[FFmpeg-soc] [soc]: r1435 - amr/amrnbfloatdata.h
superdump
subversion at mplayerhq.hu
Wed Nov 7 12:56:30 CET 2007
Author: superdump
Date: Wed Nov 7 12:56:29 2007
New Revision: 1435
Log:
More gain tables
Modified:
amr/amrnbfloatdata.h
Modified: amr/amrnbfloatdata.h
==============================================================================
--- amr/amrnbfloatdata.h (original)
+++ amr/amrnbfloatdata.h Wed Nov 7 12:56:29 2007
@@ -1814,4 +1814,216 @@ static const float qua_gain_pit[16] = {
1.04998779296875, 1.0999755859375 , 1.1500244140625 , 1.20001220703125,
};
+// scalar quantised fixed gain table for 7.95 and 12.2 kbps modes
+// note: this table was generated from the integer qua_gain_code tables in the
+// ref source that store Q10 qua_ener = 20*log10(g_fac). The table below stores
+// g_fac as a float from printf("%10.6f,\n", powf(10.0, qua_ener/(20.0*(1<<10))))
+static const float qua_gain_code[32] = {
+ 0.077640, 0.100586, 0.130857, 0.170410, 0.204592, 0.235358, 0.270507, 0.311044,
+ 0.357898, 0.411116, 0.473151, 0.543935, 0.625519, 0.719258, 0.827138, 0.951199,
+ 1.094237, 1.258359, 1.446773, 1.664146, 1.913533, 2.200788, 2.530880, 2.910154,
+ 3.347019, 3.849033, 4.426342, 5.090240, 6.108541, 7.940604, 10.323297, 13.420948,
+}
+
+// desired mean innovation energy
+// index is an active mode
+static const float energy_mean[8] = { 33.0, 33.0, 33.0, 28.75, 30.0, 36.0, 33.0, 36.0 };
+
+// 4-tap moving average prediction coefficients
+static const float energy_pred_fac[4] = { 0.68, 0.58, 0.34, 0.19 };
+
+// gain table for 4.75 kbps mode
+// first index has even/odd indices for even/odd subframes
+// second index is {pitch_gain, fixed_gain_factor}
+static const float gains_MODE_475[512][2] = {
+{0.049561, 0.031250}, {0.033081, 0.034180}, {0.175354, 0.277100}, {0.138306, 0.830566},
+{0.126160, 0.137451}, {0.773743, 0.157959}, {0.252197, 0.438965}, {0.341858, 1.290283},
+{0.469299, 0.091309}, {0.227966, 0.107666}, {0.666016, 0.644043}, {0.720642, 0.608887},
+{1.250610, 0.194580}, {0.318481, 0.164795}, {0.410400, 2.039551}, {0.322388, 0.414063},
+{0.090820, 0.104492}, {0.359009, 0.110352}, {0.325439, 0.994141}, {0.218689, 0.309570},
+{0.150696, 0.219971}, {0.970093, 0.245361}, {0.914429, 0.798584}, {0.630554, 1.186035},
+{0.221863, 0.493408}, {0.158447, 0.203857}, {0.754395, 1.194336}, {0.744995, 0.416016},
+{0.819824, 0.391602}, {0.556519, 0.571533}, {0.242188, 0.375488}, {0.334412, 2.425781},
+{0.231628, 0.101807}, {0.082947, 0.101074}, {0.222168, 0.383057}, {0.487976, 0.864502},
+{0.696106, 0.157471}, {0.521973, 0.155029}, {0.247559, 0.336182}, {1.013672, 1.495117},
