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# Codigos Ifs

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Veröffentlicht in: Technologie, Wirtschaft & Finanzen
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### Codigos Ifs

1. 1. Fractales unidimensionales Cantor=List[ List[{{.33, 0.},{0., .33}},{ 0., .4}], List[{{.33, 0.},{0., .33}},{ .67, .4}] ]; CantorTwoScales=List[ List[{{0.5, 0}, {0,0.5}}, {0, 0}], List[{{0.2, 0}, {0,0.2}}, {0.8, 0}] ]; Fractales bidimensionales Koch=List[ List[{{ 0.333, 0.0},{0.0,0.333}},{0.0, 0.0 }], List[{{0.167, -0.288},{0.288,0.167}},{0.333, 0.0 }], List[{{0.167, 0.288},{-0.288,0.167}},{0.5, 0.288 }], List[{{.333, 0.},{0.,.333}},{.667, 0.}] ]; Koch2=List[ List[{{0.31,0.00},{0.00,0.29}},{4.12,1.60}], List[{{0.19,-0.21},{0.65,0.09}},{-0.69,5.98}], List[{{0.19,0.21},{-0.65,0.09}},{0.67,5.96}], List[{{0.31,0.00},{0.00,0.29}},{-4.14,1.60}], List[{{0.38,0.00},{0.00,-0.29}},{-0.01,2.94}] ];
2. 2. (* Barnsley's Fern *) Fern=List[ List[{{0.81,0.07},{-0.04,0.84}},{0.12,0.195}], List[{{0.18,-0.25},{0.27,0.23}},{0.12,0.02}], List[{{0.19,0.275},{0.238,-0.14}},{0.16,0.12}], List[{{0.0235,0.087},{0.045,0.1666}},{0.11,0.0}] ]; Sierpinsky=List[ List[{{0.5,0.},{0.,0.5}},{-1.,1.}], List[{{0.5,0.},{0.,0.5}},{1., 1.}], List[{{0.5,0.},{0.,0.5}},{0.,-1.}] ]; Coral=List[ List[{{0.31,-0.53},{-0.46,-0.29}},{ 5.40,8.66}], List[{{0.31,-0.08},{ 0.15,-0.45}},{-1.30,4.15}],
3. 3. List[{{0.00, 0.55},{ 0.69,-0.20}},{-4.89,7.27}] ]; Twig=List[ List[{{-0.46,0.02},{-0.11,0.01}},{0.4,0.4}], List[{{0.39,0.43},{0.43,-0.39}},{0.26,0.52}], List[{{0.44,-0.09},{-0.01,-0.32}},{0.42,0.51}] ]; Crystal=List[ List[{{0.255, 0.},{0., 0.255}},{0.372, 0.671}], List[{{0.255, 0.},{0., 0.255}},{0.115, 0.223}], List[{{0.255, 0.},{0., 0.255}},{0.631, 0.223}], List[{{0.37, -0.642},{0.642, 0.37}},{0.636, -0.006}] ]; Tree1=List[ List[{{ 0.05 , 0} , { 0 ,.5 }},{ 0 , 0}], List[{{.42 ,-.42}, {.42 , .42 }},{ 0, .2 }], List[{{.42 , .42} ,{-.42 ,.42 }},{ 0, .2 }] ]; Tree=List[ List[{{0.195, -0.448},{0.334, 0.443}}, {0.443, 0.245}],
4. 4. List[{{0.462 ,0.414},{-0.252, 0.361}}, {0.251, 0.569}], List[{{-0.058,-0.07},{0.453,-0.111}}, {0.598, 0.097}], List[{{-0.035, 0.07},{-0.469, -0.022}}, {0.488, 0.507}], List[{{-0.637, 0.}, {0., 0.501}}, {0.856, 0.251}] ]; ChristmasTree=List[ List[{{0., -0.5},{0.5, 0.}},{0.5, 0.}], List[{{0., 0.5},{-0.5, 0.}},{0.5, 0.5}], List[{{0.5, 0.},{0., 0.5}},{0.25, 0.5}] ]; Leaf=List[ List[{{0.515152,-0.719697},{-0.636364,-0.397727}}, {4.301069,6.186183}], List[{{-0.515152,0.219697},{-0.242424,-0.234848}}, {-3.667063,8.847470}] ]; Spiral=List[ List[{{0.79,-0.42},{0.24,0.86}},{1.76,1.41}], List[{{-0.12,0.26},{0.15,0.05}},{-6.72,1.38}], List[{{0.18,-0.14},{0.09,0.18}},{6.09,1.57}] ]; ZigZag=List[ List[{{-0.63,-0.61},{-0.55,0.66}},{3.84,1.28}], List[{{-0.04,0.44},{0.21,0.04}},{2.07,8.33}] ];
