Irreducible cubics with positive discriminant up to 200, up to SL(2,Z)-equivalence
49 [ [1,2,-1,-1] [1,1,-2,-1] ]
81 [ [1,3,0,-1] [1,0,-3,-1] ]
148 [ [1,-1,-3,1] [1,1,-3,-1] ]
169 [ [1,-1,-4,-1] [1,4,1,-1] ]

Irreducible cubics with positive discriminant up to 200, up to GL(2,Z)-equivalence
49 [ [1,2,-1,-1] ]
81 [ [1,3,0,-1] ]
148 [ [1,-1,-3,1] ]
169 [ [1,-1,-4,-1] ]

Cubics with positive discriminant up to 200, up to SL(2,Z)-equivalence
1 [ [0,1,1,0] ]
4 [ [0,1,0,-1] ]
5 [ [0,1,-1,-1] ]
8 [ [0,1,0,-2] ]
9 [ [0,1,-1,-2] ]
12 [ [0,1,0,-3] ]
13 [ [0,1,-1,-3] ]
16 [ [0,1,0,-4] [0,2,2,0] ]
17 [ [0,1,-1,-4] ]
20 [ [0,1,0,-5] ]
21 [ [0,1,-1,-5] ]
24 [ [0,1,0,-6] ]
25 [ [0,1,-1,-6] ]
28 [ [0,1,0,-7] ]
29 [ [0,1,-1,-7] ]
32 [ [0,1,0,-8] [0,2,0,-1] ]
33 [ [0,1,-1,-8] ]
36 [ [0,1,0,-9] [0,2,-1,-1] [0,2,1,-1] ]
37 [ [0,1,-1,-9] ]
40 [ [0,1,0,-10] ]
41 [ [0,1,-1,-10] ]
44 [ [0,1,0,-11] ]
45 [ [0,1,-1,-11] ]
48 [ [0,1,0,-12] [0,2,-2,-1] ]
49 [ [0,1,-1,-12] [1,2,-1,-1] [1,1,-2,-1] ]
52 [ [0,1,0,-13] ]
53 [ [0,1,-1,-13] ]
56 [ [0,1,0,-14] ]
57 [ [0,1,-1,-14] ]
60 [ [0,1,0,-15] ]
61 [ [0,1,-1,-15] ]
64 [ [0,1,0,-16] [0,2,0,-2] ]
65 [ [0,1,-1,-16] ]
68 [ [0,1,0,-17] [0,2,-1,-2] [0,2,1,-2] ]
69 [ [0,1,-1,-17] ]
72 [ [0,1,0,-18] ]
73 [ [0,1,-1,-18] ]
76 [ [0,1,0,-19] ]
77 [ [0,1,-1,-19] ]
80 [ [0,1,0,-20] [0,2,-2,-2] ]
81 [ [0,1,-1,-20] [0,3,3,0] [1,3,0,-1] [1,0,-3,-1] ]
84 [ [0,1,0,-21] ]
85 [ [0,1,-1,-21] ]
88 [ [0,1,0,-22] ]
89 [ [0,1,-1,-22] ]
92 [ [0,1,0,-23] ]
93 [ [0,1,-1,-23] ]
96 [ [0,1,0,-24] [0,2,0,-3] ]
97 [ [0,1,-1,-24] ]
100 [ [0,1,0,-25] [0,2,-1,-3] [0,2,1,-3] ]
101 [ [0,1,-1,-25] ]
104 [ [0,1,0,-26] ]
105 [ [0,1,-1,-26] ]
108 [ [0,1,0,-27] [1,0,-3,0] ]
109 [ [0,1,-1,-27] ]
112 [ [0,1,0,-28] [0,2,-2,-3] ]
113 [ [0,1,-1,-28] ]
116 [ [0,1,0,-29] ]
117 [ [0,1,-1,-29] [0,3,-1,-1] [0,3,1,-1] ]
120 [ [0,1,0,-30] ]
121 [ [0,1,-1,-30] ]
124 [ [0,1,0,-31] ]
125 [ [0,1,-1,-31] [1,2,-2,-1] ]
128 [ [0,1,0,-32] [0,2,0,-4] ]
129 [ [0,1,-1,-32] ]
132 [ [0,1,0,-33] [0,2,-1,-4] [0,2,1,-4] ]
