []
2489 addleq inputs [1 Infinity] [1 Infinity] [0] outputs [] [] []
2490 addleq inputs [1] [1] [1] outputs [] [] []
2491 addleq inputs [0] [0] [0] outputs [0] [0] [0]
2492 addleq inputs [-1] [-1] [-1] outputs [-1] [-1] [-1]
2493 addleq inputs [Infinity] [Infinity] [Infinity] outputs [Infinity] [Infinity] [Infinity]
2494 addleq inputs [-Infinity] [-Infinity] [-Infinity] outputs [-Infinity] [-Infinity] [-Infinity]
2495 addleq inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [-Infinity -1] [-Infinity -1] [-Infinity -1]
2496 addleq inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0] [-Infinity 0]
2497 addleq inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] outputs [-Infinity 1] [-Infinity 1] [-Infinity 1]
2498 addleq inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [-1 Infinity] [-1 Infinity] [-1 Infinity]
2499 addleq inputs [0 Infinity] [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity]
2500 addleq inputs [1 Infinity] [1 Infinity] [1 Infinity] outputs [1 Infinity] [1 Infinity] [2 Infinity]
2501 addleq inputs [-1] [-1] [0] outputs [-1] [-1] [0]
2502 addleq inputs [-1] [0] [1] outputs [-1] [0] [1]
2503 addleq inputs [-1] [0] [-1] outputs [-1] [0] [-1]
2504 addleq inputs [-1] [0] [0] outputs [-1] [0] [0]
2505 addleq inputs [-1] [1] [-1] outputs [] [] []
2506 addleq inputs [-1] [1] [0] outputs [-1] [1] [0]
2507 addleq inputs [-1] [1] [1] outputs [-1] [1] [1]
2508 addleq inputs [0] [-1] [0] outputs [0] [-1] [0]
2509 addleq inputs [0] [0] [1] outputs [0] [0] [1]
2510 addleq inputs [0] [0] [-1] outputs [] [] []
2511 addleq inputs [0] [0] [1] outputs [0] [0] [1]
2512 addleq inputs [0] [1] [-1] outputs [] [] []
2513 addleq inputs [0] [1] [0] outputs [] [] []
2514 addleq inputs [0] [1] [1] outputs [0] [1] [1]
2515 addleq inputs [1] [-1] [0] outputs [1] [-1] [0]
2516 addleq inputs [1] [0] [1] outputs [1] [0] [1]
2517 addleq inputs [0] [1] [0] outputs [] [] []
2518 addleq inputs [1] [0] [0] outputs [] [] []
2519 addleq inputs [1] [0] [1] outputs [1] [0] [1]
2520 addleq inputs [1] [1] [-1] outputs [] [] []
2521 addleq inputs [1] [1] [0] outputs [] [] []
2522 addleq inputs [-1] [-1] [Infinity] outputs [-1] [-1] [Infinity]
2523 addleq inputs [-1] [-1] [-Infinity] outputs [] [] []
2524 addleq inputs [-1] [Infinity] [1] outputs [] [] []
2525 addleq inputs [-1] [-Infinity] [1] outputs [-1] [-Infinity] [1]
2526 addleq inputs [Infinity] [-1] [1] outputs [] [] []
2527 addleq inputs [-Infinity] [-1] [1] outputs [-Infinity] [-1] [1]
2528 addleq inputs [-Infinity -1] [-Infinity -1] [0] outputs [-Infinity -1] [-Infinity -1] [0]
2529 addleq inputs [-Infinity -1] [-Infinity 0] [0] outputs [-Infinity -1] [-Infinity 0] [0]
2530 addleq inputs [-Infinity -1] [-Infinity 1] [0] outputs [-Infinity -1] [-Infinity 1] [0]
2531 addleq inputs [-Infinity -1] [-1 Infinity] [0] outputs [-Infinity -1] [-1 Infinity] [0]
2532 addleq inputs [-Infinity -1] [0 Infinity] [0] outputs [-Infinity -1] [0 Infinity] [0]
2533 addleq inputs [-Infinity -1] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2534 addleq inputs [-Infinity 0] [-Infinity -1] [0] outputs [-Infinity 0] [-Infinity -1] [0]
2535 addleq inputs [-Infinity 0] [-Infinity 0] [0] outputs [-Infinity 0] [-Infinity 0] [0]
2536 addleq inputs [-Infinity 0] [-Infinity 1] [0] outputs [-Infinity 0] [-Infinity 1] [0]
2537 addleq inputs [-Infinity 0] [-1 Infinity] [0] outputs [-Infinity 0] [-1 Infinity] [0]
2538 addleq inputs [-Infinity 0] [0 Infinity] [0] outputs [-Infinity 0] [0 Infinity] [0]
2539 addleq inputs [-Infinity 0] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2540 addleq inputs [-Infinity 1] [-Infinity -1] [0] outputs [-Infinity 1] [-Infinity -1] [0]
2541 addleq inputs [-Infinity 1] [-Infinity 0] [0] outputs [-Infinity 1] [-Infinity 0] [0]
2542 addleq inputs [-Infinity 1] [-Infinity 1] [0] outputs [-Infinity 1] [-Infinity 1] [0]
2543 addleq inputs [-Infinity 1] [-1 Infinity] [0] outputs [-Infinity 1] [-1 Infinity] [0]
2544 addleq inputs [-Infinity 1] [0 Infinity] [0] outputs [-Infinity 0] [0 Infinity] [0]
2545 addleq inputs [-Infinity 1] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2546 addleq inputs [-1 Infinity] [-Infinity -1] [0] outputs [-1 Infinity] [-Infinity -1] [0]
2547 addleq inputs [-1 Infinity] [-Infinity 0] [0] outputs [-1 Infinity] [-Infinity 0] [0]
2548 addleq inputs [-1 Infinity] [-Infinity 1] [0] outputs [-1 Infinity] [-Infinity 1] [0]
2549 addleq inputs [-1 Infinity] [-1 Infinity] [0] outputs [-1 1] [-1 1] [0]
2550 addleq inputs [-1 Infinity] [0 Infinity] [0] outputs [-1 0] [0 1] [0]
2551 addleq inputs [-1 Infinity] [1 Infinity] [0] outputs [-1] [1] [0]
2552 addleq inputs [0 Infinity] [-Infinity -1] [0] outputs [0 Infinity] [-Infinity -1] [0]
2553 addleq inputs [0 Infinity] [-Infinity 0] [0] outputs [0 Infinity] [-Infinity 0] [0]
2554 addleq inputs [0 Infinity] [-Infinity 1] [0] outputs [0 Infinity] [-Infinity 0] [0]
2555 addleq inputs [0 Infinity] [-1 Infinity] [0] outputs [0 1] [-1 0] [0]
2556 addleq inputs [0 Infinity] [0 Infinity] [0] outputs [0] [0] [0]
2557 addleq inputs [0 Infinity] [1 Infinity] [0] outputs [] [] []
2558 addleq inputs [1 Infinity] [-Infinity -1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2559 addleq inputs [1 Infinity] [-Infinity 0] [0] outputs [1 Infinity] [-Infinity -1] [0]
2560 addleq inputs [1 Infinity] [-Infinity 1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2561 addleq inputs [1 Infinity] [-1 Infinity] [0] outputs [1] [-1] [0]
2562 addleq inputs [1 Infinity] [0 Infinity] [0] outputs [] [] []
2563 addleq inputs [1 Infinity] [1 Infinity] [0] outputs [] [] []
2564 addleq inputs [1] [1] [1] outputs [] [] []