+{0.697021, 0.170898}, {0.122498, 0.148193}, {0.757751, 0.385254}, {0.678650, 1.136230},
+{0.834961, 0.416992}, {0.731812, 0.300049}, {0.488037, 1.781494}, {0.807556, 1.395264},
+{0.148193, 0.282959}, {0.126526, 0.473877}, {0.379517, 1.494385}, {0.216431, 0.440430},
+{0.544739, 0.439941}, {0.529724, 0.385742}, {0.850525, 0.873047}, {0.812561, 1.522705},
+{0.374878, 0.275879}, {0.365845, 0.423340}, {0.863098, 1.138184}, {0.687927, 0.810791},
+{0.746216, 0.378662}, {0.850281, 0.736084}, {0.310120, 2.554688}, {0.576416, 1.637207},
+{0.103088, 0.166748}, {0.087646, 0.318848}, {0.440186, 0.960205}, {0.249146, 0.662354},
+{0.475647, 0.171875}, {0.919800, 0.195801}, {0.384460, 1.272461}, {0.264709, 1.307861},
+{0.407471, 0.132080}, {0.369995, 0.152832}, {0.833191, 0.903320}, {0.701782, 0.587891},
+{0.986084, 0.174805}, {0.743225, 0.183350}, {0.492249, 2.804932}, {0.385376, 0.550781},
+{0.272583, 0.121094}, {0.445129, 0.127686}, {0.623352, 0.935791}, {0.512329, 0.741455},
+{0.512878, 0.235840}, {0.868408, 0.458984}, {0.531189, 1.320557}, {1.000671, 1.187256},
+{0.452881, 0.483154}, {0.371643, 0.300293}, {0.571960, 1.073730}, {0.888550, 0.821045},
+{0.827576, 0.701416}, {0.803406, 0.357666}, {0.337769, 0.409668}, {0.801880, 3.606201},
+{0.447876, 0.146484}, {0.080444, 0.133789}, {0.259521, 0.864014}, {0.613037, 0.577148},
+{0.646179, 0.151855}, {0.798828, 0.163330}, {0.862183, 0.860840}, {0.307556, 2.388672},
+{0.936157, 0.151123}, {0.190125, 0.144043}, {1.003540, 0.735596}, {0.948608, 1.017578},
+{0.948303, 0.393311}, {0.940247, 0.299805}, {0.977966, 2.270264}, {0.459839, 1.214844},
+{0.121460, 0.296143}, {0.698669, 0.282471}, {0.763672, 1.347412}, {0.578308, 0.645508},
+{0.470947, 0.496582}, {0.810547, 0.546631}, {0.977234, 1.243408}, {0.492310, 1.650635},
+{0.615417, 0.344971}, {0.305298, 0.572998}, {0.764343, 1.458740}, {0.923218, 0.707764},
+{1.114746, 0.558838}, {0.966003, 0.616943}, {0.992737, 2.503418}, {0.894226, 2.763428},
+{0.109680, 0.082275}, {0.190125, 0.096924}, {0.214233, 0.714844}, {0.280273, 0.651855},
+{0.458923, 0.153320}, {0.696716, 0.160156}, {0.362915, 0.594482}, {0.399414, 1.798584},
+{0.502808, 0.202393}, {0.244141, 0.210693}, {0.612305, 0.608398}, {0.980042, 0.866943},
+{1.111084, 0.257324}, {0.372498, 0.354980}, {0.359131, 1.928711}, {1.144531, 0.846680},
+{0.113770, 0.132813}, {0.561401, 0.166748}, {0.709412, 1.015625}, {0.280396, 0.401367},
+{0.192749, 0.282471}, {0.973694, 0.625000}, {0.753723, 0.911377}, {1.063232, 1.284180},
+{0.372681, 0.489258}, {0.178040, 0.425293}, {1.005066, 1.283447}, {1.024597, 0.410156},