133 [ [0,1,-1,-33] ]
136 [ [0,1,0,-34] ]
137 [ [0,1,-1,-34] ]
140 [ [0,1,0,-35] ]
141 [ [0,1,-1,-35] ]
144 [ [0,1,0,-36] [0,2,-2,-4] [0,3,-2,-1] [0,3,2,-1] ]
145 [ [0,1,-1,-36] ]
148 [ [0,1,0,-37] [1,-1,-3,1] [1,1,-3,-1] ]
149 [ [0,1,-1,-37] ]
152 [ [0,1,0,-38] ]
153 [ [0,1,-1,-38] ]
156 [ [0,1,0,-39] ]
157 [ [0,1,-1,-39] ]
160 [ [0,1,0,-40] [0,2,0,-5] ]
161 [ [0,1,-1,-40] ]
164 [ [0,1,0,-41] [0,2,-1,-5] [0,2,1,-5] ]
165 [ [0,1,-1,-41] ]
168 [ [0,1,0,-42] ]
169 [ [0,1,-1,-42] [1,-1,-4,-1] [1,4,1,-1] ]
172 [ [0,1,0,-43] ]
173 [ [0,1,-1,-43] ]
176 [ [0,1,0,-44] [0,2,-2,-5] ]
177 [ [0,1,-1,-44] ]
180 [ [0,1,0,-45] ]
181 [ [0,1,-1,-45] ]
184 [ [0,1,0,-46] ]
185 [ [0,1,-1,-46] ]
188 [ [0,1,0,-47] ]
189 [ [0,1,-1,-47] [0,3,-3,-1] ]
192 [ [0,1,0,-48] [0,2,0,-6] ]
193 [ [0,1,-1,-48] ]
196 [ [0,1,0,-49] [0,2,-1,-6] [0,2,1,-6] ]
197 [ [0,1,-1,-49] ]
200 [ [0,1,0,-50] ]

Cubics with positive discriminant up to 200, up to GL(2,Z)-equivalence
1 [ [0,1,1,0] ]
4 [ [0,1,0,-1] ]
5 [ [0,1,-1,-1] ]
8 [ [0,1,0,-2] ]
9 [ [0,1,-1,-2] ]
12 [ [0,1,0,-3] ]
13 [ [0,1,-1,-3] ]
16 [ [0,1,0,-4] [0,2,2,0] ]
17 [ [0,1,-1,-4] ]
20 [ [0,1,0,-5] ]
21 [ [0,1,-1,-5] ]
24 [ [0,1,0,-6] ]
25 [ [0,1,-1,-6] ]
28 [ [0,1,0,-7] ]
29 [ [0,1,-1,-7] ]
32 [ [0,1,0,-8] [0,2,0,-1] ]
33 [ [0,1,-1,-8] ]
36 [ [0,1,0,-9] [0,2,-1,-1] ]
37 [ [0,1,-1,-9] ]
40 [ [0,1,0,-10] ]
41 [ [0,1,-1,-10] ]
44 [ [0,1,0,-11] ]
45 [ [0,1,-1,-11] ]
48 [ [0,1,0,-12] [0,2,-2,-1] ]
49 [ [0,1,-1,-12] [1,2,-1,-1] ]
52 [ [0,1,0,-13] ]
53 [ [0,1,-1,-13] ]
56 [ [0,1,0,-14] ]
57 [ [0,1,-1,-14] ]
60 [ [0,1,0,-15] ]
61 [ [0,1,-1,-15] ]
64 [ [0,1,0,-16] [0,2,0,-2] ]
65 [ [0,1,-1,-16] ]
68 [ [0,1,0,-17] [0,2,-1,-2] ]
69 [ [0,1,-1,-17] ]
72 [ [0,1,0,-18] ]
73 [ [0,1,-1,-18] ]
76 [ [0,1,0,-19] ]
77 [ [0,1,-1,-19] ]
80 [ [0,1,0,-20] [0,2,-2,-2] ]
81 [ [0,1,-1,-20] [0,3,3,0] [1,3,0,-1] ]
84 [ [0,1,0,-21] ]
85 [ [0,1,-1,-21] ]
88 [ [0,1,0,-22] ]
89 [ [0,1,-1,-22] ]
92 [ [0,1,0,-23] ]
93 [ [0,1,-1,-23] ]
96 [ [0,1,0,-24] [0,2,0,-3] ]
