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Chris_M_Thomasson

Fractal Coding Output 50 bits

Feb 16th, 2016
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  1. c = (-0.75,0.1)
  2. z = (0,0)
  3.  
  4. [0]:(1):positive root = (0.867939,-0.0576077), forward = (-1.11022e-016,1.38778e-017)
  5. [1]:(0):negative root = (-1.27349,0.0618804), forward = (0.867939,-0.0576077)
  6. [2]:(1):positive root = (0.0263256,-0.724003), forward = (-1.27349,0.0618804)
  7. [3]:(1):positive root = (0.976839,-0.42177), forward = (0.0263256,-0.724003)
  8. [4]:(0):negative root = (-1.32868,0.196349), forward = (0.976839,-0.42177)
  9. [5]:(1):positive root = (0.0631113,0.763324), forward = (-1.32868,0.196349)
  10. [6]:(1):positive root = (0.965005,0.34369), forward = (0.0631113,0.763324)
  11. [7]:(1):positive root = (1.31287,0.0928082), forward = (0.965005,0.34369)
  12. [8]:(1):positive root = (1.43627,-0.00250363), forward = (1.31287,0.0928082)
  13. [9]:(0):negative root = (-1.47901,0.0346528), forward = (1.43627,-0.00250363)
  14. [10]:(1):positive root = (0.0382292,-0.854676), forward = (-1.47901,0.0346528)
  15. [11]:(0):negative root = (-1.00654,0.474235), forward = (0.0382292,-0.854676)
  16. [12]:(1):positive root = (0.313992,0.595931), forward = (-1.00654,0.474235)
  17. [13]:(1):positive root = (1.0578,0.234416), forward = (0.313992,0.595931)
  18. [14]:(0):negative root = (-1.34547,-0.0499512), forward = (1.0578,0.234416)
  19. [15]:(1):positive root = (0.0964108,-0.777668), forward = (-1.34547,-0.0499512)
  20. [16]:(0):negative root = (-1.0163,0.431797), forward = (0.0964108,-0.777668)
  21. [17]:(0):negative root = (-0.282089,-0.588108), forward = (-1.0163,0.431797)
  22. [18]:(0):negative root = (-0.806237,0.42674), forward = (-0.282089,-0.588108)
  23. [19]:(1):positive root = (0.371017,0.440331), forward = (-0.806237,0.42674)
  24. [20]:(0):negative root = (-1.07064,-0.158937), forward = (0.371017,0.440331)
  25. [21]:(0):negative root = (-0.21389,0.605304), forward = (-1.07064,-0.158937)
  26. [22]:(1):positive root = (0.797754,0.316704), forward = (-0.21389,0.605304)
  27. [23]:(0):negative root = (-1.24712,-0.086882), forward = (0.797754,0.316704)
  28. [24]:(1):positive root = (0.130321,-0.717008), forward = (-1.24712,-0.086882)
  29. [25]:(0):negative root = (-1.02013,0.400442), forward = (0.130321,-0.717008)
  30. [26]:(1):positive root = (0.25874,0.580586), forward = (-1.02013,0.400442)
  31. [27]:(1):positive root = (1.03105,0.233058), forward = (0.25874,0.580586)
  32. [28]:(1):positive root = (1.33549,0.0498162), forward = (1.03105,0.233058)
  33. [29]:(0):negative root = (-1.44423,0.017374), forward = (1.33549,0.0498162)
  34. [30]:(0):negative root = (-0.0494962,0.834671), forward = (-1.44423,0.017374)
  35. [31]:(0):negative root = (-0.926179,-0.396614), forward = (-0.0494962,0.834671)
  36. [32]:(1):positive root = (0.418784,-0.592924), forward = (-0.926179,-0.396614)
  37. [33]:(1):positive root = (1.12417,-0.308193), forward = (0.418784,-0.592924)
  38. [34]:(0):negative root = (-1.377,0.148218), forward = (1.12417,-0.308193)
  39. [35]:(0):negative root = (-0.0304242,-0.792421), forward = (-1.377,0.148218)
  40. [36]:(0):negative root = (-0.96591,0.461959), forward = (-0.0304242,-0.792421)
  41. [37]:(1):positive root = (0.320588,0.564523), forward = (-0.96591,0.461959)
  42. [38]:(0):negative root = (-1.05774,-0.219584), forward = (0.320588,0.564523)
  43. [39]:(1):positive root = (0.260696,-0.612942), forward = (-1.05774,-0.219584)
  44. [40]:(1):positive root = (1.06008,-0.336268), forward = (0.260696,-0.612942)
  45. [41]:(1):positive root = (1.35499,-0.160986), forward = (1.06008,-0.336268)
  46. [42]:(1):positive root = (1.45363,-0.0897701), forward = (1.35499,-0.160986)
  47. [43]:(1):positive root = (1.48584,-0.0638597), forward = (1.45363,-0.0897701)
  48. [44]:(1):positive root = (1.49627,-0.0547559), forward = (1.48584,-0.0638597)
  49. [45]:(1):positive root = (1.49965,-0.0515975), forward = (1.49627,-0.0547559)
  50. [46]:(0):negative root = (-1.50073,0.0505079), forward = (1.49965,-0.0515975)
  51. [47]:(1):positive root = (0.0285449,-0.866918), forward = (-1.50073,0.0505079)
  52. [48]:(1):positive root = (1.00497,-0.481067), forward = (0.0285449,-0.866918)
  53. [49]:(0):negative root = (-1.34232,0.216441), forward = (1.00497,-0.481067)
  54. reverse point rz = (-1.34232,0.216441)
  55.  