2565 addleq inputs [0] [0] [0] outputs [0] [0] [0]
2566 addleq inputs [-1] [-1] [-1] outputs [-1] [-1] [-1]
2567 addleq inputs [Infinity] [Infinity] [Infinity] outputs [Infinity] [Infinity] [Infinity]
2568 addleq inputs [-Infinity] [-Infinity] [-Infinity] outputs [-Infinity] [-Infinity] [-Infinity]
2569 addleq inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [-Infinity -1] [-Infinity -1] [-Infinity -1]
2570 addleq inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0] [-Infinity 0]
2571 addleq inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] outputs [-Infinity 1] [-Infinity 1] [-Infinity 1]
2572 addleq inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [-1 Infinity] [-1 Infinity] [-1 Infinity]
2573 addleq inputs [0 Infinity] [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity]
2574 addleq inputs [1 Infinity] [1 Infinity] [1 Infinity] outputs [1 Infinity] [1 Infinity] [2 Infinity]
2575 addleq inputs [-1] [-1] [0] outputs [-1] [-1] [0]
2576 addleq inputs [-1] [0] [1] outputs [-1] [0] [1]
2577 addleq inputs [-1] [0] [-1] outputs [-1] [0] [-1]
2578 addleq inputs [-1] [0] [0] outputs [-1] [0] [0]
2579 addleq inputs [-1] [1] [-1] outputs [] [] []
2580 addleq inputs [-1] [1] [0] outputs [-1] [1] [0]
2581 addleq inputs [-1] [1] [1] outputs [-1] [1] [1]
2582 addleq inputs [0] [-1] [0] outputs [0] [-1] [0]
2583 addleq inputs [0] [0] [1] outputs [0] [0] [1]
2584 addleq inputs [0] [0] [-1] outputs [] [] []
2585 addleq inputs [0] [0] [1] outputs [0] [0] [1]
2586 addleq inputs [0] [1] [-1] outputs [] [] []
2587 addleq inputs [0] [1] [0] outputs [] [] []
2588 addleq inputs [0] [1] [1] outputs [0] [1] [1]
2589 addleq inputs [1] [-1] [0] outputs [1] [-1] [0]
2590 addleq inputs [1] [0] [1] outputs [1] [0] [1]
2591 addleq inputs [0] [1] [0] outputs [] [] []
2592 addleq inputs [1] [0] [0] outputs [] [] []
2593 addleq inputs [1] [0] [1] outputs [1] [0] [1]
2594 addleq inputs [1] [1] [-1] outputs [] [] []
2595 addleq inputs [1] [1] [0] outputs [] [] []
2596 addleq inputs [-1] [-1] [Infinity] outputs [-1] [-1] [Infinity]
2597 addleq inputs [-1] [-1] [-Infinity] outputs [] [] []
2598 addleq inputs [-1] [Infinity] [1] outputs [] [] []
2599 addleq inputs [-1] [-Infinity] [1] outputs [-1] [-Infinity] [1]
2600 addleq inputs [Infinity] [-1] [1] outputs [] [] []
2601 addleq inputs [-Infinity] [-1] [1] outputs [-Infinity] [-1] [1]
2602 addleq inputs [-Infinity -1] [-Infinity -1] [0] outputs [-Infinity -1] [-Infinity -1] [0]
2603 addleq inputs [-Infinity -1] [-Infinity 0] [0] outputs [-Infinity -1] [-Infinity 0] [0]
2604 addleq inputs [-Infinity -1] [-Infinity 1] [0] outputs [-Infinity -1] [-Infinity 1] [0]
2605 addleq inputs [-Infinity -1] [-1 Infinity] [0] outputs [-Infinity -1] [-1 Infinity] [0]
2606 addleq inputs [-Infinity -1] [0 Infinity] [0] outputs [-Infinity -1] [0 Infinity] [0]
2607 addleq inputs [-Infinity -1] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2608 addleq inputs [-Infinity 0] [-Infinity -1] [0] outputs [-Infinity 0] [-Infinity -1] [0]
2609 addleq inputs [-Infinity 0] [-Infinity 0] [0] outputs [-Infinity 0] [-Infinity 0] [0]
2610 addleq inputs [-Infinity 0] [-Infinity 1] [0] outputs [-Infinity 0] [-Infinity 1] [0]
2611 addleq inputs [-Infinity 0] [-1 Infinity] [0] outputs [-Infinity 0] [-1 Infinity] [0]
2612 addleq inputs [-Infinity 0] [0 Infinity] [0] outputs [-Infinity 0] [0 Infinity] [0]
2613 addleq inputs [-Infinity 0] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2614 addleq inputs [-Infinity 1] [-Infinity -1] [0] outputs [-Infinity 1] [-Infinity -1] [0]
2615 addleq inputs [-Infinity 1] [-Infinity 0] [0] outputs [-Infinity 1] [-Infinity 0] [0]
2616 addleq inputs [-Infinity 1] [-Infinity 1] [0] outputs [-Infinity 1] [-Infinity 1] [0]
2617 addleq inputs [-Infinity 1] [-1 Infinity] [0] outputs [-Infinity 1] [-1 Infinity] [0]
2618 addleq inputs [-Infinity 1] [0 Infinity] [0] outputs [-Infinity 0] [0 Infinity] [0]
2619 addleq inputs [-Infinity 1] [1 Infinity] [0] outputs [-Infinity -1] [1 Infinity] [0]
2620 addleq inputs [-1 Infinity] [-Infinity -1] [0] outputs [-1 Infinity] [-Infinity -1] [0]
2621 addleq inputs [-1 Infinity] [-Infinity 0] [0] outputs [-1 Infinity] [-Infinity 0] [0]
2622 addleq inputs [-1 Infinity] [-Infinity 1] [0] outputs [-1 Infinity] [-Infinity 1] [0]
2623 addleq inputs [-1 Infinity] [-1 Infinity] [0] outputs [-1 1] [-1 1] [0]
2624 addleq inputs [-1 Infinity] [0 Infinity] [0] outputs [-1 0] [0 1] [0]
2625 addleq inputs [-1 Infinity] [1 Infinity] [0] outputs [-1] [1] [0]
2626 addleq inputs [0 Infinity] [-Infinity -1] [0] outputs [0 Infinity] [-Infinity -1] [0]
2627 addleq inputs [0 Infinity] [-Infinity 0] [0] outputs [0 Infinity] [-Infinity 0] [0]
2628 addleq inputs [0 Infinity] [-Infinity 1] [0] outputs [0 Infinity] [-Infinity 0] [0]
2629 addleq inputs [0 Infinity] [-1 Infinity] [0] outputs [0 1] [-1 0] [0]
2630 addleq inputs [0 Infinity] [0 Infinity] [0] outputs [0] [0] [0]
2631 addleq inputs [0 Infinity] [1 Infinity] [0] outputs [] [] []
2632 addleq inputs [1 Infinity] [-Infinity -1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2633 addleq inputs [1 Infinity] [-Infinity 0] [0] outputs [1 Infinity] [-Infinity -1] [0]
2634 addleq inputs [1 Infinity] [-Infinity 1] [0] outputs [1 Infinity] [-Infinity -1] [0]
2635 addleq inputs [1 Infinity] [-1 Infinity] [0] outputs [1] [-1] [0]
2636 addleq inputs [1 Infinity] [0 Infinity] [0] outputs [] [] []
2637 addleq inputs [1 Infinity] [1 Infinity] [0] outputs [] [] []
2638 addlt inputs [1] [1] [1] outputs [] [] []
2639 addlt inputs [0] [0] [0] outputs [] [] []
2640 addlt inputs [-1] [-1] [-1] outputs [-1] [-1] [-1]
