n size = 20, Rect Interval(-1.00172, 1.23994) x Interval(-1.00007, 1.18448) 0 = X: {-0.995037, -0.984784}s^0 + {-0.0027975, -0.00276867}s^1 + {-1.17975e-005, -1.16759e-005}s^2 + {-5.52802e-008, -5.47105e-008}s^3 Y: {-0.0995037, -0.173785}s^0 + {-0.00027975, -0.000488588}s^1 + {-1.17975e-006, -2.06046e-006}s^2 + {-5.52802e-009, -9.6548e-009}s^3 1 = X: {-0.984784, -0.910366}s^0 + {-0.0310928, -0.0287432}s^1 + {-0.00147255, -0.00136127}s^2 + {-7.74883e-005, -7.16328e-005}s^3 Y: {-0.173785, -0.413803}s^0 + {-0.00548696, -0.0130651}s^1 + {-0.000259861, -0.00061876}s^2 + {-1.36744e-005, -3.25604e-005}s^3 2 = X: {-0.910366, -0.741536}s^0 + {-0.0430647, -0.0350782}s^1 + {-0.00305575, -0.00248905}s^2 + {-0.00024092, -0.00019624}s^3 Y: {-0.413803, -0.670913}s^0 + {-0.0195749, -0.0317374}s^1 + {-0.00138898, -0.002252}s^2 + {-0.000109509, -0.000177551}s^3 3 = X: {-0.741536, -0.456804}s^0 + {-0.0477851, -0.0294368}s^1 + {-0.00461895, -0.00284539}s^2 + {-0.000496081, -0.000305598}s^3 Y: {-0.670913, -0.889567}s^0 + {-0.0432341, -0.0573243}s^1 + {-0.00417905, -0.00554103}s^2 + {-0.000448835, -0.000595113}s^3 4 = X: {-0.456804, 0.110432}s^0 + {-0.0759755, 0.018367}s^1 + {-0.0189543, 0.00458219}s^2 + {-0.00525412, 0.00127018}s^3 Y: {-0.889567, -0.993884}s^0 + {-0.147952, -0.165302}s^1 + {-0.0369111, -0.0412395}s^2 + {-0.0102317, -0.0114316}s^3 5 = X: {0.110432, 0.610804}s^0 + {0.0160798, 0.0889382}s^1 + {0.00351204, 0.0194252}s^2 + {0.000852305, 0.00471413}s^3 Y: {-0.993884, -0.791782}s^0 + {-0.144718, -0.11529}s^1 + {-0.0316082, -0.0251808}s^2 + {-0.0076707, -0.0061109}s^3 6 = X: {0.610804, 0.826927}s^0 + {0.0303467, 0.0410844}s^1 + {0.00226159, 0.00306181}s^2 + {0.000187272, 0.000253535}s^3 Y: {-0.791782, -0.56231}s^0 + {-0.0393383, -0.0279374}s^1 + {-0.00293169, -0.00208203}s^2 + {-0.00024276, -0.000172404}s^3 7 = X: {0.826927, 0.948683}s^0 + {0.0311673, 0.0357564}s^1 + {0.00176207, 0.00202152}s^2 + {0.000110689, 0.000126987}s^3 Y: {-0.56231, -0.316228}s^0 + {-0.0211938, -0.0119188}s^1 + {-0.00119821, -0.000673839}s^2 + {-7.52686e-005, -4.2329e-005}s^3 8 = X: {0.948683, 1}s^0 + {0.0486833, 0.0513167}s^1 + {0.0037474, 0.0039501}s^2 + {0.000320507, 0.000337844}s^3 Y: {-0.316228, 3.06245e-017}s^0 + {-0.0162278, 1.57155e-018}s^1 + {-0.00124913, 1.2097e-019}s^2 + {-0.000106835, 1.03463e-020}s^3 9 = X: {0.999056, 0.987167}s^0 + {0.00936175, 0.0254673}s^1 + {-0.00970988, -0.0224789}s^2 + {0.00710879, 0.0154403}s^3 Y: {0.0434372, 0.159689}s^0 + {-0.0581304, -0.114677}s^1 + {0.0276773, 0.0533891}s^2 + {-0.0122705, -0.0230314}s^3 10 = X: {0.987167, 0.925547}s^0 + {0.0429424, 0.103682}s^1 + {-0.0338105, -0.0695805}s^2 + {0.0177299, 0.0327647}s^3 Y: {0.159689, 0.378633}s^0 + {-0.10348, -0.18513}s^1 + {0.0343232, 0.053532}s^2 + {-0.00570376, -0.00425942}s^3 11 = X: {0.925547, 0.724416}s^0 + {0.11848, 0.216722}s^1 + {-0.0382629, -0.0488611}s^2 + {-0.00124018, -0.00892459}s^3 Y: {0.378633, 0.689363}s^0 + {-0.108694, -0.128369}s^1 + {-0.0089403, -0.0322052}s^2 + {0.0122316, 0.0186288}s^3 12 = X: {0.724416, 0.40199}s^0 + {0.113499, 