+{1.050110, 0.429443}, {0.291321, 0.788818}, {0.450806, 1.473389}, {0.875366, 2.444336},
+{0.246277, 0.107910}, {0.255981, 0.111816}, {0.562378, 0.547363}, {0.453308, 1.029541},
+{0.784912, 0.195557}, {0.682739, 0.201416}, {0.771973, 0.508789}, {0.790771, 1.600098},
+{0.580139, 0.243164}, {0.404602, 0.240479}, {0.643127, 0.610840}, {0.933167, 1.222168},
+{0.769165, 0.501709}, {0.945068, 0.403564}, {0.988403, 1.689697}, {0.868591, 1.413574},
+{0.160278, 0.202148}, {0.342712, 0.411621}, {0.833923, 1.410645}, {0.223877, 0.379395},
+{0.690491, 0.642822}, {0.596313, 0.356201}, {0.854675, 1.155518}, {0.970276, 1.535889},
+{0.383179, 0.456543}, {0.482788, 0.557861}, {1.036255, 1.115967}, {1.011719, 0.939697},
+{0.930664, 0.564209}, {0.977966, 0.791992}, {0.882507, 4.347656}, {0.723083, 0.674561},
+{0.120911, 0.343506}, {0.085449, 0.213867}, {0.264587, 0.865967}, {0.268005, 1.027832},
+{0.329895, 0.166016}, {1.065735, 0.190674}, {0.396790, 1.249512}, {0.493835, 1.874268},
+{0.448914, 0.193848}, {0.508606, 0.288574}, {0.918030, 0.771484}, {0.911133, 0.741943},
+{1.246399, 0.214844}, {0.887756, 0.208008}, {0.752991, 3.590820}, {0.421387, 0.468750},
+{0.257874, 0.227783}, {0.501587, 0.265381}, {0.650574, 0.997070}, {0.615356, 1.106689},
+{0.166931, 0.205078}, {1.260803, 0.263916}, {1.019958, 1.456543}, {0.968811, 1.117676},
+{0.663513, 0.628418}, {0.230286, 0.284668}, {0.886169, 0.987305}, {1.263367, 0.641357},
+{0.928894, 0.667480}, {0.932251, 0.533691}, {0.381897, 0.787598}, {0.801086, 4.755859},
+{0.439209, 0.227051}, {0.150269, 0.395020}, {0.275574, 0.754883}, {0.845459, 1.044189},
+{0.638428, 0.203369}, {1.058289, 0.197754}, {1.030945, 0.558838}, {0.948853, 2.006104},
+{0.830261, 0.411133}, {0.195129, 0.447754}, {0.973389, 0.688477}, {0.965088, 1.300537},
+{1.037964, 0.595215}, {1.024658, 0.323730}, {0.956482, 1.991211}, {0.715698, 2.088867},
+{0.229614, 0.501221}, {0.583679, 0.321533}, {0.827698, 1.657715}, {0.746277, 0.472656},
+{0.499268, 0.866699}, {0.810974, 0.434082}, {0.994812, 1.611084}, {0.994324, 1.894043},
+{0.520081, 0.622803}, {0.440979, 0.645752}, {1.115051, 1.828369}, {1.030579, 0.548828},
+{1.091431, 0.704102}, {1.053772, 0.812500}, {0.574768, 4.922363}, {0.673950, 2.031250},
+{0.078491, 0.151367}, {0.087341, 0.142334}, {0.365784, 0.558838}, {0.242798, 0.885254},
+{0.313965, 0.183594}, {0.818420, 0.202637}, {0.338928, 0.698242}, {0.718018, 1.442383},
+{0.655334, 0.136719}, {0.332397, 0.137695}, {0.813049, 0.734375}, {0.729126, 0.899170},
+{1.213806, 0.194824}, {0.599670, 0.177734}, {0.833923, 2.135742}, {0.451111, 0.745361},