2641 addlt inputs [Infinity] [Infinity] [Infinity] outputs [Infinity] [Infinity] [Infinity]
2642 addlt inputs [-Infinity] [-Infinity] [-Infinity] outputs [] [] []
2643 addlt inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [-Infinity -1] [-Infinity -1] [-Infinity -1]
2644 addlt inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0] [-Infinity 0]
2645 addlt inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] outputs [-Infinity 1] [-Infinity 1] [-Infinity 1]
2646 addlt inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [-1 Infinity] [-1 Infinity] [-1 Infinity]
2647 addlt inputs [0 Infinity] [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity] [0.00001 Infinity]
2648 addlt inputs [1 Infinity] [1 Infinity] [1 Infinity] outputs [1 Infinity] [1 Infinity] [2.00001 Infinity]
2649 addlt inputs [-1] [-1] [0] outputs [-1] [-1] [0]
2650 addlt inputs [-1] [0] [1] outputs [-1] [0] [1]
2651 addlt inputs [-1] [0] [-1] outputs [] [] []
2652 addlt inputs [-1] [0] [0] outputs [-1] [0] [0]
2653 addlt inputs [-1] [1] [-1] outputs [] [] []
2654 addlt inputs [-1] [1] [0] outputs [] [] []
2655 addlt inputs [-1] [1] [1] outputs [-1] [1] [1]
2656 addlt inputs [0] [-1] [0] outputs [0] [-1] [0]
2657 addlt inputs [0] [0] [1] outputs [0] [0] [1]
2658 addlt inputs [0] [0] [-1] outputs [] [] []
2659 addlt inputs [0] [0] [1] outputs [0] [0] [1]
2660 addlt inputs [0] [1] [-1] outputs [] [] []
2661 addlt inputs [0] [1] [0] outputs [] [] []
2662 addlt inputs [0] [1] [1] outputs [] [] []
2663 addlt inputs [1] [-1] [0] outputs [] [] []
2664 addlt inputs [1] [0] [1] outputs [] [] []
2665 addlt inputs [0] [1] [0] outputs [] [] []
2666 addlt inputs [1] [0] [0] outputs [] [] []
2667 addlt inputs [1] [0] [1] outputs [] [] []
2668 addlt inputs [1] [1] [-1] outputs [] [] []
2669 addlt inputs [1] [1] [0] outputs [] [] []
2670 addlt inputs [-1] [-1] [Infinity] outputs [-1] [-1] [Infinity]
2671 addlt inputs [-1] [-1] [-Infinity] outputs [] [] []
2672 addlt inputs [-1] [Infinity] [1] outputs [] [] []
2673 addlt inputs [-1] [-Infinity] [1] outputs [-1] [-Infinity] [1]
2674 addlt inputs [Infinity] [-1] [1] outputs [] [] []
2675 addlt inputs [-Infinity] [-1] [1] outputs [-Infinity] [-1] [1]
2676 addlt inputs [-Infinity -1] [-Infinity -1] [0] outputs [-Infinity -1] [-Infinity -1] [0]
2677 addlt inputs [-Infinity -1] [-Infinity 0] [0] outputs [-Infinity -1] [-Infinity 0] [0]
2678 addlt inputs [-Infinity -1] [-Infinity 1] [0] outputs [-Infinity -1] [-Infinity 1] [0]
2679 addlt inputs [-Infinity -1] [-1 Infinity] [0] outputs [-Infinity -1] [-1 Infinity] [0]
2680 addlt inputs [-Infinity -1] [0 Infinity] [0] outputs [-Infinity -1] [0 Infinity] [0]
2681 addlt inputs [-Infinity. -1] [1. Infinity] [0.] outputs [-Infinity. -1.00001] [1. Infinity] [0.]
2682 addlt inputs [-Infinity 0] [-Infinity -1] [0] outputs [-Infinity 0] [-Infinity -1] [0]
2683 addlt inputs [-Infinity 0] [-Infinity 0] [0] outputs [-Infinity 0] [-Infinity 0] [0]
2684 addlt inputs [-Infinity 0] [-Infinity 1] [0] outputs [-Infinity 0] [-Infinity 1] [0]
2685 addlt inputs [-Infinity 0] [-1 Infinity] [0] outputs [-Infinity 0] [-1 Infinity] [0]
2686 addlt inputs [-Infinity. 0] [0. Infinity] [0.] outputs [-Infinity. -0.00001] [0. Infinity] [0.]
2687 addlt inputs [-Infinity. 0] [1. Infinity] [0.] outputs [-Infinity -1.00001] [1. Infinity] [0.]
2688 addlt inputs [-Infinity 1] [-Infinity -1] [0] outputs [-Infinity 1] [-Infinity -1] [0]
2689 addlt inputs [-Infinity 1] [-Infinity 0] [0] outputs [-Infinity 1] [-Infinity 0] [0]
2690 addlt inputs [-Infinity 1] [-Infinity 1] [0] outputs [-Infinity 1] [-Infinity 1] [0]
2691 addlt inputs [-Infinity. 1] [-1. Infinity] [0.] outputs [-Infinity. 1] [-1. Infinity] [0.]
2692 addlt inputs [-Infinity. 1] [0. Infinity] [0.] outputs [-Infinity -0.00001] [0. Infinity] [0.]
2693 addlt inputs [-Infinity. 1] [1. Infinity] [0.] outputs [-Infinity. -1.00001] [1. Infinity] [0.]
2694 addlt inputs [-1 Infinity] [-Infinity -1] [0] outputs [-1 Infinity] [-Infinity -1] [0]
2695 addlt inputs [-1 Infinity] [-Infinity 0] [0] outputs [-1 Infinity] [-Infinity 0] [0]
2696 addlt inputs [-1. Infinity] [-Infinity. 1] [0.] outputs [-1. Infinity] [-Infinity. 1] [0.]
2697 addlt inputs [-1. Infinity] [-1. Infinity] [0.] outputs [-1. 1] [-1. 1] [0.]
2698 addlt inputs [-1. Infinity] [0. Infinity] [0.] outputs [-1 -0.00001] [0. 1] [0.]
2699 addlt inputs [-1 Infinity] [1 Infinity] [0] outputs [] [] []
2700 addlt inputs [0 Infinity] [-Infinity -1] [0] outputs [0 Infinity] [-Infinity -1] [0]
2701 addlt inputs [0. Infinity] [-Infinity. 0] [0.] outputs [0. Infinity] [-Infinity -0.00001] [0.]
2702 addlt inputs [0. Infinity] [-Infinity. 1] [0.] outputs [0. Infinity] [-Infinity. -0.00001] [0.]
2703 addlt inputs [0. Infinity] [-1. Infinity] [0.] outputs [0. 1] [-1 -0.00001] [0.]
2704 addlt inputs [0 Infinity] [0 Infinity] [0] outputs [] [] []
2705 addlt inputs [0 Infinity] [1 Infinity] [0] outputs [] [] []
2706 addlt inputs [1. Infinity] [-Infinity. -1] [0.] outputs [1. Infinity] [-Infinity -1.00001] [0.]
2707 addlt inputs [1. Infinity] [-Infinity. 0] [0.] outputs [1. Infinity] [-Infinity -1.00001] [0.]
2708 addlt inputs [1. Infinity] [-Infinity. 1] [0.] outputs [1. Infinity] [-Infinity -1.00001] [0.]
2709 addlt inputs [1 Infinity] [-1 Infinity] [0] outputs [] [] []
2710 addlt inputs [1 Infinity] [0 Infinity] [0] outputs [] [] []
2711 addlt inputs [1 Infinity] [1 Infinity] [0] outputs [] [] []
2712 or inputs [1] [1] outputs [1] [1]
2713 or inputs [0] [1] outputs [0] [1]
2714 or inputs [0] [0] outputs [] []
2715 or inputs [0 1] [0 1] outputs [0 1] [0 1]
2716 or inputs [0 1] [1] outputs [0 1] [1]
2717 or inputs [0. 1] [0.] outputs [0.000001 1] [0.]