97 [ [0,1,-1,-24] ]
100 [ [0,1,0,-25] [0,2,-1,-3] ]
101 [ [0,1,-1,-25] ]
104 [ [0,1,0,-26] ]
105 [ [0,1,-1,-26] ]
108 [ [0,1,0,-27] [1,0,-3,0] ]
109 [ [0,1,-1,-27] ]
112 [ [0,1,0,-28] [0,2,-2,-3] ]
113 [ [0,1,-1,-28] ]
116 [ [0,1,0,-29] ]
117 [ [0,1,-1,-29] [0,3,-1,-1] ]
120 [ [0,1,0,-30] ]
121 [ [0,1,-1,-30] ]
124 [ [0,1,0,-31] ]
125 [ [0,1,-1,-31] [1,2,-2,-1] ]
128 [ [0,1,0,-32] [0,2,0,-4] ]
129 [ [0,1,-1,-32] ]
132 [ [0,1,0,-33] [0,2,-1,-4] ]
133 [ [0,1,-1,-33] ]
136 [ [0,1,0,-34] ]
137 [ [0,1,-1,-34] ]
140 [ [0,1,0,-35] ]
141 [ [0,1,-1,-35] ]
144 [ [0,1,0,-36] [0,2,-2,-4] [0,3,-2,-1] ]
145 [ [0,1,-1,-36] ]
148 [ [0,1,0,-37] [1,-1,-3,1] ]
149 [ [0,1,-1,-37] ]
152 [ [0,1,0,-38] ]
153 [ [0,1,-1,-38] ]
156 [ [0,1,0,-39] ]
157 [ [0,1,-1,-39] ]
160 [ [0,1,0,-40] [0,2,0,-5] ]
161 [ [0,1,-1,-40] ]
164 [ [0,1,0,-41] [0,2,-1,-5] ]
165 [ [0,1,-1,-41] ]
168 [ [0,1,0,-42] ]
169 [ [0,1,-1,-42] [1,-1,-4,-1] ]
172 [ [0,1,0,-43] ]
173 [ [0,1,-1,-43] ]
176 [ [0,1,0,-44] [0,2,-2,-5] ]
177 [ [0,1,-1,-44] ]
180 [ [0,1,0,-45] ]
181 [ [0,1,-1,-45] ]
184 [ [0,1,0,-46] ]
185 [ [0,1,-1,-46] ]
188 [ [0,1,0,-47] ]
189 [ [0,1,-1,-47] [0,3,-3,-1] ]
192 [ [0,1,0,-48] [0,2,0,-6] ]
193 [ [0,1,-1,-48] ]
196 [ [0,1,0,-49] [0,2,-1,-6] ]
197 [ [0,1,-1,-49] ]
200 [ [0,1,0,-50] ]

Irreducible cubics with negative discriminant down to -200, up to SL(2,Z)-equivalence
-23 [ [1,-1,0,1] [1,1,0,-1] ]
-31 [ [1,1,0,1] [1,-1,0,-1] ]
-44 [ [1,-1,1,1] [1,1,1,-1] ]
-59 [ [1,2,0,1] [1,-2,0,-1] ]
-76 [ [1,-1,3,-1] [1,1,3,1] ]
-83 [ [1,-1,1,-2] [1,1,1,2] ]
-87 [ [1,1,2,-1] [1,-1,2,1] ]
-104 [ [1,0,-1,2] [1,0,-1,-2] ]
-107 [ [1,2,4,1] [1,-2,4,-1] ]
-108 [ [1,0,0,2] [1,0,0,-2] ]
-116 [ [1,-1,0,-2] [1,1,0,2] ]
-135 [ [1,0,3,-1] [1,0,3,1] ]
-139 [ [1,-1,1,2] [1,1,1,-2] ]
-140 [ [1,0,2,2] [1,0,2,-2] ]
-152 [ [1,-1,-2,-2] [1,1,-2,2] ]
-172 [ [1,2,0,2] [1,-2,0,-2] ]
-175 [ [1,2,3,-1] [1,-2,3,1] ]
-176 [ [1,-1,3,1] [1,1,3,-1] ]
-199 [ [1,1,4,1] [1,-1,4,-1] ]
-200 [ [1,-1,2,2] [1,1,2,-2] ]

