hypergeometric motives
Hypergeometric motives with Hodge type (1,1,1,1) and paramodular forms
| form | HypData | \(z_*\) | form | HypData | \(z_*\) |
|---|---|---|---|---|---|
| \(\mathsf{148.a}\) | \(\bigl([3,2,2],[4,1,1]\bigr)\) | \({27}/{64}\) | \(\mathsf{480.b}\) | \(\bigl([2,2,2,2],[1,1,1,1]\bigr)\) | \({1}/{16},\; 16\) |
| \(\mathsf{160.b}\) | \(\bigl([4,2,2],[1,1,1,1]\bigr)\) | \(-{1}/{4}\) | \(\mathsf{483.a}\) | \(\bigl([10],[1,1,1,1]\bigr)\) | \(-{3125}/{256}\) |
| \(\mathsf{172.c}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \(-{27}/{16}\) | \(\mathsf{496.e}\) | \(\bigl([3,2,2],[4,1,1]\bigr)\) | \(-{27}/{4}\) |
| \(\mathsf{176.c}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \({27}/{16}\) | \(\mathsf{544.h}\) | \(\bigl([2,2,2,2],[1,1,1,1]\bigr)\) | \(-16,\; -{1}/{16}\) |
| \(\mathsf{182.a}\) | \(\bigl([3,3],[1,1,1,1]\bigr)\) | \(729\) | \(\mathsf{560.i}\) | \(\bigl([8],[1,1,1,1]\bigr)\) | \({256}/{81}\) |
| \(\mathsf{184.d}\) | \(\bigl([3,2,2],[4,1,1]\bigr)\) | \({27}/{4}\) | \(\mathsf{566.b}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \(-{27}/{256}\) |
| \(\mathsf{192.b}\) | \(\bigl([4,2,2],[1,1,1,1]\bigr)\) | \({1}/{4}\) | \(\mathsf{616.e}\) | \(\bigl([6,2,2],[1,1,1,1]\bigr)\) | \(-{27}/{512}\) |
| \(\mathsf{205.a}\) | \(\bigl([4,2,2],[1,1,1,1]\bigr)\) | \(-1024\) | \(\mathsf{640.g}\) | \(\bigl([6,2,2],[1,1,1,1]\bigr)\) | \({27}/{32}\) |
| \(\mathsf{229.a}\) | \(\bigl([6,2,2],[1,1,1,1]\bigr)\) | \({27}/{256}\) | \(\mathsf{640.i}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \({27}/{32}\) |
| \(\mathsf{234.c}\) | \(\bigl([3,2,2],[4,1,1]\bigr)\) | \({243}/{256}\) | \(\mathsf{640.j}\) | \(\bigl([2,2,2,2],[1,1,1,1]\bigr)\) | \(-4,\; -{1}/{4}\) |
| \(\mathsf{240.a}\) | \(\bigl([4,4],[1,1,1,1]\bigr)\) | \(16\) | \(\mathsf{665.d}\) | \(\bigl([3,3],[4,1,1]\bigr)\) | \({729}/{64}\) |
| \(\mathsf{248.c}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \(-{27}/{4}\) | \(\mathsf{672.h}\) | \(\bigl([2,2,2,2],[1,1,1,1]\bigr)\) | \({1}/{64},\; 64\) |
| \(\mathsf{255.b}\) | \(\bigl([2,2,2,2],[1,1,1,1]\bigr)\) | \({1}/{256},\; 256\) | \(\mathsf{672.o}\) | \(\bigl([4,2,2],[1,1,1,1]\bigr)\) | \(64\) |
| \(\mathsf{257.a}\) | \(\bigl([2,2,2,2],[1,1,1,1]\bigr)\) | \(-256,\; -{1}/{256}\) | \(\mathsf{702.f}\) | \(\bigl([3,2,2],[4,1,1]\bigr)\) | \({243}/{256}\) |
| \(\mathsf{283.a}\) | \(\bigl([4,4],[6,1,1]\bigr)\) | \(-{256}/{27}\) | \(\mathsf{704.o}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \({27}/{16}\) |
| \(\mathsf{283.c}\) | \(\bigl([6,2,2],[1,1,1,1]\bigr)\) | \(-{27}/{256}\) | \(\mathsf{720.x}\) | \(\bigl([3,3],[6,1,1]\bigr)\) | \({27}/{32}\) |
| \(\mathsf{297.c}\) | \(\bigl([3,3],[6,1,1]\bigr)\) | \({27}/{16}\) | \(\mathsf{728.c}\) | \(\bigl([6,6],[1,1,1,1]\bigr)\) | \(729\) |
| \(\mathsf{297.f}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \({16}/{27}\) | \(\mathsf{728.f}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \(-{27}/{64}\) |
| \(\mathsf{320.c}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \({27}/{32}\) | \(\mathsf{730.d}\) | \(\bigl([3,3],[1,1,1,1]\bigr)\) | \(-729\) |
| \(\mathsf{320.d}\) | \(\bigl([4,2,2],[1,1,1,1]\bigr)\) | \(-4\) | \(\mathsf{736.e}\) | \(\bigl([6,4],[1,1,1,1]\bigr)\) | \({27}/{4}\) |
| \(\mathsf{320.f}\) | \(\bigl([3,2,2],[4,1,1]\bigr)\) | \({27}/{32}\) | \(\mathsf{756.d}\) | \(\bigl([3,2,2],[6,1,1]\bigr)\) | \(-27,\; -{1}/{27}\) |
| \(\mathsf{351.b}\) | \(\bigl([6,2,2],[1,1,1,1]\bigr)\) | \({243}/{256}\) | \(\mathsf{760.f}\) | \(\bigl([6,2,2],[1,1,1,1]\bigr)\) | \(-{27}/{125}\) |
| \(\mathsf{351.d}\) | \(\bigl([2,2,2,2],[1,1,1,1]\bigr)\) | \({243}/{256},\; {256}/{243}\) | \(\mathsf{768.l}\) | \(\bigl([2,2,2,2],[1,1,1,1]\bigr)\) | \({1}/{4},\; 4\) |
| \(\mathsf{352.c}\) | \(\bigl([3,2,2],[4,1,1]\bigr)\) | \({27}/{16}\) | \(\mathsf{768.t}\) | \(\bigl([4,2,2],[1,1,1,1]\bigr)\) | \(4\) |
| \(\mathsf{352.d}\) | \(\bigl([6,2,2],[1,1,1,1]\bigr)\) | \({27}/{16}\) | \(\mathsf{768.u}\) | \(\bigl([4,2,2],[1,1,1,1]\bigr)\) | \(4\) |
| \(\mathsf{357.c}\) | \(\bigl([4,2,2],[1,1,1,1]\bigr)\) | \({1024}/{2401}\) | \(\mathsf{793.a}\) | \(\bigl([3,3],[4,1,1]\bigr)\) | \(-{729}/{64}\) |
| \(\mathsf{360.d}\) | \(\bigl([3,3],[1,1,1,1]\bigr)\) | \({32}/{27}\) | \(\mathsf{830.a}\) | \(\bigl([6,2,2],[1,1,1,1]\bigr)\) | \(-{27}/{2048}\) |
| \(\mathsf{360.e}\) | \(\bigl([3,3],[1,1,1,1]\bigr)\) | \({32}/{27}\) | \(\mathsf{842.b}\) | \(\bigl([5],[1,1,1,1]\bigr)\) | \(-{3125}/{243}\) |
| \(\mathsf{368.h}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \({27}/{4}\) | \(\mathsf{868.c}\) | \(\bigl([3,3],[4,1,1]\bigr)\) | \({729}/{512}\) |
| \(\mathsf{378.b}\) | \(\bigl([3,2,2],[6,1,1]\bigr)\) | \({1}/{64},\; 64\) | \(\mathsf{868.h}\) | \(\bigl([3,3],[1,1,1,1]\bigr)\) | \({729}/{512}\) |
| \(\mathsf{378.e}\) | \(\bigl([3,2,2],[6,1,1]\bigr)\) | \({1}/{64},\; 64\) | \(\mathsf{891.g}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \({16}/{27}\) |
| \(\mathsf{384.e}\) | \(\bigl([2,2,2,2],[1,1,1,1]\bigr)\) | \({1}/{4},\; 4\) | \(\mathsf{896.i}\) | \(\bigl([3,2,2],[4,1,1]\bigr)\) | \(-27\) |
| \(\mathsf{431.c}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \(432\) | \(\mathsf{896.o}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \(-27\) |
| \(\mathsf{433.a}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \(-432\) | \(\mathsf{945.k}\) | \(\bigl([2,2,2,2],[1,1,1,1]\bigr)\) | \({81}/{256},\; {256}/{81}\) |
