n = 1 (slider from 1 to 8, step 1)
b = 20
aire = 0 (slider from -5 to 5, step 0.1)
f(x) = x^(2)
mmax = 64
i = 5
A_{0}: (0, f(0))
A_{1}: (0.00390625, f(0.00390625))
A_{2}: (0.0078125, f(0.0078125))
A_{3}: (0.01171875, f(0.01171875))
A_{4}: (0.015625, f(0.015625))
A_{5}: (0.01953125, f(0.01953125))
A_{6}: (0.0234375, f(0.0234375))
A_{7}: (0.02734375, f(0.02734375))
A_{8}: (0.03125, f(0.03125))
A_{9}: (0.03515625, f(0.03515625))
A_{10}: (0.0390625, f(0.0390625))
A_{11}: (0.04296875, f(0.04296875))
A_{12}: (0.046875, f(0.046875))
A_{13}: (0.05078125, f(0.05078125))
A_{14}: (0.0546875, f(0.0546875))
A_{15}: (0.05859375, f(0.05859375))
A_{16}: (0.0625, f(0.0625))
A_{17}: (0.06640625, f(0.06640625))
A_{18}: (0.0703125, f(0.0703125))
A_{19}: (0.07421875, f(0.07421875))
A_{20}: (0.078125, f(0.078125))
A_{21}: (0.08203125, f(0.08203125))
A_{22}: (0.0859375, f(0.0859375))
A_{23}: (0.08984375, f(0.08984375))
A_{24}: (0.09375, f(0.09375))
A_{25}: (0.09765625, f(0.09765625))
A_{26}: (0.1015625, f(0.1015625))
A_{27}: (0.10546875, f(0.10546875))
A_{28}: (0.109375, f(0.109375))
A_{29}: (0.11328125, f(0.11328125))
A_{30}: (0.1171875, f(0.1171875))
A_{31}: (0.12109375, f(0.12109375))
A_{32}: (0.125, f(0.125))
A_{33}: (0.12890625, f(0.12890625))
A_{34}: (0.1328125, f(0.1328125))
A_{35}: (0.13671875, f(0.13671875))
A_{36}: (0.140625, f(0.140625))
A_{37}: (0.14453125, f(0.14453125))
A_{38}: (0.1484375, f(0.1484375))
A_{39}: (0.15234375, f(0.15234375))
A_{40}: (0.15625, f(0.15625))
A_{41}: (0.16015625, f(0.16015625))
A_{42}: (0.1640625, f(0.1640625))
A_{43}: (0.16796875, f(0.16796875))
A_{44}: (0.171875, f(0.171875))
A_{45}: (0.17578125, f(0.17578125))
A_{46}: (0.1796875, f(0.1796875))
A_{47}: (0.18359375, f(0.18359375))
A_{48}: (0.1875, f(0.1875))
A_{49}: (0.19140625, f(0.19140625))
A_{50}: (0.1953125, f(0.1953125))
A_{51}: (0.19921875, f(0.19921875))
A_{52}: (0.203125, f(0.203125))
A_{53}: (0.20703125, f(0.20703125))
A_{54}: (0.2109375, f(0.2109375))
A_{55}: (0.21484375, f(0.21484375))
A_{56}: (0.21875, f(0.21875))
A_{57}: (0.22265625, f(0.22265625))
A_{58}: (0.2265625, f(0.2265625))
A_{59}: (0.23046875, f(0.23046875))
A_{60}: (0.234375, f(0.234375))
A_{61}: (0.23828125, f(0.23828125))
A_{62}: (0.2421875, f(0.2421875))
A_{63}: (0.24609375, f(0.24609375))
A_{64}: (0.25, f(0.25))
A_{65}: (0.25390625, f(0.25390625))
A_{66}: (0.2578125, f(0.2578125))
A_{67}: (0.26171875, f(0.26171875))
A_{68}: (0.265625, f(0.265625))
A_{69}: (0.26953125, f(0.26953125))
A_{70}: (0.2734375, f(0.2734375))
A_{71}: (0.27734375, f(0.27734375))
A_{72}: (0.28125, f(0.28125))
A_{73}: (0.28515625, f(0.28515625))
A_{74}: (0.2890625, f(0.2890625))
A_{75}: (0.29296875, f(0.29296875))
A_{76}: (0.296875, f(0.296875))
A_{77}: (0.30078125, f(0.30078125))
A_{78}: (0.3046875, f(0.3046875))
A_{79}: (0.30859375, f(0.30859375))
A_{80}: (0.3125, f(0.3125))
A_{81}: (0.31640625, f(0.31640625))
A_{82}: (0.3203125, f(0.3203125))
A_{83}: (0.32421875, f(0.32421875))
A_{84}: (0.328125, f(0.328125))
A_{85}: (0.33203125, f(0.33203125))
A_{86}: (0.3359375, f(0.3359375))