+{0.153503, 0.189941}, {0.369263, 0.203369}, {0.394836, 1.238770}, {0.506897, 0.601318},
+{0.374817, 0.455322}, {0.934326, 0.308105}, {0.879395, 1.110107}, {0.833923, 1.102295},
+{0.191467, 0.728271}, {0.151306, 0.307373}, {0.920898, 1.134521}, {0.938843, 0.636475},
+{0.884521, 0.583984}, {0.760620, 0.619385}, {0.460144, 0.719971}, {0.787903, 2.944336},
+{0.333740, 0.166992}, {0.191711, 0.176270}, {0.310120, 0.311035}, {0.777100, 1.025391},
+{0.933960, 0.166260}, {0.477234, 0.144531}, {0.398804, 0.493408}, {1.005737, 2.133057},
+{0.815674, 0.215332}, {0.329407, 0.219482}, {0.894531, 0.531738}, {0.899719, 1.031982},
+{0.870972, 0.316895}, {0.850159, 0.495361}, {0.944641, 1.826660}, {0.965271, 1.116211},
+{0.153870, 0.491455}, {0.308960, 0.440430}, {0.314880, 1.606934}, {0.435181, 0.878174},
+{0.666504, 0.393311}, {0.715881, 0.416992}, {1.031677, 0.843506}, {0.992920, 1.621094},
+{0.567993, 0.245850}, {0.571838, 0.514160}, {1.170776, 1.229736}, {0.759338, 1.042236},
+{0.971619, 0.325195}, {0.937317, 0.857422}, {0.726196, 3.452393}, {0.982727, 1.673340},
+{0.122681, 0.179932}, {0.230652, 0.210205}, {0.699097, 0.703125}, {0.217529, 0.864258},
+{0.552795, 0.302979}, {0.756287, 0.218750}, {0.521606, 1.130127}, {0.705627, 1.410156},
+{0.496155, 0.143799}, {0.501587, 0.143555}, {1.143066, 0.916748}, {0.791809, 0.768799},
+{0.960022, 0.185059}, {1.015259, 0.184082}, {0.929077, 2.719238}, {0.968689, 0.539063},
+{0.285217, 0.148926}, {0.623657, 0.165527}, {0.931213, 1.012207}, {0.349670, 0.812256},
+{0.511292, 0.407715}, {1.212280, 0.566650}, {0.942993, 1.345459}, {0.857788, 1.338135},
+{0.349609, 0.705078}, {0.462646, 0.328613}, {0.877930, 1.300049}, {0.990967, 0.964355},
+{0.922729, 0.914063}, {0.934204, 0.350342}, {0.890930, 0.993652}, {0.750793, 3.832031},
+{0.464905, 0.414795}, {0.132446, 0.215820}, {0.272156, 1.114990}, {1.104370, 0.807129},
+{0.777710, 0.198975}, {0.911011, 0.221436}, {0.916504, 1.045166}, {0.947144, 2.042969},
+{1.098267, 0.265381}, {0.143921, 0.211182}, {0.993713, 0.924561}, {0.956970, 1.122070},
+{0.998291, 0.374512}, {1.012207, 0.539551}, {1.027405, 2.367432}, {0.972229, 1.101807},
+{0.200012, 0.264893}, {0.588562, 0.533936}, {0.730774, 1.481445}, {0.561462, 1.089355},
+{0.546570, 0.397705}, {0.627991, 0.747559}, {1.005920, 1.258545}, {0.943970, 1.725098},
+{0.834839, 0.620850}, {0.321838, 0.555908}, {1.022095, 1.516846}, {1.016541, 0.832031},
+{1.239258, 0.821045}, {1.140625, 0.484619}, {0.864990, 3.141357}, {0.924927, 3.833740},
+{0.273010, 0.249023}, {0.102600, 0.216309}, {0.263123, 1.050049}, {0.546387, 0.892822},