2718 or inputs [1] [1] [1] [1] outputs [1] [1] [1] [1]
2719 or inputs [1] [1] [1] [0] outputs [1] [1] [1] [0]
2720 or inputs [1] [1] [0] [0] outputs [1] [1] [0] [0]
2721 or inputs [1] [0] [0] [0] outputs [1] [0] [0] [0]
2722 or inputs [0] [0] [0] [0] outputs [] [] [] []
2723 asame inputs [1] [1] outputs [1] [1]
2724 asame inputs [-1] [-1] outputs [-1] [-1]
2725 asame inputs [0] [0] outputs [0] [0]
2726 asame inputs [1] [-1] outputs [] []
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2729 asame inputs [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity]
2730 asame inputs [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0]
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2733 asame inputs [0 Infinity] [0] outputs [0] [0]
2734 asame inputs [0] [-Infinity Infinity] outputs [0] [0]
2735 asame inputs [1] [1] outputs [1] [1]
2736 asame inputs [-1] [-1] outputs [-1] [-1]
2737 asame inputs [0] [0] outputs [0] [0]
2738 asame inputs [-1] [1] outputs [] []
2739 asame inputs [-1] [0] outputs [] []
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2742 asame inputs [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0]
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2744 asame inputs [0 Infinity] [-Infinity -1] outputs [] []
2745 asame inputs [0 Infinity] [0] outputs [0] [0]
2746 asame inputs {red} {red} outputs {red} {red}
2747 asame inputs {blue} {blue} outputs {blue} {blue}
2748 asame inputs {green} {green} outputs {green} {green}
2749 asame inputs {red} {blue} outputs {} {}
2750 asame inputs {green} {blue} outputs {} {}
2751 asame inputs {red} {green} outputs {} {}
2752 asame inputs {red blue green} {red blue green} outputs {red blue green} {red blue green}
2753 asame inputs {red blue green} {red} outputs {red} {red}
2754 asame inputs {red blue green} {blue} outputs {blue} {blue}
2755 asame inputs {red blue green} {green} outputs {green} {green}
2756 asame inputs {red blue} {green} outputs {} {}
2757 asame inputs [1] [1] [1] [1] outputs [1] [1] [1] [1]
2758 asame inputs [-1] [-1] [-1] [-1] outputs [-1] [-1] [-1] [-1]
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2761 asame inputs [1] [1] [-1] [-1] outputs [] [] [] []
2762 asame inputs [1] [-1] [-1] [-1] outputs [] [] [] []
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2773 asame inputs [1 Infinity] [1 Infinity] [1 Infinity] [1 Infinity] outputs [1 Infinity] [1 Infinity] [1 Infinity] [1 Infinity]
2774 asame inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [-1 Infinity] [-1 Infinity] [-1 Infinity] [-1 Infinity]
2775 asame inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0] [-Infinity 0] [-Infinity 0]
2776 asame inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] [-Infinity 1] outputs [-Infinity 1] [-Infinity 1] [-Infinity 1] [-Infinity 1]
2777 asame inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [-Infinity -1] [-Infinity -1] [-Infinity -1] [-Infinity -1]
2778 asame inputs [0 Infinity] [0 Infinity] [0 Infinity] [-Infinity 0] outputs [0] [0] [0] [0]
2779 asame inputs [0 Infinity] [0 Infinity] [0 Infinity] [-Infinity 0] outputs [0] [0] [0] [0]
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2781 asame inputs [0 Infinity] [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [0] [0] [0] [0]
2782 asame inputs [0 Infinity] [0 Infinity] [0 Infinity] [-Infinity -1] outputs [] [] [] []
2783 asame inputs [0 Infinity] [0 Infinity] [-Infinity -1] [-Infinity -1] outputs [] [] [] []
2784 asame inputs [0 Infinity] [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [] [] [] []
2785 asame inputs [0 Infinity] [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [] [] [] []
2786 asame inputs [0 Infinity] [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity] [0 Infinity]
2787 asame inputs [0 Infinity] [0 Infinity] [-1 Infinity] [-1 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity] [0 Infinity]
2788 asame inputs [0 Infinity] [0 Infinity] [0 Infinity] [-1 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity] [0 Infinity]
2789 asame inputs [0 Infinity] [-1 Infinity] [-Infinity -1] [-Infinity -1] outputs [] [] [] []
2790 asame inputs [0 Infinity] [-1 Infinity] [-1 Infinity] [-Infinity -1] outputs [] [] [] []
2791 asame inputs [0 Infinity] [0 Infinity] [-1 Infinity] [-Infinity -1] outputs [] [] [] []
2792 asame inputs [0 Infinity] [-1 Infinity] [-1 Infinity] [-Infinity 0] outputs [0] [0] [0] [0]
2793 asame inputs [0 Infinity] [0 Infinity] [-1 Infinity] [-Infinity 0] outputs [0] [0] [0] [0]
2794 asame inputs [0 Infinity] [-1 Infinity] [-Infinity 0] [-Infinity 0] outputs [0] [0] [0] [0]
2795 asame inputs [0 Infinity] [0 Infinity] [0 Infinity] [0] outputs [0] [0] [0] [0]
2796 asame inputs [0] [-Infinity Infinity] [-Infinity Infinity] [-Infinity Infinity] outputs [0] [0] [0] [0]
2797 asame inputs [0 Infinity] [-1 Infinity] [-Infinity 0] [0] outputs [0] [0] [0] [0]
2798 asame inputs {red} {red} {red} {red} outputs {red} {red} {red} {red}
2799 asame inputs {blue} {blue} {blue} {blue} outputs {blue} {blue} {blue} {blue}
2800 asame inputs {green} {green} {green} {green} outputs {green} {green} {green} {green}
2801 asame inputs {red} {blue} {blue} {blue} outputs {} {} {} {}
2802 asame inputs {red} {red} {blue} {blue} outputs {} {} {} {}
2803 asame inputs {red} {red} {red} {blue} outputs {} {} {} {}
2804 asame inputs {green} {blue} {blue} {blue} outputs {} {} {} {}
2805 asame inputs {green} {green} {blue} {blue} outputs {} {} {} {}
2806 asame inputs {green} {green} {green} {blue} outputs {} {} {} {}
2807 asame inputs {red} {red} {red} {green} outputs {} {} {} {}
2808 asame inputs {red} {red} {green} {green} outputs {} {} {} {}
2809 asame inputs {red} {green} {green} {green} outputs {} {} {} {}
2810 asame inputs {red} {green} {green} {blue} outputs {} {} {} {}
2811 asame inputs {red} {green} {blue} {blue} outputs {} {} {} {}
2812 asame inputs {red} {red} {green} {blue} outputs {} {} {} {}
2813 asame inputs {red blue green} {red blue green} {red blue green} {red blue green} outputs {red blue green} {red blue green} {red blue green} {red blue green}
2814 asame inputs {red blue green} {red blue green} {red blue green} {red} outputs {red} {red} {red} {red}
2815 asame inputs {red blue green} {red blue green} {red} {red} outputs {red} {red} {red} {red}
2816 asame inputs {red blue green} {red} {red} {red} outputs {red} {red} {red} {red}