A_{87}: (0.33984375, f(0.33984375))
A_{88}: (0.34375, f(0.34375))
A_{89}: (0.34765625, f(0.34765625))
A_{90}: (0.3515625, f(0.3515625))
A_{91}: (0.35546875, f(0.35546875))
A_{92}: (0.359375, f(0.359375))
A_{93}: (0.36328125, f(0.36328125))
A_{94}: (0.3671875, f(0.3671875))
A_{95}: (0.37109375, f(0.37109375))
A_{96}: (0.375, f(0.375))
A_{97}: (0.37890625, f(0.37890625))
A_{98}: (0.3828125, f(0.3828125))
A_{99}: (0.38671875, f(0.38671875))
A_{100}: (0.390625, f(0.390625))
A_{101}: (0.39453125, f(0.39453125))
A_{102}: (0.3984375, f(0.3984375))
A_{103}: (0.40234375, f(0.40234375))
A_{104}: (0.40625, f(0.40625))
A_{105}: (0.41015625, f(0.41015625))
A_{106}: (0.4140625, f(0.4140625))
A_{107}: (0.41796875, f(0.41796875))
A_{108}: (0.421875, f(0.421875))
A_{109}: (0.42578125, f(0.42578125))
A_{110}: (0.4296875, f(0.4296875))
A_{111}: (0.43359375, f(0.43359375))
A_{112}: (0.4375, f(0.4375))
A_{113}: (0.44140625, f(0.44140625))
A_{114}: (0.4453125, f(0.4453125))
A_{115}: (0.44921875, f(0.44921875))
A_{116}: (0.453125, f(0.453125))
A_{117}: (0.45703125, f(0.45703125))
A_{118}: (0.4609375, f(0.4609375))
A_{119}: (0.46484375, f(0.46484375))
A_{120}: (0.46875, f(0.46875))
A_{121}: (0.47265625, f(0.47265625))
A_{122}: (0.4765625, f(0.4765625))
A_{123}: (0.48046875, f(0.48046875))
A_{124}: (0.484375, f(0.484375))
A_{125}: (0.48828125, f(0.48828125))
A_{126}: (0.4921875, f(0.4921875))
A_{127}: (0.49609375, f(0.49609375))
A_{128}: (0.5, f(0.5))
A_{129}: (0.50390625, f(0.50390625))
A_{130}: (0.5078125, f(0.5078125))
A_{131}: (0.51171875, f(0.51171875))
A_{132}: (0.515625, f(0.515625))
A_{133}: (0.51953125, f(0.51953125))
A_{134}: (0.5234375, f(0.5234375))
A_{135}: (0.52734375, f(0.52734375))
A_{136}: (0.53125, f(0.53125))
A_{137}: (0.53515625, f(0.53515625))
A_{138}: (0.5390625, f(0.5390625))
A_{139}: (0.54296875, f(0.54296875))
A_{140}: (0.546875, f(0.546875))
A_{141}: (0.55078125, f(0.55078125))
A_{142}: (0.5546875, f(0.5546875))
A_{143}: (0.55859375, f(0.55859375))
A_{144}: (0.5625, f(0.5625))
A_{145}: (0.56640625, f(0.56640625))
A_{146}: (0.5703125, f(0.5703125))
A_{147}: (0.57421875, f(0.57421875))
A_{148}: (0.578125, f(0.578125))
A_{149}: (0.58203125, f(0.58203125))
A_{150}: (0.5859375, f(0.5859375))
A_{151}: (0.58984375, f(0.58984375))
A_{152}: (0.59375, f(0.59375))
A_{153}: (0.59765625, f(0.59765625))
A_{154}: (0.6015625, f(0.6015625))
A_{155}: (0.60546875, f(0.60546875))
A_{156}: (0.609375, f(0.609375))
A_{157}: (0.61328125, f(0.61328125))
A_{158}: (0.6171875, f(0.6171875))
A_{159}: (0.62109375, f(0.62109375))
A_{160}: (0.625, f(0.625))
A_{161}: (0.62890625, f(0.62890625))
A_{162}: (0.6328125, f(0.6328125))
A_{163}: (0.63671875, f(0.63671875))
A_{164}: (0.640625, f(0.640625))
A_{165}: (0.64453125, f(0.64453125))
A_{166}: (0.6484375, f(0.6484375))
A_{167}: (0.65234375, f(0.65234375))
A_{168}: (0.65625, f(0.65625))
A_{169}: (0.66015625, f(0.66015625))
A_{170}: (0.6640625, f(0.6640625))
A_{171}: (0.66796875, f(0.66796875))
A_{172}: (0.671875, f(0.671875))
A_{173}: (0.67578125, f(0.67578125))