+{0.359680, 0.280029}, {0.710876, 0.354492}, {0.969604, 0.543701}, {0.279663, 1.622070},
+{0.422913, 0.294189}, {0.379639, 0.195068}, {0.757751, 0.832275}, {0.974609, 0.946533},
+{1.212097, 0.514893}, {0.591370, 0.522705}, {0.899780, 2.155762}, {0.883789, 0.634521},
+{0.110901, 0.302246}, {0.474304, 0.198486}, {1.164490, 1.076660}, {0.338989, 0.503906},
+{0.225037, 0.694336}, {1.064148, 0.550781}, {1.019104, 1.095215}, {0.988708, 1.315430},
+{0.489990, 0.674561}, {0.207825, 0.517334}, {1.063599, 1.337158}, {0.836060, 0.680176},
+{1.213318, 0.664063}, {0.555298, 0.947266}, {1.109131, 1.179932}, {1.058105, 2.980225},
+{0.312256, 0.243164}, {0.301208, 0.241211}, {0.603516, 0.752197}, {0.367065, 1.311279},
+{0.969299, 0.406982}, {0.513000, 0.288818}, {0.920837, 0.577637}, {1.207092, 1.709473},
+{0.730164, 0.381348}, {0.444275, 0.275391}, {1.028992, 0.374023}, {0.962036, 1.313721},
+{0.897705, 0.504150}, {1.227112, 0.526123}, {1.047241, 2.012939}, {1.093201, 1.542480},
+{0.333679, 0.367188}, {0.250244, 0.628418}, {1.063293, 1.662598}, {0.346252, 0.705078},
+{1.015381, 0.825684}, {0.547791, 0.447021}, {1.230408, 1.156494}, {1.193237, 1.780762},
+{0.406372, 0.678955}, {0.700195, 0.810791}, {1.183899, 1.233887}, {1.152222, 1.152832},
+{1.003357, 0.579346}, {1.246948, 1.070801}, {0.692932, 6.476074}, {0.707581, 0.749023},
+{0.174927, 0.382324}, {0.311768, 0.261230}, {0.586792, 1.199951}, {0.301453, 0.863281},
+{0.460266, 0.214355}, {1.264465, 0.207764}, {0.423462, 1.072998}, {1.025330, 1.887939},
+{0.618713, 0.248779}, {0.600891, 0.235352}, {0.945679, 0.965576}, {0.943542, 0.837402},
+{1.151306, 0.239746}, {1.228027, 0.235107}, {1.030029, 3.146240}, {0.874878, 1.025391},
+{0.402771, 0.297852}, {0.562866, 0.198730}, {1.034058, 1.253418}, {0.345520, 1.195801},
+{0.334961, 0.438965}, {1.236450, 0.967285}, {1.037903, 1.508301}, {1.094299, 1.447510},
+{0.571594, 0.834961}, {0.456177, 0.481201}, {1.192444, 1.263916}, {1.159851, 0.733887},
+{1.004272, 0.924805}, {0.980835, 0.577881}, {0.528809, 0.669678}, {0.576477, 6.435059},
+{0.662598, 0.314209}, {0.216980, 0.246338}, {0.342163, 0.884277}, {1.187317, 1.345703},
+{0.760071, 0.194580}, {1.259399, 0.222412}, {0.941589, 0.748535}, {1.039856, 2.508545},
+{1.152527, 0.642822}, {0.238831, 0.309570}, {1.191345, 0.822998}, {1.101807, 1.276855},
+{1.177429, 0.409668}, {1.190674, 0.774414}, {1.103027, 2.625488}, {1.014709, 1.671143},
+{0.191284, 0.561035}, {0.663391, 0.594971}, {0.950928, 1.687744}, {0.768860, 0.825439},
+{0.678467, 0.804932}, {1.023071, 0.591797}, {1.150696, 1.639404}, {1.048035, 2.413818},