Irreducible cubics with negative discriminant down to -200, up to GL(2,Z)-equivalence
-23 [ [1,-1,0,1] ]
-31 [ [1,1,0,1] ]
-44 [ [1,-1,1,1] ]
-59 [ [1,2,0,1] ]
-76 [ [1,-1,3,-1] ]
-83 [ [1,-1,1,-2] ]
-87 [ [1,1,2,-1] ]
-104 [ [1,0,-1,2] ]
-107 [ [1,2,4,1] ]
-108 [ [1,0,0,2] ]
-116 [ [1,-1,0,-2] ]
-135 [ [1,0,3,-1] ]
-139 [ [1,-1,1,2] ]
-140 [ [1,0,2,2] ]
-152 [ [1,-1,-2,-2] ]
-172 [ [1,2,0,2] ]
-175 [ [1,2,3,-1] ]
-176 [ [1,-1,3,1] ]
-199 [ [1,1,4,1] ]
-200 [ [1,-1,2,2] ]

Cubics with negative discriminant down to -200, up to SL(2,Z)-equivalence
-3 [ [0,1,1,1] ]
-4 [ [0,1,0,1] ]
-7 [ [0,1,1,2] ]
-8 [ [0,1,0,2] ]
-11 [ [0,1,1,3] ]
-12 [ [0,1,0,3] ]
-15 [ [0,1,1,4] ]
-16 [ [0,1,0,4] [1,2,2,0] ]
-19 [ [0,1,1,5] ]
-20 [ [0,1,0,5] ]
-23 [ [0,1,1,6] [1,-1,0,1] [1,1,0,-1] ]
-24 [ [0,1,0,6] ]
-27 [ [0,1,1,7] [1,0,0,1] ]
-28 [ [0,1,0,7] [0,2,-1,1] [0,2,1,1] ]
-31 [ [0,1,1,8] [1,1,0,1] [1,-1,0,-1] ]
-32 [ [0,1,0,8] [0,2,0,1] ]
-35 [ [0,1,1,9] ]
-36 [ [0,1,0,9] ]
-39 [ [0,1,1,10] ]
-40 [ [0,1,0,10] ]
-43 [ [0,1,1,11] ]
-44 [ [0,1,0,11] [1,-1,1,1] [1,1,1,-1] ]
-47 [ [0,1,1,12] ]
-48 [ [0,1,0,12] [0,2,2,2] ]
-51 [ [0,1,1,13] ]
-52 [ [0,1,0,13] ]
-55 [ [0,1,1,14] ]
-56 [ [0,1,0,14] ]
-59 [ [0,1,1,15] [1,2,0,1] [1,-2,0,-1] ]
-60 [ [0,1,0,15] [0,2,-1,2] [0,2,1,2] ]
-63 [ [0,1,1,16] ]
-64 [ [0,1,0,16] [0,2,0,2] ]
-67 [ [0,1,1,17] ]
-68 [ [0,1,0,17] ]
-71 [ [0,1,1,18] ]
-72 [ [0,1,0,18] [0,3,-2,1] [0,3,2,1] [1,2,3,0] [1,-2,3,0] ]
-75 [ [0,1,1,19] ]
-76 [ [0,1,0,19] [1,-1,3,-1] [1,1,3,1] ]
-79 [ [0,1,1,20] ]
-80 [ [0,1,0,20] [0,2,2,3] ]
-83 [ [0,1,1,21] [1,-1,1,-2] [1,1,1,2] ]
-84 [ [0,1,0,21] ]
-87 [ [0,1,1,22] [1,1,2,-1] [1,-1,2,1] ]
-88 [ [0,1,0,22] ]
-91 [ [0,1,1,23] ]
-92 [ [0,1,0,23] [0,2,-1,3] [0,2,1,3] ]
-95 [ [0,1,1,24] ]
-96 [ [0,1,0,24] [0,2,0,3] ]
-99 [ [0,1,1,25] [0,3,-1,1] [0,3,1,1] [1,-1,3,0] [1,1,3,0] ]
-100 [ [0,1,0,25] [1,-1,0,2] [1,1,0,-2] ]
-103 [ [0,1,1,26] ]
-104 [ [0,1,0,26] [1,0,-1,2] [1,0,-1,-2] ]
-107 [ [0,1,1,27] [1,2,4,1] [1,-2,4,-1] ]