A_{174}: (0.6796875, f(0.6796875))
A_{175}: (0.68359375, f(0.68359375))
A_{176}: (0.6875, f(0.6875))
A_{177}: (0.69140625, f(0.69140625))
A_{178}: (0.6953125, f(0.6953125))
A_{179}: (0.69921875, f(0.69921875))
A_{180}: (0.703125, f(0.703125))
A_{181}: (0.70703125, f(0.70703125))
A_{182}: (0.7109375, f(0.7109375))
A_{183}: (0.71484375, f(0.71484375))
A_{184}: (0.71875, f(0.71875))
A_{185}: (0.72265625, f(0.72265625))
A_{186}: (0.7265625, f(0.7265625))
A_{187}: (0.73046875, f(0.73046875))
A_{188}: (0.734375, f(0.734375))
A_{189}: (0.73828125, f(0.73828125))
A_{190}: (0.7421875, f(0.7421875))
A_{191}: (0.74609375, f(0.74609375))
A_{192}: (0.75, f(0.75))
A_{193}: (0.75390625, f(0.75390625))
A_{194}: (0.7578125, f(0.7578125))
A_{195}: (0.76171875, f(0.76171875))
A_{196}: (0.765625, f(0.765625))
A_{197}: (0.76953125, f(0.76953125))
A_{198}: (0.7734375, f(0.7734375))
A_{199}: (0.77734375, f(0.77734375))
A_{200}: (0.78125, f(0.78125))
A_{201}: (0.78515625, f(0.78515625))
A_{202}: (0.7890625, f(0.7890625))
A_{203}: (0.79296875, f(0.79296875))
A_{204}: (0.796875, f(0.796875))
A_{205}: (0.80078125, f(0.80078125))
A_{206}: (0.8046875, f(0.8046875))
A_{207}: (0.80859375, f(0.80859375))
A_{208}: (0.8125, f(0.8125))
A_{209}: (0.81640625, f(0.81640625))
A_{210}: (0.8203125, f(0.8203125))
A_{211}: (0.82421875, f(0.82421875))
A_{212}: (0.828125, f(0.828125))
A_{213}: (0.83203125, f(0.83203125))
A_{214}: (0.8359375, f(0.8359375))
A_{215}: (0.83984375, f(0.83984375))
A_{216}: (0.84375, f(0.84375))
A_{217}: (0.84765625, f(0.84765625))
A_{218}: (0.8515625, f(0.8515625))
A_{219}: (0.85546875, f(0.85546875))
A_{220}: (0.859375, f(0.859375))
A_{221}: (0.86328125, f(0.86328125))
A_{222}: (0.8671875, f(0.8671875))
A_{223}: (0.87109375, f(0.87109375))
A_{224}: (0.875, f(0.875))
A_{225}: (0.87890625, f(0.87890625))
A_{226}: (0.8828125, f(0.8828125))
A_{227}: (0.88671875, f(0.88671875))
A_{228}: (0.890625, f(0.890625))
A_{229}: (0.89453125, f(0.89453125))
A_{230}: (0.8984375, f(0.8984375))
A_{231}: (0.90234375, f(0.90234375))
A_{232}: (0.90625, f(0.90625))
A_{233}: (0.91015625, f(0.91015625))
A_{234}: (0.9140625, f(0.9140625))
A_{235}: (0.91796875, f(0.91796875))
A_{236}: (0.921875, f(0.921875))
A_{237}: (0.92578125, f(0.92578125))
A_{238}: (0.9296875, f(0.9296875))
A_{239}: (0.93359375, f(0.93359375))
A_{240}: (0.9375, f(0.9375))
A_{241}: (0.94140625, f(0.94140625))
A_{242}: (0.9453125, f(0.9453125))
A_{243}: (0.94921875, f(0.94921875))
A_{244}: (0.953125, f(0.953125))
A_{245}: (0.95703125, f(0.95703125))
A_{246}: (0.9609375, f(0.9609375))
A_{247}: (0.96484375, f(0.96484375))
A_{248}: (0.96875, f(0.96875))
A_{249}: (0.97265625, f(0.97265625))
A_{250}: (0.9765625, f(0.9765625))
A_{251}: (0.98046875, f(0.98046875))
A_{252}: (0.984375, f(0.984375))
A_{253}: (0.98828125, f(0.98828125))
A_{254}: (0.9921875, f(0.9921875))
A_{255}: (0.99609375, f(0.99609375))
A_{256}: (1, f(1))
texte2 = LaTeX(aire, true, true)
poly_{0}, a_{0}, a, c, d = Polygon(A_{0}, (x(A_{0}), 0), (x(A_{256}), 0), (x(A_{256}), y(A_{0})))