  56. [0, 49]:z = (1.00497,-0.481067), root = 0
  57. [1, 48]:z = (0.0285449,-0.866918), root = 1
  58. [2, 47]:z = (-1.50073,0.0505079), root = 1
  59. [3, 46]:z = (1.49965,-0.0515975), root = 0
  60. [4, 45]:z = (1.49627,-0.0547559), root = 1
  61. [5, 44]:z = (1.48584,-0.0638597), root = 1
  62. [6, 43]:z = (1.45363,-0.0897701), root = 1
  63. [7, 42]:z = (1.35499,-0.160986), root = 1
  64. [8, 41]:z = (1.06008,-0.336268), root = 1
  65. [9, 40]:z = (0.260696,-0.612942), root = 1
  66. [10, 39]:z = (-1.05774,-0.219584), root = 1
  67. [11, 38]:z = (0.320588,0.564523), root = 0
  68. [12, 37]:z = (-0.96591,0.461959), root = 1
  69. [13, 36]:z = (-0.0304242,-0.792421), root = 0
  70. [14, 35]:z = (-1.377,0.148218), root = 0
  71. [15, 34]:z = (1.12417,-0.308193), root = 0
  72. [16, 33]:z = (0.418784,-0.592924), root = 1
  73. [17, 32]:z = (-0.926179,-0.396614), root = 1
  74. [18, 31]:z = (-0.0494962,0.834671), root = 0
  75. [19, 30]:z = (-1.44423,0.017374), root = 0
  76. [20, 29]:z = (1.33549,0.0498162), root = 0
  77. [21, 28]:z = (1.03105,0.233058), root = 1
  78. [22, 27]:z = (0.25874,0.580586), root = 1
  79. [23, 26]:z = (-1.02013,0.400442), root = 1
  80. [24, 25]:z = (0.130321,-0.717008), root = 0
  81. [25, 24]:z = (-1.24712,-0.086882), root = 1
  82. [26, 23]:z = (0.797754,0.316704), root = 0
  83. [27, 22]:z = (-0.21389,0.605304), root = 1
  84. [28, 21]:z = (-1.07064,-0.158937), root = 0
  85. [29, 20]:z = (0.371017,0.44033), root = 0
  86. [30, 19]:z = (-0.806237,0.42674), root = 1
  87. [31, 18]:z = (-0.282088,-0.588107), root = 0
  88. [32, 17]:z = (-1.0163,0.431796), root = 0
  89. [33, 16]:z = (0.0964094,-0.777665), root = 0
  90. [34, 15]:z = (-1.34547,-0.0499485), root = 1
  91. [35, 14]:z = (1.05779,0.234408), root = 0
  92. [36, 13]:z = (0.313971,0.595909), root = 1
  93. [37, 12]:z = (-1.00653,0.474196), root = 1
  94. [38, 11]:z = (0.0382398,-0.854585), root = 0
  95. [39, 10]:z = (-1.47885,0.0346417), root = 1
  96. [40, 9]:z = (1.4358,-0.00245997), root = 0
  97. [41, 8]:z = (1.31153,0.0929359), root = 1
  98. [42, 7]:z = (0.961471,0.343776), root = 1
  99. [43, 6]:z = (0.0562436,0.761062), root = 1
  100. [44, 5]:z = (-1.32605,0.18561), root = 1
  101. [45, 4]:z = (0.973962,-0.392256), root = 0
  102. [46, 3]:z = (0.0447365,-0.664085), root = 1
  103. [47, 2]:z = (-1.18901,0.0405823), root = 1
  104. [48, 1]:z = (0.662092,0.00349457), root = 0
  105. [49, 0]:z = (-0.311646,0.104627), root = 1
  106. forawrd point fz = (-0.311646,0.104627)
  107.  
  108. [0]: 1 = 1
  109. [1]: 0 = 0
  110. [2]: 1 = 1
  111. [3]: 1 = 1
  112. [4]: 0 = 0
  113. [5]: 1 = 1
  114. [6]: 1 = 1
  115. [7]: 1 = 1
  116. [8]: 1 = 1
  117. [9]: 0 = 0
  118. [10]: 1 = 1
  119. [11]: 0 = 0
  120. [12]: 1 = 1
  121. [13]: 1 = 1
  122. [14]: 0 = 0
  123. [15]: 1 = 1
  124. [16]: 0 = 0
  125. [17]: 0 = 0
  126. [18]: 0 = 0
  127. [19]: 1 = 1
  128. [20]: 0 = 0
  129. [21]: 0 = 0
  130. [22]: 1 = 1
  131. [23]: 0 = 0
  132. [24]: 1 = 1
  133. [25]: 0 = 0
  134. [26]: 1 = 1
  135. [27]: 1 = 1
  136. [28]: 1 = 1
  137. [29]: 0 = 0
  138. [30]: 0 = 0
  139. [31]: 0 = 0
  140. [32]: 1 = 1
  141. [33]: 1 = 1
  142. [34]: 0 = 0
  143. [35]: 0 = 0
  144. [36]: 0 = 0
  145. [37]: 1 = 1
  146. [38]: 0 = 0
  147. [39]: 1 = 1
  148. [40]: 1 = 1
  149. [41]: 1 = 1
  150. [42]: 1 = 1
  151. [43]: 1 = 1
  152. [44]: 1 = 1
  153. [45]: 1 = 1
  154. [46]: 0 = 0
  155. [47]: 1 = 1
  156. [48]: 1 = 1
  157. [49]: 0 = 0
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