-108 [ [0,1,0,27] [1,0,3,0] [1,0,0,2] [1,0,0,-2] ]
-111 [ [0,1,1,28] ]
-112 [ [0,1,0,28] [0,2,2,4] [1,0,1,2] [1,0,1,-2] ]
-115 [ [0,1,1,29] ]
-116 [ [0,1,0,29] [1,-1,0,-2] [1,1,0,2] ]
-119 [ [0,1,1,30] ]
-120 [ [0,1,0,30] ]
-123 [ [0,1,1,31] ]
-124 [ [0,1,0,31] [0,2,-1,4] [0,2,1,4] ]
-127 [ [0,1,1,32] ]
-128 [ [0,1,0,32] [0,2,0,4] ]
-131 [ [0,1,1,33] ]
-132 [ [0,1,0,33] ]
-135 [ [0,1,1,34] [0,3,3,2] [1,0,3,-1] [1,0,3,1] ]
-136 [ [0,1,0,34] ]
-139 [ [0,1,1,35] [1,-1,1,2] [1,1,1,-2] ]
-140 [ [0,1,0,35] [1,0,2,2] [1,0,2,-2] ]
-143 [ [0,1,1,36] ]
-144 [ [0,1,0,36] [0,2,2,5] ]
-147 [ [0,1,1,37] [1,-1,-1,-2] [1,1,-1,2] ]
-148 [ [0,1,0,37] ]
-151 [ [0,1,1,38] ]
-152 [ [0,1,0,38] [1,-1,-2,-2] [1,1,-2,2] ]
-155 [ [0,1,1,39] ]
-156 [ [0,1,0,39] [0,2,-1,5] [0,2,1,5] ]
-159 [ [0,1,1,40] ]
-160 [ [0,1,0,40] [0,2,0,5] ]
-163 [ [0,1,1,41] ]
-164 [ [0,1,0,41] ]
-167 [ [0,1,1,42] ]
-168 [ [0,1,0,42] ]
-171 [ [0,1,1,43] ]
-172 [ [0,1,0,43] [1,2,0,2] [1,-2,0,-2] ]
-175 [ [0,1,1,44] [1,2,3,-1] [1,-2,3,1] ]
-176 [ [0,1,0,44] [0,2,2,6] [1,-1,3,1] [1,1,3,-1] ]
-179 [ [0,1,1,45] ]
-180 [ [0,1,0,45] [0,3,-2,2] [0,3,2,2] ]
-183 [ [0,1,1,46] ]
-184 [ [0,1,0,46] ]
-187 [ [0,1,1,47] ]
-188 [ [0,1,0,47] [0,2,-1,6] [0,2,1,6] ]
-191 [ [0,1,1,48] ]
-192 [ [0,1,0,48] [0,2,0,6] [0,4,-2,1] [0,4,2,1] [1,2,4,0] [1,-2,4,0] ]
-195 [ [0,1,1,49] ]
-196 [ [0,1,0,49] ]
-199 [ [0,1,1,50] [1,1,4,1] [1,-1,4,-1] ]
-200 [ [0,1,0,50] [1,-1,2,2] [1,1,2,-2] ]

Cubics with negative discriminant down to -200, up to GL(2,Z)-equivalence
-3 [ [0,1,1,1] ]
-4 [ [0,1,0,1] ]
-7 [ [0,1,1,2] ]
-8 [ [0,1,0,2] ]
-11 [ [0,1,1,3] ]
-12 [ [0,1,0,3] ]
-15 [ [0,1,1,4] ]
-16 [ [0,1,0,4] [1,2,2,0] ]
-19 [ [0,1,1,5] ]
-20 [ [0,1,0,5] ]
-23 [ [0,1,1,6] [1,-1,0,1] ]
-24 [ [0,1,0,6] ]
-27 [ [0,1,1,7] [1,0,0,1] ]
-28 [ [0,1,0,7] [0,2,-1,1] ]
-31 [ [0,1,1,8] [1,1,0,1] ]
-32 [ [0,1,0,8] [0,2,0,1] ]
-35 [ [0,1,1,9] ]
-36 [ [0,1,0,9] ]
-39 [ [0,1,1,10] ]
-40 [ [0,1,0,10] ]
-43 [ [0,1,1,11] ]
-44 [ [0,1,0,11] [1,-1,1,1] ]
-47 [ [0,1,1,12] ]