2817 asame inputs {red blue green} {red blue green} {red blue green} {blue} outputs {blue} {blue} {blue} {blue}
2818 asame inputs {red blue green} {red blue green} {blue} {blue} outputs {blue} {blue} {blue} {blue}
2819 asame inputs {red blue green} {blue} {blue} {blue} outputs {blue} {blue} {blue} {blue}
2820 asame inputs {red blue green} {red blue green} {red blue green} {green} outputs {green} {green} {green} {green}
2821 asame inputs {red blue green} {red blue green} {green} {green} outputs {green} {green} {green} {green}
2822 asame inputs {red blue green} {green} {green} {green} outputs {green} {green} {green} {green}
2823 asame inputs {red blue} {red blue} {red blue} {green} outputs {} {} {} {}
2824 asame inputs {red blue} {red blue} {green} {green} outputs {} {} {} {}
2825 asame inputs {red blue} {green} {green} {green} outputs {} {} {} {}
2826 asame inputs {red blue} {green blue} {green blue} {green blue} outputs {blue} {blue} {blue} {blue}
2827 asame inputs {red blue} {red blue} {green blue} {green blue} outputs {blue} {blue} {blue} {blue}
2828 asame inputs {red blue} {red blue} {red blue} {green blue} outputs {blue} {blue} {blue} {blue}
2829 asame inputs {green blue} {red blue} {red blue} {green red} outputs {} {} {} {}
2830 asame inputs {green blue} {green blue} {red blue} {green red} outputs {} {} {} {}
2831 asame inputs {green blue} {red green} {red blue} {green red} outputs {} {} {} {}
2832 adiff inputs [1] [1] outputs [] []
2833 adiff inputs [-1] [-1] outputs [] []
2834 adiff inputs [0] [0] outputs [] []
2835 adiff inputs [1] [-1] outputs [1] [-1]
2836 adiff inputs [-1] [0] outputs [-1] [0]
2837 adiff inputs [1] [0] outputs [1] [0]
2838 adiff inputs [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity]
2839 adiff inputs [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0]
2840 adiff inputs [0 Infinity] [-Infinity 0] outputs [0 Infinity] [-Infinity 0]
2841 adiff inputs [0 Infinity] [-Infinity -1] outputs [0 Infinity] [-Infinity -1]
2842 adiff inputs [0 Infinity] [0] outputs [0 Infinity] [0]
2843 adiff inputs [0] [-Infinity Infinity] outputs [0] [-Infinity Infinity]
2844 adiff inputs [1] [1] outputs [] []
2845 adiff inputs [-1] [-1] outputs [] []
2846 adiff inputs [0] [0] outputs [] []
2847 adiff inputs [1] [-1] outputs [1] [-1]
2848 adiff inputs [-1] [0] outputs [-1] [0]
2849 adiff inputs [1] [0] outputs [1] [0]
2850 adiff inputs [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity]
2851 adiff inputs [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0]
2852 adiff inputs [0 Infinity] [-Infinity 0] outputs [0 Infinity] [-Infinity 0]
2853 adiff inputs [0 Infinity] [-Infinity -1] outputs [0 Infinity] [-Infinity -1]
2854 adiff inputs [0 Infinity] [0] outputs [0 Infinity] [0]
2855 adiff inputs [0] [-Infinity Infinity] outputs [0] [-Infinity Infinity]
2856 adiff inputs {red} {red} outputs {} {}
2857 adiff inputs {blue} {blue} outputs {} {}
2858 adiff inputs {green} {green} outputs {} {}
2859 adiff inputs {red} {blue} outputs {red} {blue}
2860 adiff inputs {green} {blue} outputs {green} {blue}
2861 adiff inputs {red} {green} outputs {red} {green}
2862 adiff inputs {red blue brown green} {red blue brown green} outputs {red blue brown green} {red blue brown green}
2863 adiff inputs {red blue brown green} {red} outputs {brown blue green} {red}
2864 adiff inputs {red blue brown green} {blue} outputs {brown green red} {blue}
2865 adiff inputs {red blue brown green} {green} outputs {blue red brown} {green}
2866 adiff inputs {red blue} {green} outputs {red blue} {green}
2867 adiff inputs [1] [1] [1] [1] outputs [] [] [] []
2868 adiff inputs [-1] [-1] [-1] [-1] outputs [] [] [] []
2869 adiff inputs [0] [0] [0] [0] outputs [] [] [] []
2870 adiff inputs [1] [1] [1] [-1] outputs [] [] [] []
2871 adiff inputs [1] [1] [-1] [-1] outputs [] [] [] []
2872 adiff inputs [1] [-1] [-1] [-1] outputs [] [] [] []
2873 adiff inputs [1] [1] [1] [0] outputs [] [] [] []
2874 adiff inputs [1] [1] [0] [0] outputs [] [] [] []
2875 adiff inputs [1] [0] [0] [0] outputs [] [] [] []
2876 adiff inputs [0] [0] [0] [-1] outputs [] [] [] []
2877 adiff inputs [0] [0] [-1] [-1] outputs [] [] [] []
2878 adiff inputs [0] [-1] [-1] [-1] outputs [] [] [] []
2879 adiff inputs [1] [1] [0] [-1] outputs [] [] [] []
2880 adiff inputs [1] [0] [-1] [-1] outputs [] [] [] []
2881 adiff inputs [1] [0] [0] [-1] outputs [] [] [] []
2882 adiff inputs [1] [2] [0] [-1] outputs [1] [2] [0] [-1]
2883 adiff inputs [0 Infinity] [0 Infinity] [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity] [0 Infinity]
2884 adiff inputs [1 Infinity] [1 Infinity] [1 Infinity] [1 Infinity] outputs [1 Infinity] [1 Infinity] [1 Infinity] [1 Infinity]
2885 adiff inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [-1 Infinity] [-1 Infinity] [-1 Infinity] [-1 Infinity]
2886 adiff inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0] [-Infinity 0] [-Infinity 0]
2887 adiff inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] [-Infinity 1] outputs [-Infinity 1] [-Infinity 1] [-Infinity 1] [-Infinity 1]
2888 adiff inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [-Infinity -1] [-Infinity -1] [-Infinity -1] [-Infinity -1]
2889 adiff inputs [0 Infinity] [0 Infinity] [0 Infinity] [-Infinity 0] outputs [0 Infinity] [0 Infinity] [0 Infinity] [-Infinity 0]
2890 adiff inputs [0 Infinity] [0 Infinity] [0 Infinity] [-Infinity 0] outputs [0 Infinity] [0 Infinity] [0 Infinity] [-Infinity 0]
2891 adiff inputs [0 Infinity] [0 Infinity] [-Infinity 0] [-Infinity 0] outputs [0 Infinity] [0 Infinity] [-Infinity 0] [-Infinity 0]
2892 adiff inputs [0 Infinity] [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [0 Infinity] [-Infinity 0] [-Infinity 0] [-Infinity 0]
2893 adiff inputs [0 Infinity] [0 Infinity] [0 Infinity] [-Infinity -1] outputs [0 Infinity] [0 Infinity] [0 Infinity] [-Infinity -1]
2894 adiff inputs [0 Infinity] [0 Infinity] [-Infinity -1] [-Infinity -1] outputs [0 Infinity] [0 Infinity] [-Infinity -1] [-Infinity -1]
2895 adiff inputs [0 Infinity] [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [0 Infinity] [-Infinity -1] [-Infinity -1] [-Infinity -1]
2896 adiff inputs [0 Infinity] [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [0 Infinity] [-Infinity -1] [-Infinity -1] [-Infinity -1]
2897 adiff inputs [0 Infinity] [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [0 Infinity] [-1 Infinity] [-1 Infinity] [-1 Infinity]