| \(\mathsf{448.f}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \(-27\) | \(\mathsf{945.r}\) | \(\bigl([6,2,2],[1,1,1,1]\bigr)\) | \({81}/{256}\) |
| \(\mathsf{448.i}\) | \(\bigl([6,2,2],[1,1,1,1]\bigr)\) | \(-27\) | \(\mathsf{952.p}\) | \(\bigl([3,3],[1,1,1,1]\bigr)\) | \(5832\) |
| \(\mathsf{448.o}\) | \(\bigl([4,3],[1,1,1,1]\bigr)\) | \(-27\) | \(\mathsf{960.v}\) | \(\bigl([4,2,2],[1,1,1,1]\bigr)\) | \({1}/{16}\) |
| \(\mathsf{456.b}\) | \(\bigl([2,2,2,2],[1,1,1,1]\bigr)\) | \(-512,\; -{1}/{512}\) | \(\mathsf{965.a}\) | \(\bigl([3,3],[4,4]\bigr)\) | \(-{729}/{4096}\) |
| \(\mathsf{456.f}\) | \(\bigl([3,2,2],[1,1,1,1]\bigr)\) | \(-512\) | \(\mathsf{985.a}\) | \(\bigl([6,6],[1,1,1,1]\bigr)\) | \(-{729}/{256}\) |
| \(\mathsf{458.a}\) | \(\bigl([3,2,2],[4,1,1]\bigr)\) | \({27}/{256}\) | \(\mathsf{999.j}\) | \(\bigl([4,3],[1,1,1,1]\bigr)\) | \({64}/{27}\) |
| \(\mathsf{473.a}\) | \(\bigl([6,6],[1,1,1,1]\bigr)\) | \({729}/{256}\) |
Calabi-Yau motives
Calabi-Yau motives with Hodge type (1,1,1,1) and paramodular forms
| form | AESZ | \(z_*\) | TWIST? | form | AESZ | \(z_*\) | TWIST? |
|---|---|---|---|---|---|---|---|
| \(\mathsf{61.a}\) | \(\mathsf{5.24}\) | \(1\) | No | \(\mathsf{554.c}\) | \(\mathsf{5.21}\) | \({1}/{243}\) | Yes |
| \(\mathsf{69.a}\) | \(\mathsf{5.39}\) | \({1}/{32}\) | No | \(\mathsf{558.d}\) | \(\mathsf{3.9}\) | \(-{1}/{3}\) | Yes |
| \(\mathsf{73.a}\) | \(\mathsf{5.22}\) | \(1\) | No | \(\mathsf{558.g}\) | \(\mathsf{3.9}\) | \(-{1}/{3}\) | No |
| \(\mathsf{73.a}\) | \(\mathsf{5.25}\) | \(1\) | No | \(\mathsf{560.g}\) | \(\mathsf{6.12}\) | \({1}/{2}\) | No |
| \(\mathsf{76.a}\) | \(\mathsf{5.27}\) | \(-1\) | No | \(\mathsf{560.h}\) | \(\mathsf{2.64}\) | \({1}/{2}\) | No |
| \(\mathsf{76.a}\) | \(\mathsf{5.28}\) | \(-{1}/{32}\) | No | \(\mathsf{560.i}\) | \(\mathsf{1.7}\) | \({1}/{20736}\) | Yes |
| \(\mathsf{79.a}\) | \(\mathsf{2.5}\) | \(-1\) | No | \(\mathsf{560.n}\) | \(\mathsf{3.11}\) | \({1}/{338}\) | No |
| \(\mathsf{82.a}\) | \(\mathsf{5.122}\) | \(-{1}/{81}\) | Yes | \(\mathsf{561.c}\) | \(\mathsf{4.72}\) | \(-{1}/{81}\) | Yes |
| \(\mathsf{85.a}\) | \(\mathsf{4.44}\) | \(-{1}/{32}\) | No | \(\mathsf{561.c}\) | \(\mathsf{4.73}\) | \(-{1}/{4096}\) | No |
| \(\mathsf{87.a}\) | \(\mathsf{5.15}\) | \(-{1}/{64}\) | No | \(\mathsf{561.d}\) | \(\mathsf{2.65}\) | \(-{1}/{81}\) | No |
| \(\mathsf{87.a}\) | \(\mathsf{5.31}\) | \(1\) | No | \(\mathsf{565.b}\) | \(\mathsf{2.11}\) | \(-{1}/{49}\) | Yes |
| \(\mathsf{89.a}\) | \(\mathsf{5.18}\) | \(1\) | No | \(\mathsf{566.a}\) | \(\mathsf{4.54}\) | \(-{1}/{4096}\) | Yes |
| \(\mathsf{89.a}\) | \(\mathsf{5.72}\) | \({1}/{243}\) | Yes | \(\mathsf{566.b}\) | \(\mathsf{1.5}\) | \(-{1}/{4096}\) | No |
| \(\mathsf{94.b}\) | \(\mathsf{4.34}\) | \(-1\) | No | \(\mathsf{572.a}\) | \(\mathsf{2.10}\) | \(1\) | No |
| \(\mathsf{94.b}\) | \(\mathsf{4.38}\) | \(-{1}/{65536}\) | No | \(\mathsf{573.b}\) | \(\mathsf{4.58}\) | \({1}/{243}\) | No |
| \(\mathsf{96.a}\) | \(\mathsf{5.6}\) | \({1}/{8}\) | No | \(\mathsf{573.b}\) | \(\mathsf{4.59}\) | \({1}/{256}\) | Yes |
| \(\mathsf{96.a}\) | \(\mathsf{5.9}\) | \({1}/{128}\) | Yes | \(\mathsf{573.c}\) | \(\mathsf{4.58}\) | \(-{1}/{256}\) | Yes |
| \(\mathsf{104.a}\) | \(\mathsf{6.22}\) | \(4\) | No | \(\mathsf{573.c}\) | \(\mathsf{4.59}\) | \(-{1}/{243}\) | Yes |
| \(\mathsf{105.a}\) | \(\mathsf{8.10}\) | \({1}/{9},\; {1}/{32}\) | No | \(\mathsf{575.a}\) | \(\mathsf{4.67}\) | \({1}/{65536}\) | No |
| \(\mathsf{106.b}\) | \(\mathsf{4.74}\) | \(-{1}/{729}\) | Yes | \(\mathsf{578.a}\) | \(\mathsf{4.68}\) | \({1}/{32}\) | No |
| \(\mathsf{112.a}\) | \(\mathsf{8.41}\) | \(-{1}/{8}\) | No | \(\mathsf{583.a}\) | \(\mathsf{5.2}\) | \(1\) | No |
| \(\mathsf{112.a}\) | \(\mathsf{8.42}\) | \(-{1}/{16}\) | No | \(\mathsf{585.a}\) | \(\mathsf{6.25}\) | \(-{13}/{37}\) | No |
| \(\mathsf{113.a}\) | \(\mathsf{4.72}\) | \({1}/{81}\) | Yes | \(\mathsf{585.a}\) | \(\mathsf{8.35}\) | \({1}/{2}\) | No |
| \(\mathsf{113.a}\) | \(\mathsf{4.73}\) | \({1}/{4096}\) | Yes | \(\mathsf{585.b}\) | \(\mathsf{2.52}\) | \({1}/{25}\) | No |
| \(\mathsf{116.a}\) | \(\mathsf{5.7}\) | \(-1\) | No | \(\mathsf{585.f}\) | \(\mathsf{6.25}\) | \(-{13}/{37}\) | Yes |
| \(\mathsf{116.a}\) | \(\mathsf{5.46}\) | \(1\) | No | \(\mathsf{585.f}\) | \(\mathsf{8.35}\) | \({1}/{2}\) | Yes |
| \(\mathsf{117.a}\) | \(\mathsf{4.42}\) | \(-{1}/{32}\) | No | \(\mathsf{586.b}\) | \(\mathsf{5.70}\) | \(-1\) | No |
| \(\mathsf{117.a}\) | \(\mathsf{4.43}\) | \(-{1}/{65536}\) | Yes | \(\mathsf{588.j}\) | \(\mathsf{6.21}\) | \(-{1}/{3}\) | No |
| \(\mathsf{117.b}\) | \(\mathsf{5.123}\) | \(-{1}/{192}\) | Yes | \(\mathsf{592.e}\) | \(\mathsf{4.64}\) | \({1}/{4096}\) | Yes |
| \(\mathsf{118.a}\) | \(\mathsf{2.69}\) | \(-{1}/{32}\) | No | \(\mathsf{592.e}\) | \(\mathsf{4.65}\) | \(-{1}/{128}\) | Yes |
| \(\mathsf{119.a}\) | \(\mathsf{2.53}\) | \(1\) | No | \(\mathsf{599.b}\) | \(\mathsf{5.35}\) | \(1\) | No |
| \(\mathsf{123.a}\) | \(\mathsf{2.54}\) | \({1}/{81}\) | No | \(\mathsf{600.h}\) | \(\mathsf{5.13}\) | \({1}/{1280}\) | Yes |
| \(\mathsf{129.a}\) | \(\mathsf{8.22}\) | \(1\) | No | \(\mathsf{600.i}\) | \(\mathsf{2.58}\) | \({8}/{729}\) | No |
| \(\mathsf{129.a}\) | \(\mathsf{8.23}\) | \(1\) | No | \(\mathsf{600.o}\) | \(\mathsf{5.114}\) | \(-{1}/{1280}\) | Yes |
| \(\mathsf{130.b}\) | \(\mathsf{2.62}\) | \(-1\) | No | \(\mathsf{600.o}\) | \(\mathsf{5.118}\) | \({1}/{1280}\) | Yes |