0.128166}s^1 + {0.00787655, 0.0151265}s^2 + {-0.00153519, -0.000786087}s^3 Y: {0.689363, 0.915644}s^0 + {-0.00673078, 0.0284601}s^1 + {-0.0129618, -0.0125209}s^2 + {-0.00200211, -0.00303331}s^3 13 = X: {0.40199, -0.124035}s^0 + {0.0754336, 0.00350811}s^1 + {0.0196536, 0.00525266}s^2 + {0.00540536, 0.00228804}s^3 Y: {0.915644, 0.992278}s^0 + {0.121187, 0.142825}s^1 + {0.023376, 0.0301716}s^2 + {0.00483645, 0.00692634}s^3 14 = X: {-0.124035, -0.528302}s^0 + {0.0626946, 0.0285733}s^1 + {0.0174576, 0.0176445}s^2 + {0.00256512, 0.00370748}s^3 Y: {0.992278, 0.849057}s^0 + {0.100525, 0.126102}s^1 + {0.00531943, 0.0130657}s^2 + {-0.00159919, -0.000552228}s^3 15 = X: {-0.528302, -0.879292}s^0 + {-0.0818505, -0.122118}s^1 + {-0.0183901, -0.0250753}s^2 + {-0.00447335, -0.00564514}s^3 Y: {0.849057, 0.476283}s^0 + {0.10345, 0.0497588}s^1 + {0.018529, 0.00715031}s^2 + {0.003598, 0.000962855}s^3 16 = X: {-0.879292, -0.994743}s^0 + {-0.11342, -0.0840717}s^1 + {-0.0054577, 0.000222553}s^2 + {0.00183033, 0.00199441}s^3 Y: {0.476283, 0.1024}s^0 + {-0.0486492, -0.0690527}s^1 + {-0.0171624, -0.0142243}s^2 + {-0.00201566, -0.000928295}s^3 17 = X: {-0.994743, -0.99083}s^0 + {-0.0352927, -0.0206155}s^1 + {0.00497579, 0.00420731}s^2 + {0.00017963, 4.51388e-005}s^3 Y: {0.1024, -0.135113}s^0 + {-0.0673171, -0.0576364}s^1 + {-0.00176591, -0.000395042}s^2 + {0.000599428, 0.000483638}s^3 18 = X: {-0.99083, -0.931457}s^0 + {-0.0103155, 0.00419023}s^1 + {0.0157614, 0.00889471}s^2 + {-0.00371447, -0.00260957}s^3 Y: {-0.135113, -0.36385}s^0 + {-0.131016, -0.0874699}s^1 + {0.0156793, 0.0127764}s^2 + {0.00113912, 0.000112014}s^3 19 = X: {-0.931457, -0.885832}s^0 + {0.00955677, 0.00867864}s^1 + {0.000633651, 0.000270771}s^2 + {-0.000221346, -0.000147171}s^3 Y: {-0.36385, -0.464007}s^0 + {-0.0411109, -0.0296209}s^1 + {0.00409884, 0.00307617}s^2 + {-0.000298317, -0.000238502}s^3 x size = 1, Interval(0, 2) 0 = {0, 2}s^0 compose(Piecewise, SBasis) denom = 1, 1.63884e-017, 2.45825e-017, 8.19418e-018 compose(Piecewise, SBasis) denom = 10, 0.5, 0.75, 0.25 compose(Piecewise, SBasis) denom = 10, 0.5, 0.75, 0.25 compose(Piecewise, SBasis) denom = 11, 0.75, 0.875, 0.125 compose(Piecewise, SBasis) denom = 12, 0.875, 0.9375, 0.0625 compose(Piecewise, SBasis) denom = 12, 0.875, 0.9375, 0.0625 compose(Piecewise, SBasis) denom = 13, 0.9375, 1, 0.0625 compose(Piecewise, SBasis) denom = 14, 1, 1.125, 0.125 compose(Piecewise, SBasis) denom = 15, 1.125, 1.25, 0.125 compose(Piecewise, SBasis) denom = 15, 1.125, 1.25, 0.125 compose(Piecewise, SBasis) denom = 16, 1.25, 1.375, 0.125 compose(Piecewise, SBasis) denom = 17, 1.375, 1.5, 0.125 compose(Piecewise, SBasis) denom = 17, 1.375, 1.5, 0.125 compose(Piecewise, SBasis) denom = 17, 1.375, 1.5, 0.125 compose(Piecewise, SBasis) denom = 18, 1.5, 1.75, 0.25 compose(Piecewise, SBasis) denom = 19, 1.75, 2, 0.25 compose(n,x) size = 16, Rect Interval(-1.84425e+112, 1.92109e+112) x Interval(-6.19611e+112, 5.94826e+112) 0 = X: {-0.960623, -1.84425e+112}s^0 + {1.84425e+112, 1.10655e+113}s^1 + {-7.377e+112, -1.84425e+113}s^2 + {5.53275e+112, 7.377e+112}s^3 Y: {0.259515, 5.94826e+112}s^0 + {-5.94826e+112, -3.56896e+113}s^1 + {2.37931e+113, 5.94826e+113}s^2 + {-1.78448e+113, -2.37931e+113}s^3 1 = X: {0.987167, 0.987167}s^0 Y: {0.159689, 0.159689}s^0 2 = X: {0.987167, 0.925547}s^0 + {0.0429424, 0.103682}s^1 + {-0.0338105, -0.0695805}s^2 + {0.0177298, 0.0327646}s^3 Y: {0.159689, 0.378633}s^0 + {-0.10348, -0.185129}s^1 + {0.0343232, 0.053532}s^2 + {-0.00570374, -0.0042594}s^3 3 = X: {0.925547, 0.724416}s^0 + {0.11848, 0.216722}s^1 + {-0.0382629, -0.0488611}s^2 + {-0.00124018, -0.00892459}s^3 Y: {0.378633, 0.689363}s^0 + {-0.108694, -0.128369}s^1 + {-0.0089403, -0.0322052}s^2 + {0.0122316, 0.0186288}s^3 4 = X: {0.724416, 0.724415}s^0 + {2.32848e-013, 2.32848e-013}s^1 + {-8.31494e-027, -8.31494e-027}s^2 + {-6.34597e-038, -6.34596e-038}s^3 Y: {0.689363, 0.689364}s^0 + {-7.41373e-014, -7.41372e-014}s^1 + {-5.81197e-026, -5.81197e-026}s^2 + {1.83116e-038, 1.83116e-038}s^3 5 = X: {0.724415, 0.40199}s^0 + {0.113499, 0.128165}s^1 + {0.00787653, 0.0151265}s^2 + {-0.00153517, -0.000786076}s^3 Y: {0.689364, 0.915644}s^0 + {-0.00673069, 0.0284601}s^1 + {-0.0129617, -0.0125209}s^2 + {-0.0020021, -0.00303328}s^3 6 = X: {0.40199, -0.124035}s^0 + {0.0754336, 0.00350811}s^1 + {0.0196536, 0.00525266}s^2 + {0.00540536, 0.00228804}s^3 Y: {0.915644, 0.992278}s^0 + {0.121187, 0.142825}s^1 + {0.023376, 0.0301716}s^2 + {0.00483645, 0.00692634}s^3 7 = X: {-0.124035, -0.528302}s^0 + {0.0626946, 0.0285733}s^1 + {0.0174576, 0.0176445}s^2 + {0.00256512, 0.00370748}s^3 Y: {0.992278, 0.849057}s^0 + {0.100525, 0.126102}s^1 + {0.00531943, 0.0130657}s^2 + {-0.00159919, -0.000552228}s^3 8 = X: {-0.528302, -0.528302}s^0 Y: {0.849057, 0.849056}s^0 9 = X: {-0.528302, -0.879292}s^0 + {-0.0818505, -0.122118}s^1 + {-0.0183901, -0.0250752}s^2 + {-0.00447334, -0.00564513}s^3 Y: {0.849056, 0.476283}s^0 + {0.10345, 0.0497587}s^1 + {0.018529, 0.00715029}s^2 + {0.00359799, 0.000962849}s^3 10 = X: {-0.879292, -0.994743}s^0 + {-0.11342, -0.0840717}s^1 + {-0.0054577, 0.000222553}s^2 + {0.00183033, 0.00199441}s^3 Y: {0.476283, 0.1024}s^0 + {-0.0486492, -0.0690527}s^1 + {-0.0171624, -0.0142243}s^2 + {-0.00201566, -0.000928295}s^3 11 = X: {-0.994743, -0.994743}s^0 Y: {0.1024, 0.1024}s^0 12 = X: {-0.994743, -0.99083}s^0 + {-0.0352927, -0.0206155}s^1 + {0.00497577, 0.00420729}s^2 + {0.00017963, 4.51386e-005}s^3 Y: {0.1024, -0.135113}s^0 + {-0.067317, -0.0576363}s^1 + {-0.0017659, -0.000395041}s^2 + {0.000599425, 0.000483636}s^3 13 = X: {-0.99083, -0.99083}s^0 Y: {-0.135113, -0.135113}s^0 14 = X: {-0.99083, -0.931457}s^0 + {-0.0103155, 0.00419023}s^1 + {0.0157614, 0.00889471}s^2 + {-0.00371447, -0.00260957}s^3 Y: {-0.135113, -0.36385}s^0 + {-0.131016, -0.0874699}s^1 + {0.0156793, 0.0127764}s^2 + {0.00113912, 0.000112014}s^3 15 = X: {-0.931457, -0.885832}s^0 + {0.00955677, 0.00867864}s^1 + {0.000633651, 0.000270771}s^2 + {-0.000221346, -0.000147171}s^3 Y: {-0.36385, -0.464007}s^0 + {-0.0411109, -0.0296209}s^1 + {0.00409884, 0.00307617}s^2 + {-0.000298317, -0.000238502}s^3