2898 adiff inputs [0 Infinity] [0 Infinity] [-1 Infinity] [-1 Infinity] outputs [0 Infinity] [0 Infinity] [-1 Infinity] [-1 Infinity]
2899 adiff inputs [0 Infinity] [0 Infinity] [0 Infinity] [-1 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity] [-1 Infinity]
2900 adiff inputs [0 Infinity] [-1 Infinity] [-Infinity -1] [-Infinity -1] outputs [0 Infinity] [-1 Infinity] [-Infinity -1] [-Infinity -1]
2901 adiff inputs [0 Infinity] [-1 Infinity] [-1 Infinity] [-Infinity -1] outputs [0 Infinity] [-1 Infinity] [-1 Infinity] [-Infinity -1]
2902 adiff inputs [0 Infinity] [0 Infinity] [-1 Infinity] [-Infinity -1] outputs [0 Infinity] [0 Infinity] [-1 Infinity] [-Infinity -1]
2903 adiff inputs [0 Infinity] [-1 Infinity] [-1 Infinity] [-Infinity 0] outputs [0 Infinity] [-1 Infinity] [-1 Infinity] [-Infinity 0]
2904 adiff inputs [0 Infinity] [0 Infinity] [-1 Infinity] [-Infinity 0] outputs [0 Infinity] [0 Infinity] [-1 Infinity] [-Infinity 0]
2905 adiff inputs [0 Infinity] [-1 Infinity] [-Infinity 0] [-Infinity 0] outputs [0 Infinity] [-1 Infinity] [-Infinity 0] [-Infinity 0]
2906 adiff inputs [0 Infinity] [0 Infinity] [0 Infinity] [0] outputs [0 Infinity] [0 Infinity] [0 Infinity] [0]
2907 adiff inputs [0] [-Infinity Infinity] [-Infinity Infinity] [-Infinity Infinity] outputs [0] [-Infinity Infinity] [-Infinity Infinity] [-Infinity Infinity]
2908 adiff inputs [0 Infinity] [-1 Infinity] [-Infinity 0] [0] outputs [0 Infinity] [-1 Infinity] [-Infinity 0] [0]
2909 adiff inputs {red} {red} {red} {red} outputs {} {} {} {}
2910 adiff inputs {blue} {blue} {blue} {blue} outputs {} {} {} {}
2911 adiff inputs {green} {green} {green} {green} outputs {} {} {} {}
2912 adiff inputs {red} {blue} {blue} {blue} outputs {} {} {} {}
2913 adiff inputs {red} {red} {blue} {blue} outputs {} {} {} {}
2914 adiff inputs {red} {red} {red} {blue} outputs {} {} {} {}
2915 adiff inputs {green} {blue} {blue} {blue} outputs {} {} {} {}
2916 adiff inputs {green} {green} {blue} {blue} outputs {} {} {} {}
2917 adiff inputs {green} {green} {green} {blue} outputs {} {} {} {}
2918 adiff inputs {red} {red} {red} {green} outputs {} {} {} {}
2919 adiff inputs {red} {red} {green} {green} outputs {} {} {} {}
2920 adiff inputs {red} {green} {green} {green} outputs {} {} {} {}
2921 adiff inputs {red} {green} {green} {blue} outputs {} {} {} {}
2922 adiff inputs {red} {green} {blue} {blue} outputs {} {} {} {}
2923 adiff inputs {red} {red} {green} {blue} outputs {} {} {} {}
2924 adiff inputs {brown} {red} {green} {blue} outputs {brown} {red} {green} {blue}
2925 adiff inputs {red blue brown green} {red blue brown green} {red blue brown green} {red blue brown green} outputs {red blue brown green} {red blue brown green} {red blue brown green} {red blue brown green}
2926 adiff inputs {red blue brown green} {red blue brown green} {red blue brown green} {red} outputs {blue green brown} {blue green brown} {blue green brown} {red}
2927 adiff inputs {red blue brown green} {red blue brown green} {red} {red} outputs {} {} {} {}
2928 adiff inputs {red blue brown green} {red} {red} {red} outputs {} {} {} {}
2929 adiff inputs {red blue brown green} {red blue brown green} {red blue brown green} {blue} outputs {red green brown} {red green brown} {red green brown} {blue}
2930 adiff inputs {red blue brown green} {red blue brown green} {blue} {blue} outputs {} {} {} {}
2931 adiff inputs {red blue brown green} {blue} {blue} {blue} outputs {} {} {} {}
2932 adiff inputs {red blue brown green} {red blue brown green} {red blue brown green} {green} outputs {blue red brown} {blue red brown} {blue red brown} {green}
2933 adiff inputs {red blue brown green} {red blue brown green} {green} {green} outputs {} {} {} {}
2934 adiff inputs {red blue brown green} {green} {green} {green} outputs {} {} {} {}
2935 adiff inputs {red blue} {red blue} {red blue} {green} outputs {} {} {} {}
2936 adiff inputs {red blue} {red blue} {green} {green} outputs {} {} {} {}
2937 adiff inputs {red blue} {green} {green} {green} outputs {} {} {} {}
2938 adiff inputs {red blue} {green blue} {green blue} {green blue} outputs {} {} {} {}
2939 adiff inputs {red blue} {red blue} {green blue} {green blue} outputs {} {} {} {}
2940 adiff inputs {red blue} {red blue} {red blue} {green blue} outputs {} {} {} {}
2941 adiff inputs {green blue} {red blue} {red blue} {green red} outputs {} {} {} {}
2942 adiff inputs {green blue} {green blue} {red blue} {green red} outputs {} {} {} {}
2943 adiff inputs {green blue} {red green} {red blue} {green red} outputs {} {} {} {}
2944 adiff inputs {green blue} {red green} {red blue} {green brown} outputs {green blue} {red green} {red blue} {brown}
2945 fasame inputs [1] [1] outputs [1] [1]
2946 fasame inputs [-1] [-1] outputs [-1] [-1]
2947 fasame inputs [0] [0] outputs [0] [0]
2948 fasame inputs [1] [-1] outputs [] []
2949 fasame inputs [-1] [0] outputs [] []
2950 fasame inputs [1] [0] outputs [] []
2951 fasame inputs [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity]
2952 fasame inputs [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0]
2953 fasame inputs [0 Infinity] [-Infinity 0] outputs [0] [0]
2954 fasame inputs [0 Infinity] [-Infinity -1] outputs [] []
2955 fasame inputs [0 Infinity] [0] outputs [0] [0]
2956 fasame inputs [0] [-Infinity Infinity] outputs [0] [0]
2957 fasame inputs [1] [1] outputs [1] [1]
2958 fasame inputs [-1] [-1] outputs [-1] [-1]
2959 fasame inputs [0] [0] outputs [0] [0]
2960 fasame inputs [-1] [1] outputs [] []
2961 fasame inputs [-1] [0] outputs [] []
2962 fasame inputs [1] [0] outputs [] []
2963 fasame inputs [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity]
2964 fasame inputs [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0]
2965 fasame inputs [0 Infinity] [-Infinity 0] outputs [0] [0]
2966 fasame inputs [0 Infinity] [-Infinity -1] outputs [] []
2967 fasame inputs [0 Infinity] [0] outputs [0] [0]
2968 fasame inputs {red} {red} outputs {red} {red}
2969 fasame inputs {blue} {blue} outputs {blue} {blue}
2970 fasame inputs {green} {green} outputs {green} {green}
2971 fasame inputs {red} {blue} outputs {} {}
2972 fasame inputs {green} {blue} outputs {} {}
2973 fasame inputs {red} {green} outputs {} {}
2974 fasame inputs {red blue green} {red blue green} outputs {red blue green} {red blue green}
2975 fasame inputs {red blue green} {red} outputs {red} {red}
2976 fasame inputs {red blue green} {blue} outputs {blue} {blue}