| \(\mathsf{133.b}\) | \(\mathsf{8.13}\) | \({1}/{27},\; {1}/{32}\) | No | \(\mathsf{600.q}\) | \(\mathsf{2.9}\) | \({1}/{400}\) | Yes |
| \(\mathsf{138.a}\) | \(\mathsf{5.110}\) | \({1}/{16}\) | No | \(\mathsf{600.s}\) | \(\mathsf{2.65}\) | \({1}/{80}\) | Yes |
| \(\mathsf{140.a}\) | \(\mathsf{8.2}\) | \(-{1}/{8},\; {1}/{9}\) | No | \(\mathsf{603.a}\) | \(\mathsf{8.62}\) | \({1}/{648}\) | Yes |
| \(\mathsf{153.a}\) | \(\mathsf{2.53}\) | \(-1\) | No | \(\mathsf{603.a}\) | \(\mathsf{8.63}\) | \(1\) | No |
| \(\mathsf{153.a}\) | \(\mathsf{2.54}\) | \(-{1}/{81}\) | No | \(\mathsf{603.h}\) | \(\mathsf{2.20}\) | \({1}/{81}\) | No |
| \(\mathsf{156.a}\) | \(\mathsf{6.7}\) | \({1}/{9}\) | Yes | \(\mathsf{605.a}\) | \(\mathsf{5.19}\) | \({1}/{1024}\) | Yes |
| \(\mathsf{159.a}\) | \(\mathsf{6.23}\) | \(-{29}/{5}\) | No | \(\mathsf{605.c}\) | \(\mathsf{5.2}\) | \(-1\) | No |
| \(\mathsf{160.a}\) | \(\mathsf{2.52}\) | \(-{1}/{64}\) | No | \(\mathsf{609.c}\) | \(\mathsf{2.15}\) | \({1}/{169}\) | Yes |
| \(\mathsf{160.b}\) | \(\mathsf{1.6}\) | \(-{1}/{4096}\) | No | \(\mathsf{610.a}\) | \(\mathsf{8.47}\) | \(-{1}/{32}\) | No |
| \(\mathsf{161.a}\) | \(\mathsf{2.55}\) | \(1\) | No | \(\mathsf{612.b}\) | \(\mathsf{5.131}\) | \(-{1}/{648}\) | Yes |
| \(\mathsf{162.a}\) | \(\mathsf{8.66}\) | \({1}/{64}\) | No | \(\mathsf{612.h}\) | \(\mathsf{5.125}\) | \(-{1}/{8}\) | No |
| \(\mathsf{162.a}\) | \(\mathsf{8.67}\) | \(1\) | No | \(\mathsf{612.j}\) | \(\mathsf{5.131}\) | \(-{1}/{648}\) | No |
| \(\mathsf{165.a}\) | \(\mathsf{6.9}\) | \(1\) | No | \(\mathsf{615.d}\) | \(\mathsf{2.54}\) | \(-{1}/{25}\) | No |
| \(\mathsf{167.a}\) | \(\mathsf{8.16}\) | \(-1\) | No | \(\mathsf{616.e}\) | \(\mathsf{1.14}\) | \(-{1}/{131072}\) | Yes |
| \(\mathsf{167.a}\) | \(\mathsf{8.17}\) | \(-{1}/{81}\) | Yes | \(\mathsf{621.a}\) | \(\mathsf{8.43}\) | \({1}/{3}\) | No |
| \(\mathsf{172.a}\) | \(\mathsf{5.84}\) | \(1\) | No | \(\mathsf{621.a}\) | \(\mathsf{8.44}\) | \({3}/{512}\) | Yes |
| \(\mathsf{172.a}\) | \(\mathsf{5.85}\) | \({1}/{81}\) | Yes | \(\mathsf{621.b}\) | \(\mathsf{6.23}\) | \(-{29}/{63}\) | No |
| \(\mathsf{172.b}\) | \(\mathsf{5.7}\) | \(1\) | No | \(\mathsf{621.d}\) | \(\mathsf{2.55}\) | \({1}/{3}\) | No |
| \(\mathsf{172.b}\) | \(\mathsf{5.46}\) | \(-1\) | No | \(\mathsf{621.g}\) | \(\mathsf{6.23}\) | \(-{29}/{63}\) | Yes |
| \(\mathsf{172.c}\) | \(\mathsf{1.5}\) | \(-{1}/{256}\) | No | \(\mathsf{623.b}\) | \(\mathsf{3.25}\) | \(1\) | No |
| \(\mathsf{173.a}\) | \(\mathsf{8.16}\) | \(1\) | No | \(\mathsf{623.c}\) | \(\mathsf{2.57}\) | \({1}/{49}\) | No |
| \(\mathsf{173.a}\) | \(\mathsf{8.17}\) | \({1}/{81}\) | Yes | \(\mathsf{624.e}\) | \(\mathsf{7.17}\) | \(-{1}/{54}\) | Yes |
| \(\mathsf{176.a}\) | \(\mathsf{2.69}\) | \({1}/{16}\) | No | \(\mathsf{624.g}\) | \(\mathsf{11.7}\) | \(-{1}/{45}\) | Yes |
| \(\mathsf{176.a}\) | \(\mathsf{4.64}\) | \(-{1}/{4096}\) | No | \(\mathsf{624.h}\) | \(\mathsf{6.26}\) | \(1\) | No |
| \(\mathsf{176.a}\) | \(\mathsf{4.65}\) | \({1}/{128}\) | Yes | \(\mathsf{624.j}\) | \(\mathsf{5.79}\) | \(-{1}/{2}\) | No |
| \(\mathsf{176.c}\) | \(\mathsf{1.5}\) | \({1}/{256}\) | Yes | \(\mathsf{629.b}\) | \(\mathsf{6.27}\) | \(-{17}/{11}\) | No |
| \(\mathsf{182.a}\) | \(\mathsf{1.4}\) | \(1\) | No | \(\mathsf{630.e}\) | \(\mathsf{5.81}\) | \(-1\) | No |
| \(\mathsf{183.b}\) | \(\mathsf{2.56}\) | \({1}/{27}\) | Yes | \(\mathsf{632.a}\) | \(\mathsf{5.23}\) | \({1}/{2}\) | No |
| \(\mathsf{184.b}\) | \(\mathsf{5.18}\) | \({1}/{2}\) | No | \(\mathsf{632.a}\) | \(\mathsf{5.26}\) | \({2}/{81}\) | Yes |
| \(\mathsf{184.b}\) | \(\mathsf{5.72}\) | \({2}/{243}\) | Yes | \(\mathsf{634.b}\) | \(\mathsf{8.24}\) | \(-{1}/{8}\) | No |
| \(\mathsf{192.a}\) | \(\mathsf{5.133}\) | \({1}/{128}\) | Yes | \(\mathsf{640.a}\) | \(\mathsf{6.30}\) | \(-{1}/{44}\) | No |
| \(\mathsf{192.b}\) | \(\mathsf{1.6}\) | \({1}/{4096}\) | Yes | \(\mathsf{640.d}\) | \(\mathsf{2.52}\) | \(-{1}/{16}\) | No |
| \(\mathsf{197.a}\) | \(\mathsf{5.24}\) | \(-1\) | No | \(\mathsf{640.f}\) | \(\mathsf{4.49}\) | \({1}/{8192}\) | Yes |
| \(\mathsf{203.a}\) | \(\mathsf{5.30}\) | \(1\) | No | \(\mathsf{640.g}\) | \(\mathsf{1.14}\) | \({1}/{8192}\) | Yes |
| \(\mathsf{205.a}\) | \(\mathsf{1.6}\) | \(-1\) | No | \(\mathsf{640.h}\) | \(\mathsf{2.64}\) | \({1}/{32}\) | No |
| \(\mathsf{207.c}\) | \(\mathsf{2.55}\) | \({1}/{3}\) | Yes | \(\mathsf{640.i}\) | \(\mathsf{1.5}\) | \({1}/{512}\) | Yes |
| \(\mathsf{208.b}\) | \(\mathsf{6.14}\) | \({1}/{8}\) | Yes | \(\mathsf{640.i}\) | \(\mathsf{2.58}\) | \({1}/{100}\) | No |
| \(\mathsf{208.c}\) | \(\mathsf{3.15}\) | \({1}/{8}\) | No | \(\mathsf{640.j}\) | \(\mathsf{1.3}\) | \(-{1}/{64},\; -{1}/{1024}\) | No |
| \(\mathsf{209.b}\) | \(\mathsf{8.6}\) | \(-1,\; {1}/{9}\) | No | \(\mathsf{640.r}\) | \(\mathsf{2.52}\) | \(-{1}/{64}\) | Yes |
| \(\mathsf{213.a}\) | \(\mathsf{8.20}\) | \(-1\) | No | \(\mathsf{640.s}\) | \(\mathsf{2.18}\) | \({1}/{32}\) | No |
| \(\mathsf{224.a}\) | \(\mathsf{2.55}\) | \({1}/{4}\) | No | \(\mathsf{640.t}\) | \(\mathsf{5.123}\) | \(-{1}/{64}\) | No |
| \(\mathsf{224.b}\) | \(\mathsf{2.52}\) | \({1}/{8}\) | No | \(\mathsf{640.u}\) | \(\mathsf{3.5}\) | \(-{1}/{4}\) | No |
| \(\mathsf{229.a}\) | \(\mathsf{1.14}\) | \({1}/{65536}\) | Yes | \(\mathsf{640.u}\) | \(\mathsf{6.38}\) | \({1}/{8}\) | No |
| \(\mathsf{230.a}\) | \(\mathsf{4.48}\) | \({1}/{256}\) | No | \(\mathsf{640.u}\) | \(\mathsf{7.15}\) | \(-{1}/{8}\) | Yes |