5. 5. Dragon=List[ List[{{0.82,0.28},{-0.21,0.86}},{-1.88,-0.11}], List[{{0.09,0.52},{-0.46,-0.38}},{0.79,8.10}] ]; Bones=List[ List[{{ 0.771,-0.485},{-0.419,-0.725}},{ 2.094,7.425}], List[{{-0.259,-0.109},{-0.136, 0.171}},{ 5.865,0.737}], List[{{ 0.309, 0.125},{ 0.265,-0.074}},{-5.623,8.169}] ]; Noisy=List[ List[{{0.424,-0.651},{-0.485,-0.345}},{ 3.964, 4.222}], List[{{-0.080,-0.203},{-0.743, 0.205}},{-4.092, 3.957}] ];
6. 6. Neuron=List[ List[{{0.636,-0.727},{-0.636,-0.398}},{ 3.433,6.078}], List[{{0.030,-0.189},{ 0.666,-0.167}},{ 0.527,3.675}], List[{{0.212, 0.049},{ 0.273, 0.545}},{ 3.038,1.347}], List[{{0.090, 0.182},{-0.152, 0.447}},{-3.220,5.596}] ]; Gather=List[ List[{{-0.312,-0.832},{ 0.812,-0.283}},{ 3.870,7.404}], List[{{0.125, 0.317},{-0.187,-0.130}},{ 2.043,7.917}], List[{{-0.062,-0.197},{ 0.250, 0.173}},{-3.132,0.846}] ]; Cloud=List[ List[{{ 0.75,0.},{0.,-0.75}},{ 1.025,8.419}], List[{{-0.75,0.},{0., 0.75}},{-1.468,1.203}], List[{{-0.75,0.},{0., 0.75}},{-2.549,2.283}], List[{{ 0.75,0.},{0.,-0.75}},{ 2.106,7.338}] ];
7. 7. Blocks=List[ List[{{ 0.0,0.3},{0.54,0.}},{.69,.44}], List[{{-0.65,0.},{0., .41}},{.66,.57}], List[{{ 0.24,0.},{0.,-.32}},{.33,.35}], List[{{ 0.38,0.},{0., .41}},{.6,.02}], List[{{-0.28,0.},{0.,-.523}},{.3,.53}] ]; Abestos=List[ List[{{ 0.308,-0.531},{-0.461,-0.294}},{ 4.123,7.711}], List[{{ 0.308,-0.077},{ 0.153,-0.448}},{-1.536,5.002}], List[{{ 0.000, 0.545},{ 0.692,-0.196}},{-5.296,7.590}], List[{{-0.308,-0.014},{ 0.231,-0.399}},{ 2.393,5.071}] ]; Leaf2=List[ List[{{ 0.242,-0.640},{-0.909,-0.318}},{ 4.612,5.593}],
8. 8. List[{{-0.091,-0.557},{-0.485, 0.155}},{-1.064,5.654}] ]; Art=List[ List[{{ 0.75,-0.46},{ 0.41, 0.89}},{1.46,0.69}], List[{{-0.42,-0.07},{-0.18,-0.22}},{3.81,6.74}] ]; Chaos=List[ List[{{0, 0.053},{-0.429, 0}},{-7.083, 5.43}], List[{{0.143, 0},{0, -0.053}},{-5.619, 8.513}], List[{{0.143, 0},{0, 0.083}},{-5.619, 2.057 }], List[{{0, 0.053},{0.429, 0}},{-3.952, 5.43 }], List[{{0.119, 0},{0, 0.053}},{-2.555, 4.536 }], List[{{-0.0123806,-0.0649723},{0.423819,0.00189797}},{-1.226, 5.235}], List[{{0.0852291,0.0506328},{0.420449,0.0156626}},{-0.421, 4.569}], List[{{0.104432,0.00529117},{0.0570516,0.0527352}},{0.976, 8.113}], List[{{-0.00814186,-0.0417935},{0.423922,0.00415972}},{1.934, 5.37}], List[{{0.093, 0},{0, 0.053}},{0.861, 4.536 }], List[{{0, 0.053},{-0.429, 0}},{2.447, 5.43 }], List[{{0.119, 0},{0, -0.053}},{3.363, 8.513 }], List[{{0.119, 0},{0, 0.053}},{3.363, 1.487 }], List[{{0, 0.053},{0.429, 0}},{3.972, 4.569 }], List[{{0.123998, -0.00183957},{0.000691208, 0.0629731}},{6.275, 7.716}], List[{{0, 0.053},{0.167, 0}},{5.215, 6.483 }], List[{{0.071, 0},{0, 0.053}},{6.279, 5.298 }], List[{{0, -0.053},{-0.238, 0}},{6.805, 3.714 }], List[{{-0.121, 0},{0, 0.053}},{5.941, 1.487 }] ];