2977 fasame inputs {red blue green} {green} outputs {green} {green}
2978 fasame inputs {red blue} {green} outputs {} {}
2979 fasame inputs [1] [1] [1] [1] outputs [1] [1] [1] [1]
2980 fasame inputs [-1] [-1] [-1] [-1] outputs [-1] [-1] [-1] [-1]
2981 fasame inputs [0] [0] [0] [0] outputs [0] [0] [0] [0]
2982 fasame inputs [1] [1] [1] [-1] outputs [] [] [] []
2983 fasame inputs [1] [1] [-1] [-1] outputs [] [] [] []
2984 fasame inputs [1] [-1] [-1] [-1] outputs [] [] [] []
2985 fasame inputs [1] [1] [1] [0] outputs [] [] [] []
2986 fasame inputs [1] [1] [0] [0] outputs [] [] [] []
2987 fasame inputs [1] [0] [0] [0] outputs [] [] [] []
2988 fasame inputs [0] [0] [0] [-1] outputs [] [] [] []
2989 fasame inputs [0] [0] [-1] [-1] outputs [] [] [] []
2990 fasame inputs [0] [-1] [-1] [-1] outputs [] [] [] []
2991 fasame inputs [1] [1] [0] [-1] outputs [] [] [] []
2992 fasame inputs [1] [0] [-1] [-1] outputs [] [] [] []
2993 fasame inputs [1] [0] [0] [-1] outputs [] [] [] []
2994 fasame inputs [0 Infinity] [0 Infinity] [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity] [0 Infinity]
2995 fasame inputs [1 Infinity] [1 Infinity] [1 Infinity] [1 Infinity] outputs [1 Infinity] [1 Infinity] [1 Infinity] [1 Infinity]
2996 fasame inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [-1 Infinity] [-1 Infinity] [-1 Infinity] [-1 Infinity]
2997 fasame inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0] [-Infinity 0] [-Infinity 0]
2998 fasame inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] [-Infinity 1] outputs [-Infinity 1] [-Infinity 1] [-Infinity 1] [-Infinity 1]
2999 fasame inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [-Infinity -1] [-Infinity -1] [-Infinity -1] [-Infinity -1]
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3289 max inputs [0 1] [0 1] [-1 1] outputs [0 1] [0 1] [0 1]
3290 max inputs [0 1] [0 1] [-1 0] outputs [0] [0] [0]
3291 max inputs [0 1] [0 1] [0 1] outputs [0 1] [0 1] [0 1]
3292 max inputs [0 1] [0 1] [1] outputs [0 1] [0 1] [1]
3293 max inputs [0 1] [0 1] [0] outputs [0] [0] [0]
3294 max inputs [0 1] [0 1] [-1] outputs [] [] []
3295 max inputs [0 1] [1] [-1 1] outputs [0 1] [1] [1]
3296 max inputs [0 1] [1] [-1 0] outputs [] [] []
3297 max inputs [0 1] [1] [0 1] outputs [0 1] [1] [1]
3298 max inputs [0 1] [1] [1] outputs [0 1] [1] [1]
3299 max inputs [0 1] [1] [0] outputs [] [] []
3300 max inputs [0 1] [1] [-1] outputs [] [] []
3301 max inputs [0 1] [-1] [-1 1] outputs [0 1] [-1] [0 1]
3302 max inputs [0 1] [-1] [-1 0] outputs [0] [-1] [0]
3303 max inputs [0 1] [-1] [0 1] outputs [0 1] [-1] [0 1]
3304 max inputs [0 1] [-1] [1] outputs [1] [-1] [1]
3305 max inputs [0 1] [-1] [0] outputs [0] [-1] [0]
3306 max inputs [0 1] [-1] [-1] outputs [] [] []
3307 max inputs [-1] [-1] [-1] outputs [-1] [-1] [-1]
3308 max inputs [0] [0] [0] outputs [0] [0] [0]
3309 max inputs [1] [1] [1] outputs [1] [1] [1]
3310 max inputs [0] [0] [-1] outputs [] [] []
3311 max inputs [0] [0] [1] outputs [] [] []
3312 max inputs [0] [-1] [0] outputs [0] [-1] [0]
3313 max inputs [0] [-1] [-1] outputs [] [] []
3314 max inputs [0] [-1] [1] outputs [] [] []
3315 max inputs [0] [1] [-1] outputs [] [] []
3316 max inputs [0] [1] [0] outputs [] [] []
3317 max inputs [0] [1] [1] outputs [0] [1] [1]
3318 max inputs [1] [0] [0] outputs [] [] []
3319 max inputs [1] [0] [-1] outputs [] [] []
3320 max inputs [1] [0] [1] outputs [1] [0] [1]
3321 max inputs [1] [-1] [0] outputs [] [] []
3322 max inputs [1] [-1] [-1] outputs [] [] []
3323 max inputs [1] [-1] [1] outputs [1] [-1] [1]
3324 max inputs [1] [1] [0] outputs [] [] []
3325 max inputs [1] [1] [-1] outputs [] [] []
3326 max inputs [-Infinity -1] [-Infinity -1] [-Infinity -1] outputs [-Infinity -1] [-Infinity -1] [-Infinity -1]
3327 max inputs [-Infinity 0] [-Infinity 0] [-Infinity 0] outputs [-Infinity 0] [-Infinity 0] [-Infinity 0]
3328 max inputs [-Infinity 1] [-Infinity 1] [-Infinity 1] outputs [-Infinity 1] [-Infinity 1] [-Infinity 1]
3329 max inputs [-1 Infinity] [-1 Infinity] [-1 Infinity] outputs [-1 Infinity] [-1 Infinity] [-1 Infinity]
3330 max inputs [0 Infinity] [0 Infinity] [0 Infinity] outputs [0 Infinity] [0 Infinity] [0 Infinity]
3331 max inputs [1 Infinity] [1 Infinity] [1 Infinity] outputs [1 Infinity] [1 Infinity] [1 Infinity]
3332 max inputs [-Infinity -1] [-Infinity -1] [-Infinity 0] outputs [-Infinity -1] [-Infinity -1] [-Infinity -1]
3333 max inputs [-Infinity -1] [-Infinity -1] [-Infinity 1] outputs [-Infinity -1] [-Infinity -1] [-Infinity -1]
3334 max inputs [-Infinity -1] [-Infinity -1] [-1 Infinity] outputs [-inf -1] [-inf -1] [-1]
3335 max inputs [-Infinity -1] [-Infinity -1] [0 Infinity] outputs [] [] []
3336 max inputs [-Infinity -1] [-Infinity -1] [1 Infinity] outputs [] [] []
3337 max inputs [1 Infinity] [1 Infinity] [-1] outputs [] [] []
3338 max inputs [1 Infinity] [1 Infinity] [0] outputs [] [] []
3339 max inputs [1 Infinity] [1 Infinity] [1] outputs [1] [1] [1]
3340 max inputs [-1 1] [-1 1] [-1 1] outputs [-1 1] [-1 1] [-1 1]
3341 max inputs [-1 1] [-1 1] [-1 0] outputs [-1 0] [-1 0] [-1 0]
3342 max inputs [-1 1] [-1 1] [0 1] outputs [-1 1] [-1 1] [0 1]
3343 max inputs [-1 1] [-1 1] [1] outputs [-1 1] [-1 1] [1]
3344 max inputs [-1 1] [-1 1] [0] outputs [-1 0] [-1 0] [0]
3345 max inputs [-1 1] [-1 1] [-1] outputs [-1] [-1] [-1]
3346 max inputs [-1 1] [0 1] [-1 1] outputs [-1 1] [0 1] [0 1]
3347 max inputs [-1 1] [0 1] [-1 0] outputs [-1 0] [0] [0]
3348 max inputs [-1 1] [0 1] [0 1] outputs [-1 1] [0 1] [0 1]
3349 max inputs [-1 1] [0 1] [1] outputs [-1 1] [0 1] [1]
3350 max inputs [-1 1] [0 1] [0] outputs [-1 0] [0] [0]
3351 max inputs [-1 1] [0 1] [-1] outputs [] [] []
3352 max inputs [-1 1] [-1 0] [-1 1] outputs [-1 1] [-1 0] [-1 1]
3353 max inputs [-1 1] [-1 0] [-1 0] outputs [-1 0] [-1 0] [-1 0]
3354 max inputs [-1 1] [-1 0] [0 1] outputs [-1 1] [-1 0] [0 1]
3355 max inputs [-1 1] [-1 0] [1] outputs [1] [-1 0] [1]
3356 max inputs [-1 1] [-1 0] [0] outputs [-1 0] [-1 0] [0]
3357 max inputs [-1 1] [-1 0] [-1] outputs [-1] [-1] [-1]
3358 max inputs [-1 1] [1] [-1 1] outputs [-1 1] [1] [1]
3359 max inputs [-1 1] [1] [-1 0] outputs [] [] []
3360 max inputs [-1 1] [1] [0 1] outputs [-1 1] [1] [1]
3361 max inputs [-1 1] [1] [1] outputs [-1 1] [1] [1]
3362 max inputs [-1 1] [1] [0] outputs [] [] []
3363 max inputs [-1 1] [1] [-1] outputs [] [] []
3364 max inputs [-1 1] [-1] [-1 1] outputs [-1 1] [-1] [-1 1]