| \(\mathsf{232.c}\) | \(\mathsf{2.57}\) | \({1}/{64}\) | No | \(\mathsf{644.f}\) | \(\mathsf{3.1}\) | \({1}/{2}\) | No |
| \(\mathsf{232.c}\) | \(\mathsf{4.64}\) | \(-{1}/{32768}\) | Yes | \(\mathsf{649.a}\) | \(\mathsf{4.36}\) | \(-1\) | No |
| \(\mathsf{232.c}\) | \(\mathsf{4.65}\) | \({1}/{16}\) | No | \(\mathsf{650.b}\) | \(\mathsf{5.77}\) | \(1\) | No |
| \(\mathsf{233.a}\) | \(\mathsf{4.63}\) | \({1}/{65536}\) | Yes | \(\mathsf{656.f}\) | \(\mathsf{2.54}\) | \({1}/{16}\) | No |
| \(\mathsf{234.b}\) | \(\mathsf{2.52}\) | \(-{1}/{192}\) | Yes | \(\mathsf{656.h}\) | \(\mathsf{3.17}\) | \(-{1}/{256}\) | No |
| \(\mathsf{236.c}\) | \(\mathsf{6.10}\) | \({1}/{5}\) | Yes | \(\mathsf{663.c}\) | \(\mathsf{2.57}\) | \(-{1}/{9}\) | No |
| \(\mathsf{238.b}\) | \(\mathsf{2.64}\) | \(-1\) | No | \(\mathsf{672.a}\) | \(\mathsf{5.17}\) | \({1}/{72}\) | No |
| \(\mathsf{239.a}\) | \(\mathsf{10.1}\) | \(-1\) | No | \(\mathsf{672.b}\) | \(\mathsf{5.133}\) | \(-{1}/{256}\) | Yes |
| \(\mathsf{240.a}\) | \(\mathsf{1.10}\) | \({1}/{256}\) | No | \(\mathsf{672.c}\) | \(\mathsf{5.133}\) | \(-{1}/{256}\) | No |
| \(\mathsf{242.a}\) | \(\mathsf{2.58}\) | \({1}/{44}\) | Yes | \(\mathsf{672.d}\) | \(\mathsf{5.4}\) | \(-{1}/{32}\) | Yes |
| \(\mathsf{245.a}\) | \(\mathsf{5.39}\) | \(-{1}/{32}\) | No | \(\mathsf{672.d}\) | \(\mathsf{5.11}\) | \(-{1}/{16}\) | No |
| \(\mathsf{248.c}\) | \(\mathsf{1.5}\) | \(-{1}/{64}\) | No | \(\mathsf{672.e}\) | \(\mathsf{4.46}\) | \(-{1}/{32}\) | Yes |
| \(\mathsf{249.a}\) | \(\mathsf{2.56}\) | \(-{1}/{27}\) | Yes | \(\mathsf{672.f}\) | \(\mathsf{2.52}\) | \({1}/{72}\) | No |
| \(\mathsf{250.a}\) | \(\mathsf{2.52}\) | \({5}/{64}\) | No | \(\mathsf{672.h}\) | \(\mathsf{1.3}\) | \({1}/{4},\; {1}/{16384}\) | No |
| \(\mathsf{255.b}\) | \(\mathsf{1.3}\) | \(1,\; {1}/{65536}\) | No | \(\mathsf{672.j}\) | \(\mathsf{5.91}\) | \(-{1}/{256}\) | Yes |
| \(\mathsf{257.a}\) | \(\mathsf{1.3}\) | \(-1,\; -{1}/{65536}\) | No | \(\mathsf{672.o}\) | \(\mathsf{1.6}\) | \({1}/{16}\) | No |
| \(\mathsf{262.a}\) | \(\mathsf{8.28}\) | \(-1\) | No | \(\mathsf{672.o}\) | \(\mathsf{4.77}\) | \({1}/{18}\) | No |
| \(\mathsf{262.a}\) | \(\mathsf{8.29}\) | \(-{1}/{16}\) | No | \(\mathsf{674.a}\) | \(\mathsf{4.69}\) | \(-{1}/{81}\) | Yes |
| \(\mathsf{264.b}\) | \(\mathsf{5.49}\) | \(-{1}/{4}\) | No | \(\mathsf{674.a}\) | \(\mathsf{4.70}\) | \(-{1}/{65536}\) | Yes |
| \(\mathsf{264.e}\) | \(\mathsf{6.17}\) | \({1}/{3}\) | No | \(\mathsf{680.a}\) | \(\mathsf{4.61}\) | \(-{1}/{4096}\) | Yes |
| \(\mathsf{265.a}\) | \(\mathsf{2.57}\) | \({1}/{125}\) | Yes | \(\mathsf{680.b}\) | \(\mathsf{2.62}\) | \(-{1}/{16}\) | No |
| \(\mathsf{269.a}\) | \(\mathsf{5.30}\) | \(-1\) | No | \(\mathsf{682.b}\) | \(\mathsf{6.6}\) | \(-{1}/{5}\) | Yes |
| \(\mathsf{270.b}\) | \(\mathsf{5.91}\) | \(-{3}/{256}\) | Yes | \(\mathsf{688.b}\) | \(\mathsf{4.54}\) | \(-{1}/{1024}\) | Yes |
| \(\mathsf{272.b}\) | \(\mathsf{4.77}\) | \({1}/{8}\) | No | \(\mathsf{688.c}\) | \(\mathsf{5.95}\) | \(-{1}/{16}\) | No |
| \(\mathsf{275.a}\) | \(\mathsf{8.1}\) | \(-1,\; -{1}/{8}\) | No | \(\mathsf{688.d}\) | \(\mathsf{6.5}\) | \({1}/{16}\) | Yes |
| \(\mathsf{281.a}\) | \(\mathsf{10.1}\) | \(1\) | No | \(\mathsf{693.d}\) | \(\mathsf{5.102}\) | \({1}/{27}\) | No |
| \(\mathsf{283.c}\) | \(\mathsf{1.14}\) | \(-{1}/{65536}\) | No | \(\mathsf{696.f}\) | \(\mathsf{8.26}\) | \(1\) | No |
| \(\mathsf{284.a}\) | \(\mathsf{8.58}\) | \(-{1}/{9}\) | Yes | \(\mathsf{696.f}\) | \(\mathsf{8.27}\) | \(-{1}/{32}\) | No |
| \(\mathsf{284.a}\) | \(\mathsf{8.59}\) | \(-1\) | No | \(\mathsf{696.i}\) | \(\mathsf{5.82}\) | \(2\) | No |
| \(\mathsf{287.a}\) | \(\mathsf{4.39}\) | \(-1\) | No | \(\mathsf{702.i}\) | \(\mathsf{2.69}\) | \({9}/{256}\) | No |
| \(\mathsf{287.a}\) | \(\mathsf{4.40}\) | \(-{1}/{4096}\) | No | \(\mathsf{702.k}\) | \(\mathsf{4.69}\) | \({1}/{243}\) | No |
| \(\mathsf{295.a}\) | \(\mathsf{5.15}\) | \({1}/{64}\) | No | \(\mathsf{702.k}\) | \(\mathsf{4.70}\) | \({3}/{65536}\) | Yes |
| \(\mathsf{295.a}\) | \(\mathsf{5.31}\) | \(-1\) | No | \(\mathsf{702.o}\) | \(\mathsf{2.52}\) | \(-{1}/{192}\) | No |
| \(\mathsf{296.a}\) | \(\mathsf{2.69}\) | \({1}/{64}\) | No | \(\mathsf{703.b}\) | \(\mathsf{8.4}\) | \(-{1}/{8},\; {1}/{27}\) | No |
| \(\mathsf{296.a}\) | \(\mathsf{5.95}\) | \({1}/{16}\) | No | \(\mathsf{704.b}\) | \(\mathsf{5.73}\) | \({1}/{16}\) | No |
| \(\mathsf{296.b}\) | \(\mathsf{8.22}\) | \({1}/{2}\) | No | \(\mathsf{704.o}\) | \(\mathsf{1.5}\) | \({1}/{256}\) | No |
| \(\mathsf{296.b}\) | \(\mathsf{8.23}\) | \(2\) | No | \(\mathsf{704.t}\) | \(\mathsf{2.56}\) | \({1}/{4}\) | No |
| \(\mathsf{297.e}\) | \(\mathsf{2.56}\) | \({1}/{81}\) | Yes | \(\mathsf{704.v}\) | \(\mathsf{2.5}\) | \({1}/{16}\) | Yes |
| \(\mathsf{297.f}\) | \(\mathsf{1.5}\) | \({1}/{729}\) | No | \(\mathsf{704.y}\) | \(\mathsf{5.89}\) | \(-{1}/{32}\) | Yes |
| \(\mathsf{297.g}\) | \(\mathsf{2.56}\) | \({1}/{81}\) | No | \(\mathsf{720.b}\) | \(\mathsf{3.8}\) | \({1}/{4}\) | Yes |
| \(\mathsf{302.a}\) | \(\mathsf{4.34}\) | \(1\) | No | \(\mathsf{720.h}\) | \(\mathsf{5.90}\) | \(-{1}/{1024}\) | Yes |
| \(\mathsf{302.a}\) | \(\mathsf{4.38}\) | \({1}/{65536}\) | Yes | \(\mathsf{720.l}\) | \(\mathsf{2.52}\) | \({1}/{256}\) | No |
| \(\mathsf{304.a}\) | \(\mathsf{5.79}\) | \({1}/{2}\) | No | \(\mathsf{720.l}\) | \(\mathsf{11.9}\) | \(-{1}/{8}\) | No |
| \(\mathsf{312.a}\) | \(\mathsf{5.27}\) | \(-2\) | No | \(\mathsf{720.v}\) | \(\mathsf{2.62}\) | \({1}/{4}\) | No |