-48 [ [0,1,0,12] [0,2,2,2] ]
-51 [ [0,1,1,13] ]
-52 [ [0,1,0,13] ]
-55 [ [0,1,1,14] ]
-56 [ [0,1,0,14] ]
-59 [ [0,1,1,15] [1,2,0,1] ]
-60 [ [0,1,0,15] [0,2,-1,2] ]
-63 [ [0,1,1,16] ]
-64 [ [0,1,0,16] [0,2,0,2] ]
-67 [ [0,1,1,17] ]
-68 [ [0,1,0,17] ]
-71 [ [0,1,1,18] ]
-72 [ [0,1,0,18] [0,3,-2,1] [1,2,3,0] ]
-75 [ [0,1,1,19] ]
-76 [ [0,1,0,19] [1,-1,3,-1] ]
-79 [ [0,1,1,20] ]
-80 [ [0,1,0,20] [0,2,2,3] ]
-83 [ [0,1,1,21] [1,-1,1,-2] ]
-84 [ [0,1,0,21] ]
-87 [ [0,1,1,22] [1,1,2,-1] ]
-88 [ [0,1,0,22] ]
-91 [ [0,1,1,23] ]
-92 [ [0,1,0,23] [0,2,-1,3] ]
-95 [ [0,1,1,24] ]
-96 [ [0,1,0,24] [0,2,0,3] ]
-99 [ [0,1,1,25] [0,3,-1,1] [1,-1,3,0] ]
-100 [ [0,1,0,25] [1,-1,0,2] ]
-103 [ [0,1,1,26] ]
-104 [ [0,1,0,26] [1,0,-1,2] ]
-107 [ [0,1,1,27] [1,2,4,1] ]
-108 [ [0,1,0,27] [1,0,3,0] [1,0,0,2] ]
-111 [ [0,1,1,28] ]
-112 [ [0,1,0,28] [0,2,2,4] [1,0,1,2] ]
-115 [ [0,1,1,29] ]
-116 [ [0,1,0,29] [1,-1,0,-2] ]
-119 [ [0,1,1,30] ]
-120 [ [0,1,0,30] ]
-123 [ [0,1,1,31] ]
-124 [ [0,1,0,31] [0,2,-1,4] ]
-127 [ [0,1,1,32] ]
-128 [ [0,1,0,32] [0,2,0,4] ]
-131 [ [0,1,1,33] ]
-132 [ [0,1,0,33] ]
-135 [ [0,1,1,34] [0,3,3,2] [1,0,3,-1] ]
-136 [ [0,1,0,34] ]
-139 [ [0,1,1,35] [1,-1,1,2] ]
-140 [ [0,1,0,35] [1,0,2,2] ]
-143 [ [0,1,1,36] ]
-144 [ [0,1,0,36] [0,2,2,5] ]
-147 [ [0,1,1,37] [1,-1,-1,-2] ]
-148 [ [0,1,0,37] ]
-151 [ [0,1,1,38] ]
-152 [ [0,1,0,38] [1,-1,-2,-2] ]
-155 [ [0,1,1,39] ]
-156 [ [0,1,0,39] [0,2,-1,5] ]
-159 [ [0,1,1,40] ]
-160 [ [0,1,0,40] [0,2,0,5] ]
-163 [ [0,1,1,41] ]
-164 [ [0,1,0,41] ]
-167 [ [0,1,1,42] ]
-168 [ [0,1,0,42] ]
-171 [ [0,1,1,43] ]
-172 [ [0,1,0,43] [1,2,0,2] ]
-175 [ [0,1,1,44] [1,2,3,-1] ]
-176 [ [0,1,0,44] [0,2,2,6] [1,-1,3,1] ]
-179 [ [0,1,1,45] ]
-180 [ [0,1,0,45] [0,3,-2,2] ]
-183 [ [0,1,1,46] ]
-184 [ [0,1,0,46] ]
-187 [ [0,1,1,47] ]
-188 [ [0,1,0,47] [0,2,-1,6] ]
-191 [ [0,1,1,48] ]
-192 [ [0,1,0,48] [0,2,0,6] [0,4,-2,1] [1,2,4,0] ]
-195 [ [0,1,1,49] ]
-196 [ [0,1,0,49] ]
-199 [ [0,1,1,50] [1,1,4,1] ]
-200 [ [0,1,0,50] [1,-1,2,2] ]