3365 max inputs [-1 1] [-1] [-1 0] outputs [-1 0] [-1] [-1 0]
3366 max inputs [-1 1] [-1] [0 1] outputs [0 1] [-1] [0 1]
3367 max inputs [-1 1] [-1] [1] outputs [1] [-1] [1]
3368 max inputs [-1 1] [-1] [0] outputs [0] [-1] [0]
3369 max inputs [-1 1] [-1] [-1] outputs [-1] [-1] [-1]
3370 max inputs [0 1] [0 1] [-1 1] outputs [0 1] [0 1] [0 1]
3371 max inputs [0 1] [0 1] [-1 0] outputs [0] [0] [0]
3372 max inputs [0 1] [0 1] [0 1] outputs [0 1] [0 1] [0 1]
3373 max inputs [0 1] [0 1] [1] outputs [0 1] [0 1] [1]
3374 max inputs [0 1] [0 1] [0] outputs [0] [0] [0]
3375 max inputs [0 1] [0 1] [-1] outputs [] [] []
3376 max inputs [0 1] [1] [-1 1] outputs [0 1] [1] [1]
3377 max inputs [0 1] [1] [-1 0] outputs [] [] []
3378 max inputs [0 1] [1] [0 1] outputs [0 1] [1] [1]
3379 max inputs [0 1] [1] [1] outputs [0 1] [1] [1]
3380 max inputs [0 1] [1] [0] outputs [] [] []
3381 max inputs [0 1] [1] [-1] outputs [] [] []
3382 max inputs [0 1] [-1] [-1 1] outputs [0 1] [-1] [0 1]
3383 max inputs [0 1] [-1] [-1 0] outputs [0] [-1] [0]
3384 max inputs [0 1] [-1] [0 1] outputs [0 1] [-1] [0 1]
3385 max inputs [0 1] [-1] [1] outputs [1] [-1] [1]
3386 max inputs [0 1] [-1] [0] outputs [0] [-1] [0]
3387 max inputs [0 1] [-1] [-1] outputs [] [] []
3388 MemberImply inputs [0 1] [-10.4 10] [5 6.1]  [10 12] outputs  [0 1] [-10.4 10] [5 6.1] [10 12]
3389 memberImply inputs [0 1] [-10.4 10] [-11 16.1] [10 12] outputs [] [] [] []
3390 memberImply inputs [0 1] [-10.4 10] [-11 16.1] [0 12] outputs [0 1] [-10.4 10] [-11 16.1] [0 12]
3391 memberImply inputs [-10 1] [-10.4 10] [-11 16.1] [0 12] outputs [0 1] [-10.4 10] [-11 16.1] [0 12]
3392 memberImply inputs [0 1] [-10.4 10] [-5 6.1] [10 12] outputs [0 1] [-10.4 10] [-5 6.1] [10 12]
3393 memberImply inputs [-inf inf] [-10.4 10] [-11 16.1] [0 12] outputs [0 12] [-10.4 10] [-11 16.1] [0 12]
3394 condeq inputs {false true} [0 1] [0 1] outputs {false true} [0 1] [0 1]
3395 condeq inputs {false true} {0} {1} outputs {false} {0} {1}
3396 condeq inputs {false true} {0} {0} outputs {true} {0} {0}
3397 condeq inputs {false} [0 1] [0 1] outputs {false} [0 1] [0 1]
3398 condeq inputs {FALSE} {0 1} {0} outputs {false} {1} {0}
3399 condeq inputs {FALSE} {1 0} {0} outputs {false} {1} {0}
3400 condeq inputs {true} [0 1] [0 1] outputs {true} [0 1] [0 1]
3401 condeq inputs {False True} [0.0 1] [1.1 2] outputs {false} [0.0 1] [1.1 2]
3402 condeq inputs {true} {0 1} {1} outputs {true} {1} {1}
3403 condeq inputs {true} [-inf 10] [-1 inf] outputs {true} [-1 10] [-1 10]
3404 condeq inputs {false true} {false} {true} outputs {false} {false} {true}
3405 condeq inputs {false true} {false} {false} outputs {true} {false} {false}
3406 condeq inputs {false} [0 1] [0 1] outputs {false} [0 1] [0 1]
3407 condeq inputs {true} [-inf 10] [-1 inf] outputs {true} [-1 10] [-1 10]
3408 condeq inputs {true} [0 1] [0 1] outputs {true} [0 1] [0 1]
3409 condeq inputs {False True} [0.0 1] [1.1 2] outputs {false} [0.0 1] [1.1 2]
3410 condeq inputs {true} {false true} {true} outputs {true} {true} {true}
3411 condeq inputs {FALSE} {TRUE FALSE} {false} outputs {false} {true} {false}
3412 withinBounds inputs [-inf inf] [0 10] [-inf 40] outputs [0 40] [0 10] [0 40]
3413 withinBounds inputs [0 10] [0 10] [-inf 0] outputs [0] [0] [0]
3414 withinBounds inputs [0 10] [0 10] [-inf -2] outputs [] [] []
3415 withinBounds inputs [-10.8 10.8] [-10. 0] [0. 10] outputs [-10. 10] [-10. 0] [0. 10]
3416 withinBounds inputs [-10.8 10.8] [0.2] [0.3] outputs [0.2 0.3] [0.2] [0.3]
3417 absVal inputs [-inf inf] [0 3] outputs [0 3] [0 3]
3418 absVal inputs [-inf inf] [-3 3] outputs [0 3] [-3 3]
3419 absVal inputs [-inf inf] [-4 3] outputs [0 4] [-4 3]
3420 absVal inputs [-inf inf] [2 3] outputs [2 3] [2 3]
3421 absVal inputs [-inf inf] [-9 -2] outputs [2 9] [-9 -2]
3422 absVal inputs [2 4] [9 10] outputs [] []
3423 absVal inputs [-1] [-1] outputs [] []
3424 absVal inputs [2 4] [-3 1] outputs [2 3] [-3 -2]
3425 absVal inputs [1 2] [-2 0] outputs [1 2] [-2 -1]
3426 absVal inputs [0 3] [-4 4] outputs [0 3] [-3 3]
3427 absVal inputs [0 3] [-5 4] outputs [0 3] [-3 3]
3428 absVal inputs [0 10] [-0.3 2] outputs [0 2] [-0.3 2]
3431 lt inputs [-1 1] [-Infinity 1] outputs [-1 0] [0 1]
3432 lt inputs [-1 1] [-Infinity Infinity] outputs [-1 1] [0 Infinity]
3433 lt inputs [-1 1] [-1 Infinity] outputs [-1 1] [0 Infinity]
3434 addeqcond inputs [1] [-1 10] [0] {false} outputs [1] [0 10] [0] {false}
3435 addeqcond inputs [1] [-1 10] [0] {false} outputs [1] [0 10] [0] {false}
3436 addeqcond inputs [1] [-1 10] [0] {false} outputs [1] [0 10] [0] {false}
3437 addlt inputs [-Infinity -1] [1 Infinity] [0] outputs [-Infinity -2] [1 Infinity] [0]
3438 addlt inputs [-Infinity 0] [0 Infinity] [0] outputs [-Infinity -1] [0 Infinity] [0]
3439 addlt inputs [-Infinity 0] [1 Infinity] [0] outputs [-Infinity -2] [1 Infinity] [0]
3440 addlt inputs [-Infinity 1] [-1 Infinity] [0] outputs [-Infinity 0] [-1 Infinity] [0]
3441 addlt inputs [-Infinity 1] [0 Infinity] [0] outputs [-Infinity -0.00001] [0 Infinity] [0]
3442 addlt inputs [-Infinity 1] [1 Infinity] [0] outputs [-Infinity -1.00001] [1 Infinity] [0]
3443 addlt inputs [-1 Infinity] [-Infinity 1] [0] outputs [-1 Infinity] [-Infinity 0] [0]
3444 addlt inputs [-1 Infinity] [-1 Infinity] [0] outputs [-1 0] [-1 0] [0]
3445 addlt inputs [-1 Infinity] [0 Infinity] [0] outputs [-1 -1] [0 0] [0]
3446 addlt inputs [0 Infinity] [-Infinity 0] [0] outputs [0 Infinity] [-Infinity -0.00001] [0]
3447 addlt inputs [0 Infinity] [-Infinity 1] [0] outputs [0 Infinity] [-Infinity -0.00001] [0]
3448 addlt inputs [0 Infinity] [-1 Infinity] [0] outputs [0 0] [-1 -1] [0]
3449 addlt inputs [1 Infinity] [-Infinity -1] [0] outputs [1 Infinity] [-Infinity -1.00001] [0]
3450 addlt inputs [1 Infinity] [-Infinity 0] [0] outputs [1 Infinity] [-Infinity -1.00001] [0]
3451 addlt inputs [1 Infinity] [-Infinity 1] [0] outputs [1 Infinity] [-Infinity -1.00001] [0]
3452 or inputs [0 1] [0] outputs [1 1] [0]
3453 withinBounds inputs [-10.8 10.8] [-10 0] [0 10] outputs [-10. 10.] [-10 0] [0 10]
3454 eq inputs [-4 10] {2 3 4 40}  outputs [2 4] {2 3 4}
3455 leq inputs {10} [-inf inf] outputs {10} [10 inf]
subsetOf inputs {A B C} {A B C D E} outputs {A B C} {A B C D E}
subsetOf inputs {A B C D E} {A B C} outputs {A B C} {A B C}
subsetOf inputs {A B C} {A B C} outputs {A B C} {A B C}
subsetOf inputs {A B C} {D E F} outputs {} {}