| \(\mathsf{312.a}\) | \(\mathsf{5.28}\) | \(-{1}/{64}\) | No | \(\mathsf{725.a}\) | \(\mathsf{8.7}\) | \(-1,\; {1}/{32}\) | No |
| \(\mathsf{315.b}\) | \(\mathsf{2.52}\) | \(1\) | No | \(\mathsf{725.d}\) | \(\mathsf{5.123}\) | \({1}/{320}\) | Yes |
| \(\mathsf{316.a}\) | \(\mathsf{6.39}\) | \(-{1}/{28}\) | Yes | \(\mathsf{728.c}\) | \(\mathsf{1.13}\) | \({1}/{256}\) | No |
| \(\mathsf{316.a}\) | \(\mathsf{7.11}\) | \(-{1}/{4}\) | No | \(\mathsf{728.f}\) | \(\mathsf{1.5}\) | \(-{1}/{1024}\) | No |
| \(\mathsf{320.a}\) | \(\mathsf{6.36}\) | \(-{1}/{8}\) | Yes | \(\mathsf{730.d}\) | \(\mathsf{1.4}\) | \(-1\) | No |
| \(\mathsf{320.a}\) | \(\mathsf{6.37}\) | \({1}/{128}\) | No | \(\mathsf{731.a}\) | \(\mathsf{6.9}\) | \(-1\) | No |
| \(\mathsf{320.a}\) | \(\mathsf{7.2}\) | \(-{1}/{128}\) | Yes | \(\mathsf{735.h}\) | \(\mathsf{2.65}\) | \(-{1}/{49}\) | No |
| \(\mathsf{320.c}\) | \(\mathsf{1.5}\) | \({1}/{512}\) | No | \(\mathsf{735.h}\) | \(\mathsf{3.33}\) | \(-1\) | Yes |
| \(\mathsf{320.c}\) | \(\mathsf{2.58}\) | \({1}/{100}\) | Yes | \(\mathsf{735.h}\) | \(\mathsf{4.71}\) | \(1\) | No |
| \(\mathsf{320.d}\) | \(\mathsf{1.6}\) | \(-{1}/{256}\) | No | \(\mathsf{735.i}\) | \(\mathsf{2.65}\) | \(-{1}/{49}\) | Yes |
| \(\mathsf{320.d}\) | \(\mathsf{2.65}\) | \({1}/{16}\) | No | \(\mathsf{735.i}\) | \(\mathsf{3.33}\) | \(-1\) | No |
| \(\mathsf{327.c}\) | \(\mathsf{11.18}\) | \(1\) | No | \(\mathsf{735.i}\) | \(\mathsf{4.71}\) | \(1\) | Yes |
| \(\mathsf{327.c}\) | \(\mathsf{11.19}\) | \({1}/{27}\) | Yes | \(\mathsf{736.a}\) | \(\mathsf{6.23}\) | \({29}/{140}\) | No |
| \(\mathsf{328.a}\) | \(\mathsf{5.23}\) | \(-1\) | No | \(\mathsf{736.e}\) | \(\mathsf{1.12}\) | \({1}/{4096}\) | No |
| \(\mathsf{328.a}\) | \(\mathsf{5.26}\) | \(-{1}/{81}\) | Yes | \(\mathsf{740.e}\) | \(\mathsf{2.11}\) | \(-{1}/{16}\) | No |
| \(\mathsf{328.b}\) | \(\mathsf{5.76}\) | \(-{1}/{2}\) | No | \(\mathsf{741.a}\) | \(\mathsf{6.26}\) | \({1}/{8}\) | No |
| \(\mathsf{330.a}\) | \(\mathsf{6.18}\) | \({1}/{26}\) | No | \(\mathsf{745.a}\) | \(\mathsf{8.20}\) | \(1\) | No |
| \(\mathsf{331.a}\) | \(\mathsf{4.42}\) | \({1}/{32}\) | No | \(\mathsf{745.b}\) | \(\mathsf{5.51}\) | \(1\) | No |
| \(\mathsf{331.a}\) | \(\mathsf{4.43}\) | \({1}/{65536}\) | No | \(\mathsf{750.c}\) | \(\mathsf{6.16}\) | \(-{5}/{256}\) | No |
| \(\mathsf{336.a}\) | \(\mathsf{8.70}\) | \({1}/{64}\) | Yes | \(\mathsf{750.c}\) | \(\mathsf{6.18}\) | \({5}/{66}\) | No |
| \(\mathsf{337.a}\) | \(\mathsf{11.6}\) | \(-{1}/{2}\) | No | \(\mathsf{750.d}\) | \(\mathsf{3.9}\) | \(1\) | No |
| \(\mathsf{341.a}\) | \(\mathsf{5.5}\) | \(1\) | No | \(\mathsf{750.f}\) | \(\mathsf{2.64}\) | \({1}/{25}\) | No |
| \(\mathsf{341.a}\) | \(\mathsf{5.16}\) | \({1}/{32}\) | No | \(\mathsf{756.d}\) | \(\mathsf{5.112}\) | \({1}/{48}\) | No |
| \(\mathsf{344.a}\) | \(\mathsf{5.70}\) | \(-{1}/{4}\) | No | \(\mathsf{756.k}\) | \(\mathsf{5.114}\) | \({3}/{4096}\) | No |
| \(\mathsf{348.a}\) | \(\mathsf{6.26}\) | \(-{1}/{2}\) | No | \(\mathsf{756.k}\) | \(\mathsf{5.118}\) | \(-{3}/{4096}\) | No |
| \(\mathsf{351.b}\) | \(\mathsf{1.14}\) | \({9}/{65536}\) | Yes | \(\mathsf{756.n}\) | \(\mathsf{5.50}\) | \({3}/{64}\) | Yes |
| \(\mathsf{351.d}\) | \(\mathsf{1.3}\) | \({1}/{243},\; {243}/{65536}\) | No | \(\mathsf{760.f}\) | \(\mathsf{1.14}\) | \(-{1}/{32000}\) | Yes |
| \(\mathsf{351.f}\) | \(\mathsf{5.123}\) | \(-{1}/{192}\) | No | \(\mathsf{764.a}\) | \(\mathsf{11.6}\) | \(-{1}/{3}\) | No |
| \(\mathsf{352.d}\) | \(\mathsf{1.14}\) | \({1}/{4096}\) | Yes | \(\mathsf{765.a}\) | \(\mathsf{5.55}\) | \({1}/{9}\) | No |
| \(\mathsf{352.g}\) | \(\mathsf{4.50}\) | \({1}/{64}\) | Yes | \(\mathsf{765.c}\) | \(\mathsf{2.9}\) | \(-{1}/{9}\) | Yes |
| \(\mathsf{352.g}\) | \(\mathsf{4.51}\) | \({1}/{256}\) | Yes | \(\mathsf{768.a}\) | \(\mathsf{5.120}\) | \({1}/{64}\) | No |
| \(\mathsf{353.a}\) | \(\mathsf{2.55}\) | \(-1\) | No | \(\mathsf{768.ba}\) | \(\mathsf{3.10}\) | \({1}/{4}\) | Yes |
| \(\mathsf{357.a}\) | \(\mathsf{2.60}\) | \(1\) | No | \(\mathsf{768.h}\) | \(\mathsf{2.11}\) | \({1}/{1600}\) | Yes |
| \(\mathsf{357.c}\) | \(\mathsf{1.6}\) | \({1}/{2401}\) | No | \(\mathsf{768.l}\) | \(\mathsf{1.3}\) | \({1}/{64},\; {1}/{1024}\) | No |
| \(\mathsf{359.a}\) | \(\mathsf{2.56}\) | \(-1\) | No | \(\mathsf{768.r}\) | \(\mathsf{5.90}\) | \(-{1}/{512}\) | Yes |
| \(\mathsf{360.d}\) | \(\mathsf{1.4}\) | \({32}/{19683}\) | Yes | \(\mathsf{768.s}\) | \(\mathsf{2.56}\) | \({1}/{108}\) | Yes |
| \(\mathsf{360.e}\) | \(\mathsf{1.4}\) | \({32}/{19683}\) | No | \(\mathsf{768.t}\) | \(\mathsf{1.6}\) | \({1}/{256}\) | No |
| \(\mathsf{360.g}\) | \(\mathsf{6.24}\) | \(-{3}/{2}\) | Yes | \(\mathsf{768.t}\) | \(\mathsf{2.17}\) | \(-{1}/{2048}\) | Yes |
| \(\mathsf{360.g}\) | \(\mathsf{7.8}\) | \({1}/{12}\) | Yes | \(\mathsf{768.u}\) | \(\mathsf{1.6}\) | \({1}/{256}\) | Yes |
| \(\mathsf{363.b}\) | \(\mathsf{8.64}\) | \({1}/{256}\) | Yes | \(\mathsf{768.u}\) | \(\mathsf{2.17}\) | \(-{1}/{2048}\) | Yes |
| \(\mathsf{363.b}\) | \(\mathsf{8.65}\) | \(1\) | No | \(\mathsf{768.w}\) | \(\mathsf{2.57}\) | \({1}/{36}\) | No |
| \(\mathsf{364.b}\) | \(\mathsf{5.1}\) | \(1\) | No | \(\mathsf{768.z}\) | \(\mathsf{8.52}\) | \({1}/{256}\) | Yes |
| \(\mathsf{364.b}\) | \(\mathsf{5.71}\) | \(-{1}/{729}\) | Yes | \(\mathsf{768.z}\) | \(\mathsf{8.53}\) | \({1}/{64}\) | Yes |