+{0.777771, 0.635986}, {0.545471, 0.766602}, {1.161682, 1.895508}, {1.119812, 0.947266},
+{1.249695, 0.898926}, {1.196411, 0.825195}, {0.796143, 4.729736}, {0.642456, 5.645508},
+};
+
+// gain table for 6.70, 7.40 and 10.2 kbps modes
+// second index is {pitch_gain, fixed_gain_factor}
+static const float gains_high[128][2] = {
+{0.0352173, 0.161621 }, {0.0491943, 0.448242 }, {0.189758 , 0.256836 }, {0.255188 , 0.338623 },
+{0.144836 , 0.347900 }, {0.198242 , 0.484619 }, {0.111511 , 0.566406 }, {0.0574341, 0.809082 },
+{0.143494 , 0.726807 }, {0.220703 , 0.590820 }, {0.210632 , 0.755859 }, {0.180359 , 1.05005 },
+{0.112793 , 1.09863 }, {0.237061 , 1.32227 }, {0.0724487, 1.76025 }, {0.188171 , 2.19727 },
+{0.450684 , 0.215576 }, {0.363892 , 0.367676 }, {0.314636 , 0.520996 }, {0.484863 , 0.490479 },
+{0.397156 , 0.549316 }, {0.468140 , 0.671875 }, {0.363281 , 0.736328 }, {0.298950 , 0.918945 },
+{0.426575 , 0.875977 }, {0.498901 , 0.971191 }, {0.370117 , 1.07520 }, {0.470520 , 1.24194 },
+{0.337097 , 1.46997 }, {0.474182 , 1.73975 }, {0.369873 , 1.93799 }, {0.341431 , 2.80444 },
+{0.645813 , 0.331055 }, {0.552307 , 0.389893 }, {0.597778 , 0.496826 }, {0.546021 , 0.589600 },
+{0.628418 , 0.630859 }, {0.574158 , 0.667480 }, {0.531006 , 0.785645 }, {0.595520 , 0.828857 },
+{0.621155 , 0.950195 }, {0.559692 , 1.10547 }, {0.619629 , 1.22168 }, {0.556274 , 1.40015 },
+{0.640869 , 1.52979 }, {0.617065 , 1.86304 }, {0.539795 , 2.13062 }, {0.546631 , 3.05078 },
+{0.788818 , 0.238281 }, {0.697937 , 0.428467 }, {0.740845 , 0.568359 }, {0.695068 , 0.578125 },
+{0.653076 , 0.748047 }, {0.752686 , 0.698486 }, {0.715454 , 0.812256 }, {0.687866 , 0.903320 },
+{0.662903 , 1.07739 }, {0.737427 , 1.10669 }, {0.688660 , 1.27075 }, {0.729980 , 1.53931 },
+{0.681580 , 1.83936 }, {0.740234 , 2.03345 }, {0.669495 , 2.63110 }, {0.628662 , 4.24219 },
+{0.848328 , 0.410400 }, {0.767822 , 0.499268 }, {0.809631 , 0.595459 }, {0.856506 , 0.729736 },
+{0.821045 , 0.756348 }, {0.756592 , 0.893066 }, {0.824585 , 0.922852 }, {0.786133 , 1.04297 },
+{0.825989 , 1.18677 }, {0.773132 , 1.33228 }, {0.845581 , 1.49072 }, {0.795349 , 1.58276 },
+{0.827454 , 1.88501 }, {0.790833 , 2.27319 }, {0.837036 , 2.82007 }, {0.768494 , 3.71240 },
+{0.922424 , 0.375977 }, {0.919922 , 0.569580 }, {0.886658 , 0.613037 }, {0.896729 , 0.781006 },
+{0.938843 , 0.869141 }, {0.862610 , 0.966797 }, {0.921753 , 1.03418 }, {0.874756 , 1.17773 },
+{0.906128 , 1.33081 }, {0.934204 , 1.48511 }, {0.874573 , 1.68164 }, {0.919189 , 1.87720 },