| \(\mathsf{368.h}\) | \(\mathsf{1.5}\) | \({1}/{64}\) | No | \(\mathsf{772.a}\) | \(\mathsf{13.17}\) | \(-{1}/{2}\) | No |
| \(\mathsf{368.i}\) | \(\mathsf{8.56}\) | \({1}/{16}\) | Yes | \(\mathsf{774.a}\) | \(\mathsf{4.57}\) | \(-{1}/{729}\) | Yes |
| \(\mathsf{368.i}\) | \(\mathsf{8.57}\) | \({1}/{4}\) | Yes | \(\mathsf{776.b}\) | \(\mathsf{8.24}\) | \({1}/{4}\) | No |
| \(\mathsf{375.a}\) | \(\mathsf{7.13}\) | \(-{1}/{320}\) | No | \(\mathsf{780.e}\) | \(\mathsf{5.43}\) | \({1}/{16}\) | No |
| \(\mathsf{378.a}\) | \(\mathsf{2.52}\) | \(-{3}/{64}\) | No | \(\mathsf{791.a}\) | \(\mathsf{2.26}\) | \({1}/{625}\) | No |
| \(\mathsf{378.c}\) | \(\mathsf{2.69}\) | \({3}/{32}\) | No | \(\mathsf{792.a}\) | \(\mathsf{5.122}\) | \(-{2}/{81}\) | Yes |
| \(\mathsf{381.c}\) | \(\mathsf{11.16}\) | \(-1\) | No | \(\mathsf{792.r}\) | \(\mathsf{2.54}\) | \({2}/{81}\) | No |
| \(\mathsf{381.c}\) | \(\mathsf{11.17}\) | \(-{1}/{81}\) | Yes | \(\mathsf{798.d}\) | \(\mathsf{6.19}\) | \(-{23}/{67}\) | No |
| \(\mathsf{384.a}\) | \(\mathsf{4.33}\) | \({1}/{64}\) | No | \(\mathsf{799.a}\) | \(\mathsf{2.26}\) | \({1}/{529}\) | Yes |
| \(\mathsf{384.a}\) | \(\mathsf{4.56}\) | \(-{1}/{4096}\) | Yes | \(\mathsf{801.a}\) | \(\mathsf{4.39}\) | \(1\) | No |
| \(\mathsf{384.b}\) | \(\mathsf{3.10}\) | \({1}/{4}\) | No | \(\mathsf{801.a}\) | \(\mathsf{4.40}\) | \({1}/{4096}\) | Yes |
| \(\mathsf{384.c}\) | \(\mathsf{8.52}\) | \({1}/{256}\) | Yes | \(\mathsf{806.a}\) | \(\mathsf{5.87}\) | \(-1\) | No |
| \(\mathsf{384.c}\) | \(\mathsf{8.53}\) | \({1}/{64}\) | Yes | \(\mathsf{806.b}\) | \(\mathsf{2.69}\) | \(1\) | No |
| \(\mathsf{384.e}\) | \(\mathsf{1.3}\) | \({1}/{64},\; {1}/{1024}\) | No | \(\mathsf{806.d}\) | \(\mathsf{11.20}\) | \(-1\) | No |
| \(\mathsf{384.g}\) | \(\mathsf{2.13}\) | \({1}/{32}\) | Yes | \(\mathsf{806.d}\) | \(\mathsf{11.21}\) | \({1}/{512}\) | Yes |
| \(\mathsf{390.h}\) | \(\mathsf{2.64}\) | \(1\) | No | \(\mathsf{806.e}\) | \(\mathsf{5.27}\) | \({1}/{32}\) | No |
| \(\mathsf{391.a}\) | \(\mathsf{11.18}\) | \(-1\) | No | \(\mathsf{806.e}\) | \(\mathsf{5.28}\) | \(1\) | No |
| \(\mathsf{391.a}\) | \(\mathsf{11.19}\) | \(-{1}/{27}\) | Yes | \(\mathsf{808.b}\) | \(\mathsf{8.16}\) | \(-{1}/{2}\) | No |
| \(\mathsf{396.b}\) | \(\mathsf{3.1}\) | \(-{1}/{2}\) | No | \(\mathsf{808.b}\) | \(\mathsf{8.17}\) | \(-{2}/{81}\) | Yes |
| \(\mathsf{407.b}\) | \(\mathsf{4.63}\) | \(-{1}/{65536}\) | No | \(\mathsf{810.i}\) | \(\mathsf{2.58}\) | \({1}/{300}\) | Yes |
| \(\mathsf{415.a}\) | \(\mathsf{6.23}\) | \({29}/{53}\) | No | \(\mathsf{810.j}\) | \(\mathsf{5.91}\) | \(-{3}/{256}\) | Yes |
| \(\mathsf{417.a}\) | \(\mathsf{2.20}\) | \({1}/{27}\) | Yes | \(\mathsf{812.c}\) | \(\mathsf{5.92}\) | \(-{1}/{4}\) | No |
| \(\mathsf{419.a}\) | \(\mathsf{8.33}\) | \(-{1}/{8}\) | No | \(\mathsf{814.d}\) | \(\mathsf{8.37}\) | \(1\) | No |
| \(\mathsf{419.a}\) | \(\mathsf{8.34}\) | \(1\) | No | \(\mathsf{814.d}\) | \(\mathsf{8.38}\) | \({1}/{81}\) | No |
| \(\mathsf{420.a}\) | \(\mathsf{2.52}\) | \({1}/{576}\) | No | \(\mathsf{816.b}\) | \(\mathsf{5.75}\) | \({1}/{4}\) | No |
| \(\mathsf{423.a}\) | \(\mathsf{3.16}\) | \({1}/{243}\) | No | \(\mathsf{816.d}\) | \(\mathsf{11.10}\) | \(-{1}/{9}\) | No |
| \(\mathsf{423.d}\) | \(\mathsf{3.16}\) | \({1}/{243}\) | Yes | \(\mathsf{828.b}\) | \(\mathsf{3.20}\) | \({1}/{192}\) | Yes |
| \(\mathsf{424.b}\) | \(\mathsf{2.57}\) | \({1}/{16}\) | No | \(\mathsf{828.b}\) | \(\mathsf{5.92}\) | \(-{1}/{36}\) | No |
| \(\mathsf{431.a}\) | \(\mathsf{2.5}\) | \(1\) | No | \(\mathsf{828.i}\) | \(\mathsf{3.20}\) | \({1}/{192}\) | No |
| \(\mathsf{431.b}\) | \(\mathsf{2.6}\) | \(-1\) | No | \(\mathsf{828.i}\) | \(\mathsf{5.92}\) | \(-{1}/{36}\) | Yes |
| \(\mathsf{431.c}\) | \(\mathsf{1.5}\) | \(1\) | No | \(\mathsf{830.a}\) | \(\mathsf{1.14}\) | \(-{1}/{524288}\) | Yes |
| \(\mathsf{433.a}\) | \(\mathsf{1.5}\) | \(-1\) | No | \(\mathsf{832.b}\) | \(\mathsf{8.64}\) | \({1}/{128}\) | Yes |
| \(\mathsf{435.a}\) | \(\mathsf{5.49}\) | \(-1\) | No | \(\mathsf{832.b}\) | \(\mathsf{8.65}\) | \({1}/{2}\) | No |
| \(\mathsf{436.a}\) | \(\mathsf{8.62}\) | \({1}/{81}\) | Yes | \(\mathsf{832.c}\) | \(\mathsf{5.95}\) | \(-{1}/{8}\) | No |
| \(\mathsf{436.a}\) | \(\mathsf{8.63}\) | \({1}/{8}\) | No | \(\mathsf{832.d}\) | \(\mathsf{6.23}\) | \(-{29}/{34}\) | No |
| \(\mathsf{442.a}\) | \(\mathsf{5.81}\) | \(1\) | No | \(\mathsf{832.k}\) | \(\mathsf{8.45}\) | \({1}/{8}\) | Yes |
| \(\mathsf{448.b}\) | \(\mathsf{3.17}\) | \({1}/{512}\) | Yes | \(\mathsf{832.k}\) | \(\mathsf{8.46}\) | \({1}/{16}\) | No |
| \(\mathsf{448.b}\) | \(\mathsf{8.43}\) | \({1}/{8}\) | No | \(\mathsf{840.g}\) | \(\mathsf{9.2}\) | \({1}/{4}\) | No |
| \(\mathsf{448.b}\) | \(\mathsf{8.44}\) | \({1}/{64}\) | Yes | \(\mathsf{840.h}\) | \(\mathsf{6.24}\) | \({3}/{4}\) | No |
| \(\mathsf{448.c}\) | \(\mathsf{2.55}\) | \({1}/{64}\) | No | \(\mathsf{840.h}\) | \(\mathsf{7.8}\) | \({1}/{10}\) | No |
| \(\mathsf{448.f}\) | \(\mathsf{1.5}\) | \(-{1}/{16}\) | No | \(\mathsf{842.b}\) | \(\mathsf{1.1}\) | \(-{1}/{243}\) | No |
| \(\mathsf{448.f}\) | \(\mathsf{2.55}\) | \({1}/{8}\) | Yes | \(\mathsf{850.e}\) | \(\mathsf{4.74}\) | \({1}/{729}\) | Yes |
| \(\mathsf{448.g}\) | \(\mathsf{2.24}\) | \({1}/{256}\) | No | \(\mathsf{855.a}\) | \(\mathsf{6.27}\) | \({17}/{23}\) | No |
| \(\mathsf{448.i}\) | \(\mathsf{1.14}\) | \(-{1}/{256}\) | No | \(\mathsf{855.b}\) | \(\mathsf{2.1}\) | \({1}/{3}\) | Yes |
| \(\mathsf{448.k}\) | \(\mathsf{8.41}\) | \(-{1}/{8}\) | Yes | \(\mathsf{856.a}\) | \(\mathsf{5.84}\) | \(-{1}/{2}\) | No |
| \(\mathsf{448.k}\) | \(\mathsf{8.42}\) | \(-{1}/{16}\) | Yes | \(\mathsf{856.a}\) | \(\mathsf{5.85}\) | \(-{2}/{81}\) | Yes |
| \(\mathsf{448.l}\) | \(\mathsf{2.9}\) | \({1}/{128}\) | Yes | \(\mathsf{860.e}\) | \(\mathsf{5.84}\) | \(-{1}/{81}\) | Yes |
| \(\mathsf{448.m}\) | \(\mathsf{3.3}\) | \({1}/{256}\) | Yes | \(\mathsf{860.e}\) | \(\mathsf{5.85}\) | \(-1\) | No |
| \(\mathsf{448.o}\) | \(\mathsf{1.11}\) | \(-{1}/{64}\) | No | \(\mathsf{867.a}\) | \(\mathsf{2.60}\) | \(-{1}/{17}\) | Yes |
| \(\mathsf{448.p}\) | \(\mathsf{4.77}\) | \({1}/{32}\) | Yes | \(\mathsf{867.f}\) | \(\mathsf{2.63}\) | \({1}/{81}\) | No |
| \(\mathsf{448.p}\) | \(\mathsf{5.114}\) | \(-{1}/{1024}\) | Yes | \(\mathsf{867.g}\) | \(\mathsf{6.20}\) | \({1}/{3}\) | No |
| \(\mathsf{448.p}\) | \(\mathsf{5.118}\) | \({1}/{1024}\) | Yes | \(\mathsf{868.h}\) | \(\mathsf{1.4}\) | \({1}/{512}\) | No |
| \(\mathsf{450.b}\) | \(\mathsf{6.28}\) | \(-{3}/{25}\) | Yes | \(\mathsf{870.a}\) | \(\mathsf{5.104}\) | \(1\) | No |
| \(\mathsf{450.e}\) | \(\mathsf{8.30}\) | \(-{1}/{9}\) | Yes | \(\mathsf{870.a}\) | \(\mathsf{5.105}\) | \({1}/{2048}\) | Yes |
| \(\mathsf{455.f}\) | \(\mathsf{2.65}\) | \(1\) | No | \(\mathsf{873.a}\) | \(\mathsf{2.54}\) | \({1}/{9}\) | Yes |
| \(\mathsf{456.b}\) | \(\mathsf{1.3}\) | \(-2,\; -{1}/{131072}\) | No | \(\mathsf{874.b}\) | \(\mathsf{2.10}\) | \(-{1}/{125}\) | No |
| \(\mathsf{456.d}\) | \(\mathsf{5.102}\) | \({1}/{4}\) | No | \(\mathsf{877.a}\) | \(\mathsf{8.22}\) | \(-1\) | No |
| \(\mathsf{456.f}\) | \(\mathsf{1.5}\) | \(-{32}/{27}\) | Yes | \(\mathsf{877.a}\) | \(\mathsf{8.23}\) | \(-1\) | No |
| \(\mathsf{462.b}\) | \(\mathsf{2.69}\) | \(-1\) | No | \(\mathsf{880.g}\) | \(\mathsf{5.49}\) | \({1}/{4}\) | No |
| \(\mathsf{462.c}\) | \(\mathsf{6.21}\) | \(-1\) | No | \(\mathsf{882.h}\) | \(\mathsf{3.9}\) | \(-{1}/{7}\) | No |
| \(\mathsf{464.e}\) | \(\mathsf{4.50}\) | \({1}/{16}\) | No | \(\mathsf{882.q}\) | \(\mathsf{3.9}\) | \(-{1}/{7}\) | Yes |
| \(\mathsf{464.e}\) | \(\mathsf{4.51}\) | \({1}/{1024}\) | No | \(\mathsf{882.w}\) | \(\mathsf{3.11}\) | \({1}/{225}\) | Yes |
| \(\mathsf{465.a}\) | \(\mathsf{5.4}\) | \(1\) | No | \(\mathsf{884.b}\) | \(\mathsf{6.21}\) | \(-{1}/{11}\) | No |
| \(\mathsf{465.a}\) | \(\mathsf{5.11}\) | \({1}/{512}\) | Yes | \(\mathsf{885.b}\) | \(\mathsf{4.44}\) | \({1}/{32}\) | No |
| \(\mathsf{469.a}\) | \(\mathsf{6.25}\) | \({13}/{15}\) | No | \(\mathsf{891.g}\) | \(\mathsf{1.5}\) | \({1}/{729}\) | Yes |
| \(\mathsf{469.a}\) | \(\mathsf{8.35}\) | \(-{1}/{2}\) | No | \(\mathsf{891.h}\) | \(\mathsf{2.56}\) | \(-{1}/{9}\) | No |
| \(\mathsf{473.a}\) | \(\mathsf{1.13}\) | \({1}/{65536}\) | No | \(\mathsf{896.a}\) | \(\mathsf{5.121}\) | \({1}/{32}\) | Yes |
| \(\mathsf{475.a}\) | \(\mathsf{8.9}\) | \(-1,\; {1}/{72}\) | No | \(\mathsf{896.a}\) | \(\mathsf{6.30}\) | \(-{1}/{20}\) | No |
| \(\mathsf{476.d}\) | \(\mathsf{8.5}\) | \({1}/{8},\; -{1}/{72}\) | No | \(\mathsf{896.b}\) | \(\mathsf{3.34}\) | \({1}/{256}\) | Yes |
| \(\mathsf{476.f}\) | \(\mathsf{3.1}\) | \({1}/{8}\) | No | \(\mathsf{896.b}\) | \(\mathsf{4.35}\) | \(-{1}/{128}\) | Yes |
| \(\mathsf{480.b}\) | \(\mathsf{1.3}\) | \({1}/{16},\; {1}/{4096}\) | No | \(\mathsf{896.d}\) | \(\mathsf{2.52}\) | \({1}/{128}\) | No |
| \(\mathsf{480.i}\) | \(\mathsf{3.34}\) | \(-{1}/{16}\) | No | \(\mathsf{896.g}\) | \(\mathsf{2.24}\) | \({1}/{16}\) | No |
| \(\mathsf{480.i}\) | \(\mathsf{4.35}\) | \({1}/{144}\) | No | \(\mathsf{896.j}\) | \(\mathsf{2.15}\) | \({1}/{288}\) | Yes |
| \(\mathsf{482.a}\) | \(\mathsf{8.84}\) | \(-{1}/{9}\) | Yes | \(\mathsf{896.m}\) | \(\mathsf{2.55}\) | \({1}/{32}\) | No |
| \(\mathsf{482.a}\) | \(\mathsf{8.85}\) | \({1}/{64}\) | No | \(\mathsf{896.n}\) | \(\mathsf{2.24}\) | \({1}/{16}\) | Yes |
| \(\mathsf{483.a}\) | \(\mathsf{1.2}\) | \(-{1}/{65536}\) | Yes | \(\mathsf{896.o}\) | \(\mathsf{1.5}\) | \(-{1}/{16}\) | Yes |
| \(\mathsf{483.b}\) | \(\mathsf{2.53}\) | \({1}/{9}\) | No | \(\mathsf{896.o}\) | \(\mathsf{2.55}\) | \({1}/{8}\) | No |
| \(\mathsf{486.a}\) | \(\mathsf{3.4}\) | \(-{1}/{27}\) | Yes | \(\mathsf{896.q}\) | \(\mathsf{5.132}\) | \({1}/{128}\) | No |
| \(\mathsf{486.b}\) | \(\mathsf{3.4}\) | \(-{1}/{27}\) | No | \(\mathsf{899.a}\) | \(\mathsf{5.68}\) | \(-1\) | No |
| \(\mathsf{488.c}\) | \(\mathsf{2.56}\) | \(-{1}/{16}\) | No | \(\mathsf{899.a}\) | \(\mathsf{5.69}\) | \(-{1}/{729}\) | Yes |
| \(\mathsf{491.b}\) | \(\mathsf{5.18}\) | \(-1\) | No | \(\mathsf{908.a}\) | \(\mathsf{8.58}\) | \(1\) | No |
| \(\mathsf{491.b}\) | \(\mathsf{5.72}\) | \(-{1}/{243}\) | Yes | \(\mathsf{908.a}\) | \(\mathsf{8.59}\) | \({1}/{9}\) | Yes |
| \(\mathsf{492.a}\) | \(\mathsf{5.75}\) | \(-{1}/{8}\) | No | \(\mathsf{910.b}\) | \(\mathsf{3.8}\) | \(-{1}/{81}\) | No |
| \(\mathsf{492.c}\) | \(\mathsf{5.84}\) | \({1}/{81}\) | Yes | \(\mathsf{912.e}\) | \(\mathsf{11.10}\) | \({1}/{11}\) | No |
| \(\mathsf{492.c}\) | \(\mathsf{5.85}\) | \(1\) | No | \(\mathsf{912.i}\) | \(\mathsf{2.69}\) | \({1}/{8}\) | No |
| \(\mathsf{495.a}\) | \(\mathsf{5.4}\) | \(-1\) | No | \(\mathsf{920.e}\) | \(\mathsf{6.22}\) | \({4}/{13}\) | No |
| \(\mathsf{495.a}\) | \(\mathsf{5.11}\) | \(-{1}/{512}\) | Yes | \(\mathsf{928.a}\) | \(\mathsf{5.35}\) | \({1}/{4}\) | No |
| \(\mathsf{496.c}\) | \(\mathsf{2.62}\) | \({1}/{2}\) | No | \(\mathsf{928.a}\) | \(\mathsf{8.64}\) | \(-{1}/{64}\) | Yes |