+{0.879272 , 2.30127 }, {0.939148 , 2.37817 }, {0.904785 , 3.48413 }, {0.830078 , 6.08862 },
+{1.00073 , 0.480713 }, {1.02643 , 0.691406 }, {0.959045 , 0.694092 }, {0.982910 , 0.814453 },
+{1.00000 , 0.967529 }, {1.03394 , 1.11792 }, {0.958923 , 1.12280 }, {0.990112 , 1.33008 },
+{1.02734 , 1.55811 }, {0.960999 , 1.74341 }, {0.996460 , 1.82349 }, {1.01385 , 2.10547 },
+{1.03931 , 2.54346 }, {0.970764 , 2.88501 }, {1.03015 , 3.58643 }, {1.00800 , 5.09521 },
+{1.10730 , 0.508545 }, {1.18414 , 0.775879 }, {1.06860 , 0.836426 }, {1.22400 , 0.983154 },
+{1.10284 , 1.03735 }, {1.15674 , 1.23682 }, {1.08099 , 1.31885 }, {1.21063 , 1.51172 },
+{1.09558 , 1.71240 }, {1.30115 , 1.92310 }, {1.09314 , 2.26782 }, {1.16846 , 2.26807 },
+{1.25226 , 2.77856 }, {1.10321 , 3.53638 }, {1.22064 , 4.36572 }, {1.15002 , 7.99902 },
+};
+
+// gain table for 5.15 and 5.90 kbps modes
+// second index is {pitch_gain, fixed_gain_factor}
+static const float gains_low[64][2] = {
+{0.659973 , 7.01978 }, {1.25000 , 0.679932 }, {1.14996 , 1.60986 }, {0.379944 , 1.80981 },
+{1.04999 , 2.54980 }, {1.31995 , 0.309814 }, {1.28998 , 1.07983 }, {0.689941 , 0.379883 },
+{1.15997 , 3.12988 }, {1.06000 , 0.609863 }, {1.08997 , 1.17993 }, {0.609985 , 0.609863 },
+{1.06995 , 1.91992 }, {0.869995 , 0.459961 }, {0.969971 , 0.769775 }, {0.409973 , 0.439941 },
+{1.10999 , 4.92993 }, {1.09998 , 0.739990 }, {1.01996 , 1.42993 }, {0.539978 , 0.979980 },
+{0.969971 , 2.18994 }, {1.09998 , 0.339844 }, {1.01996 , 1.00000 }, {0.500000 , 0.159912 },
+{0.929993 , 3.39990 }, {0.869995 , 0.759766 }, {0.859985 , 1.13989 }, {0.329956 , 0.659912 },
+{0.819946 , 1.59985 }, {0.759949 , 0.219971 }, {0.759949 , 0.649902 }, {0.229980 , 0.159912 },
+{0.899963 , 5.73999 }, {1.16998 , 0.599854 }, {1.22998 , 1.23999 }, {0.419983 , 1.00000 },
+{1.25000 , 2.08984 }, {1.19995 , 0.179932 }, {1.15997 , 1.03979 }, {0.479980 , 0.509766 },
+{0.699951 , 3.00000 }, {0.969971 , 0.359863 }, {0.959961 , 1.12988 }, {0.559998 , 0.349854 },
+{0.979980 , 1.70996 }, {0.904968 , 0.179932 }, {0.919983 , 0.549805 }, {0.309998 , 0.299805 },
+{0.809998 , 4.22998 }, {1.00995 , 0.569824 }, {0.919983 , 1.41992 }, {0.239990 , 0.899902 },
+{0.869995 , 2.09985 }, {1.02997 , 0.189941 }, {0.919983 , 0.929932 }, {0.369995 , 0.149902 },
+{0.569946 , 2.25977 }, {0.809998 , 0.429932 }, {0.809998 , 0.859863 }, {0.149963 , 0.479980 },
+{0.699951 , 1.34985 }, {0.639954 , 0.179932 }, {0.709961 , 0.779785 }, {0.0899658, 0.189941 },
+};
+
+
+
/**************************** end of tables *****************************/
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