| \(\mathsf{498.c}\) | \(\mathsf{5.82}\) | \(-1\) | No | \(\mathsf{928.a}\) | \(\mathsf{8.65}\) | \(-{1}/{4}\) | No |
| \(\mathsf{502.a}\) | \(\mathsf{8.24}\) | \({1}/{8}\) | No | \(\mathsf{930.a}\) | \(\mathsf{5.110}\) | \(-{1}/{16}\) | No |
| \(\mathsf{503.b}\) | \(\mathsf{11.16}\) | \(1\) | No | \(\mathsf{936.d}\) | \(\mathsf{2.60}\) | \(-{1}/{144}\) | No |
| \(\mathsf{503.b}\) | \(\mathsf{11.17}\) | \({1}/{81}\) | Yes | \(\mathsf{936.l}\) | \(\mathsf{2.60}\) | \(-{1}/{144}\) | Yes |
| \(\mathsf{503.d}\) | \(\mathsf{2.56}\) | \(1\) | No | \(\mathsf{944.a}\) | \(\mathsf{4.50}\) | \(-{1}/{16}\) | No |
| \(\mathsf{504.a}\) | \(\mathsf{2.53}\) | \(8\) | No | \(\mathsf{944.a}\) | \(\mathsf{4.51}\) | \(-{1}/{1024}\) | Yes |
| \(\mathsf{504.e}\) | \(\mathsf{4.39}\) | \(-2\) | No | \(\mathsf{944.g}\) | \(\mathsf{2.7}\) | \({1}/{16}\) | Yes |
| \(\mathsf{504.e}\) | \(\mathsf{4.40}\) | \(-{1}/{8192}\) | Yes | \(\mathsf{945.a}\) | \(\mathsf{5.47}\) | \(-{1}/{9}\) | No |
| \(\mathsf{504.j}\) | \(\mathsf{5.13}\) | \(-{1}/{768}\) | Yes | \(\mathsf{945.a}\) | \(\mathsf{5.48}\) | \(-{9}/{4096}\) | Yes |
| \(\mathsf{504.n}\) | \(\mathsf{5.124}\) | \({8}/{9}\) | No | \(\mathsf{945.f}\) | \(\mathsf{2.9}\) | \({1}/{9}\) | Yes |
| \(\mathsf{504.n}\) | \(\mathsf{7.17}\) | \(-{2}/{81}\) | No | \(\mathsf{945.k}\) | \(\mathsf{1.3}\) | \({1}/{81},\; {81}/{65536}\) | No |
| \(\mathsf{506.a}\) | \(\mathsf{5.70}\) | \(1\) | No | \(\mathsf{945.r}\) | \(\mathsf{1.14}\) | \({3}/{65536}\) | No |
| \(\mathsf{510.b}\) | \(\mathsf{5.123}\) | \({1}/{576}\) | No | \(\mathsf{945.t}\) | \(\mathsf{2.9}\) | \({1}/{9}\) | No |
| \(\mathsf{510.e}\) | \(\mathsf{2.62}\) | \({1}/{81}\) | No | \(\mathsf{948.e}\) | \(\mathsf{6.7}\) | \({1}/{63}\) | Yes |
| \(\mathsf{513.a}\) | \(\mathsf{8.11}\) | \({1}/{9},\; {1}/{27}\) | No | \(\mathsf{950.f}\) | \(\mathsf{2.52}\) | \({1}/{320}\) | Yes |
| \(\mathsf{513.c}\) | \(\mathsf{8.15}\) | \({1}/{27},\; {1}/{72}\) | No | \(\mathsf{951.a}\) | \(\mathsf{5.78}\) | \(-{1}/{9}\) | No |
| \(\mathsf{513.g}\) | \(\mathsf{2.54}\) | \({1}/{27}\) | Yes | \(\mathsf{952.n}\) | \(\mathsf{3.1}\) | \(2\) | No |
| \(\mathsf{514.a}\) | \(\mathsf{13.17}\) | \(1\) | No | \(\mathsf{952.o}\) | \(\mathsf{2.55}\) | \(2\) | No |
| \(\mathsf{519.a}\) | \(\mathsf{5.68}\) | \(1\) | No | \(\mathsf{952.p}\) | \(\mathsf{1.4}\) | \(8\) | No |
| \(\mathsf{519.a}\) | \(\mathsf{5.69}\) | \({1}/{729}\) | Yes | \(\mathsf{960.g}\) | \(\mathsf{5.91}\) | \({1}/{128}\) | Yes |
| \(\mathsf{520.e}\) | \(\mathsf{2.57}\) | \({2}/{125}\) | Yes | \(\mathsf{960.h}\) | \(\mathsf{2.9}\) | \({1}/{64}\) | No |
| \(\mathsf{520.f}\) | \(\mathsf{3.1}\) | \(-1\) | No | \(\mathsf{960.l}\) | \(\mathsf{2.52}\) | \({1}/{144}\) | No |
| \(\mathsf{521.a}\) | \(\mathsf{5.51}\) | \(-1\) | No | \(\mathsf{960.n}\) | \(\mathsf{5.133}\) | \(-{1}/{128}\) | Yes |
| \(\mathsf{525.j}\) | \(\mathsf{5.97}\) | \({1}/{320}\) | Yes | \(\mathsf{960.p}\) | \(\mathsf{5.123}\) | \({1}/{256}\) | Yes |
| \(\mathsf{528.b}\) | \(\mathsf{4.53}\) | \({1}/{16384}\) | No | \(\mathsf{960.u}\) | \(\mathsf{8.80}\) | \({1}/{64}\) | Yes |
| \(\mathsf{532.a}\) | \(\mathsf{8.47}\) | \(-{1}/{8}\) | No | \(\mathsf{960.u}\) | \(\mathsf{8.81}\) | \({1}/{64}\) | Yes |
| \(\mathsf{532.d}\) | \(\mathsf{2.2}\) | \(-{1}/{8}\) | No | \(\mathsf{960.v}\) | \(\mathsf{1.6}\) | \({1}/{16384}\) | Yes |
| \(\mathsf{539.e}\) | \(\mathsf{2.56}\) | \(-{1}/{7}\) | Yes | \(\mathsf{960.x}\) | \(\mathsf{2.13}\) | \(-{1}/{16}\) | No |
| \(\mathsf{540.d}\) | \(\mathsf{2.52}\) | \({9}/{64}\) | No | \(\mathsf{960.y}\) | \(\mathsf{4.48}\) | \({1}/{128}\) | Yes |
| \(\mathsf{540.d}\) | \(\mathsf{5.111}\) | \({3}/{4}\) | No | \(\mathsf{960.z}\) | \(\mathsf{2.24}\) | \(-{1}/{256}\) | Yes |
| \(\mathsf{542.b}\) | \(\mathsf{5.79}\) | \(-1\) | No | \(\mathsf{962.c}\) | \(\mathsf{5.86}\) | \(-1\) | No |
| \(\mathsf{544.c}\) | \(\mathsf{2.1}\) | \(-{1}/{8}\) | No | \(\mathsf{975.b}\) | \(\mathsf{2.60}\) | \(-1\) | No |
| \(\mathsf{544.h}\) | \(\mathsf{1.3}\) | \(-{1}/{16},\; -{1}/{4096}\) | No | \(\mathsf{976.c}\) | \(\mathsf{11.14}\) | \(-1\) | No |
| \(\mathsf{544.k}\) | \(\mathsf{2.55}\) | \({1}/{2}\) | No | \(\mathsf{976.c}\) | \(\mathsf{11.15}\) | \({1}/{243}\) | Yes |
| \(\mathsf{544.o}\) | \(\mathsf{5.32}\) | \({1}/{8}\) | No | \(\mathsf{981.a}\) | \(\mathsf{5.111}\) | \(-1\) | No |
| \(\mathsf{544.p}\) | \(\mathsf{2.18}\) | \({1}/{2744}\) | No | \(\mathsf{985.a}\) | \(\mathsf{1.13}\) | \(-{1}/{65536}\) | Yes |
| \(\mathsf{544.q}\) | \(\mathsf{3.16}\) | \({1}/{162}\) | Yes | \(\mathsf{987.b}\) | \(\mathsf{2.65}\) | \(-1\) | No |
| \(\mathsf{547.a}\) | \(\mathsf{4.58}\) | \(-{1}/{243}\) | No | \(\mathsf{990.i}\) | \(\mathsf{2.62}\) | \({1}/{9}\) | Yes |
| \(\mathsf{547.a}\) | \(\mathsf{4.59}\) | \(-{1}/{256}\) | No | \(\mathsf{992.e}\) | \(\mathsf{5.88}\) | \({1}/{16}\) | No |
| \(\mathsf{547.b}\) | \(\mathsf{4.58}\) | \({1}/{256}\) | No | \(\mathsf{992.l}\) | \(\mathsf{3.26}\) | \(-{1}/{2}\) | No |
| \(\mathsf{547.b}\) | \(\mathsf{4.59}\) | \({1}/{243}\) | Yes | \(\mathsf{996.d}\) | \(\mathsf{5.87}\) | \(-{1}/{8}\) | No |
| \(\mathsf{550.c}\) | \(\mathsf{5.132}\) | \({1}/{320}\) | Yes | \(\mathsf{999.j}\) | \(\mathsf{1.11}\) | \({1}/{729}\) | Yes |
| \(\mathsf{552.a}\) | \(\mathsf{5.42}\) | \({1}/{64}\) | No | \(\mathsf{999.k}\) | \(\mathsf{5.123}\) | \(-{3}/{64}\) | No |
| \(\mathsf{554.c}\) | \(\mathsf{5.20}\) | \(1\) | No |