Pretzel Logic



PretzelLogic {
; http://polychroma.com/fractals/
; . . . . . . . . . . .
; Parametric Curves demo image
; using plug-in version
; Tweaks OK
::caIxEhn2t3VWvxtRS43Ng/PMofaXswjI5c7F8BZn4FJwK2ISPGABKO9MDt5VI5YJ5f9bfwb2
  dz+gKHIzuPErhf1X1sq+oqiNZfIzzvwL8tv+VzmVEUECdBfODW8dY4sPmcMwHM7xg9FncXuy
  a2JYwxTFk/Zo3zwsc3lYx8zg7DKydB3kkdEGP7dwww/72rc2dljl1OwrfFBMRD+epFBJxugc
  vwCwskUP/gindttsmFBRCHlsH6mjIERTEs4Uye3ozhFBpe55kWYmXceqXGMuw9ZI6ni8STDi
  PSJH9rwMXr5L3sZ7itrXsZ5mrej181LWu0ez21bd2OLy7Ys7y5Wb2tb9mFz8iPiujfj9qtzX
  uzezrf1hkMkC9I8F59UAmQbr12zOEECj9iQmnbL8i37ltf+5DRgZIdm9sL4nPHG4BwSlefOE
  uH1KsWZhU5V2zt2ibLoLkm8IiOnrsQ/7H8CCTOXgv1R/vX/qg48g9w3WfTeAhMOJG+6XhQN8
  S5/eWxs8kwAkma122H9lVzP7HW3uw/wb+U2DBF3l5lmX2CPcvfIyiO/b3j8XwsAfiHo9v7nE
  mkhMs4LMQmMv9BI+FhBp37TwqtArW+IPcPBAME6XU18Df4t/wN/894G8tkLA4LT3bhxx5Vkk
  NKScjvVzSM8Uyf4FGi7r4h7djGJg+zZN/NYUxzL8yKcHXNl9HHnvvGkKDuwkEEuf0pHy0WIL
  OlBzPlEi7SviFh0+koxNuA/kookYiHE79ur6KAhyNuPsN0G1JB4z5wMlEo7N0oCQNUVT8clC
  ojS+GMHNCXGJ2nFcoQW6z99QTpZN3ZxO7FyIQWSBpbqr98drWvSFRyLgpuy1q+K8R5RKPve5
  pkhoM7pfyLFNnY0pHq7ReL+n+sXGayyCU/NAXxkYelSYNay2yWKgp16XM3+nz+G09jB55efJ
  5cOfgPdfKq73i5WLcWbtjPunLxtb7KESOgKyS8Ph6LIqh9sPqLm9c7lo1Q3xBU8+EUMBr2wn
  myF4x441WOF4/VUf5NC6ViujYPvDMDISKZn1hgsWVSBNVa4oYCyge73b7KBO6IbbpI0ZUCPc
  O2nMsPMIG6lNGrJolokqdiAKZDlS54tUvH4NRJJcxhRNcD6nffYSOMndoDYxG39XiqWPyB7x
  giTNLZKWmq4Mw/pPt9OUC08ctWB2uzVQLvRjBkELMDjI8pizZsMRkJC/QoHbDUpcSMEpG4oT
  D2AtO8KM8Do2AzbaKccnkm1j73LoGWeBKlgjo0UQhdbveh1SWtg6oQ7Pfx7LvwPEg6RG7DBi
  kecjSLkdUraw3X2YGVM0AkzFJ0xck+BVxnTyYIPKJBZXQXYW9C9vBlX2sg49wncfzS0/kQlr
  9qFLWt0ZR1VWYTWKhexa8oUhK/FUmJ003arn4kSgW1J35saFzUATppZm3PNwuZ9dJlvLp8dJ
  lvLp8dJlvLp89PuU+Env3YJ6t08M8sEmc3udjmcHO5ixyub3lk7ukc3lk7QhPuelj9G9ywLD
  Sny7mk44AY293+h3dz9/0Pd/dUA/JkmXEtlkf4B8qqLEBOIOoYk7w5xJB5Q3PDzQdpHFXq7c
  nr4E7SJuD2ufKL4YQsXIfMp2u2XJ0kcwRGacGjGSnwfBtInAaeAW4xba7KMl5bwYi7OIcGlH
  0ixXZLGRxzouBvHFFLMPwLWMWUInXZz965BfHH/iQ9hCAx1ZrgbsISIEjcfdIKyd5I3ZB4g1
  Sd/YyRvM0A+oAfRo99xjc5f5HCHrN5XEOCF4McHhiMhUATzxX3a9lys8HXZWsXttsYI2LXUW
  1EnFbWtyZZ5v7sbZTJWcWuA9/trLMjTVdZsWuZ5utOmWvF0027Tek3DdnWwlwnv8Y3vUDmL1
  g5SNY+7TNYQT1Y5Ytc1qrwrKt1GPT5lSycpkMXKJj+lkZ7lSycpkMXKJT583Xem7XSG04n5+
  i1VJDW/E37lx3K7WJDSzTkZOfYeZk0X5vtdBjf0eLZppqLU908XsbXzvxMpR/TQ/vCzg7nV4
  9QIeUTxJxPw+/5mcIdi9LpFeJtw/akW4A/3dBouoH/7TWhVe+CS7Wq0CRj9IllODZrQTkgm2
  ITCZQsrwD0Hpjc8Egom0qrWJDc6UaWCSPqZCMk/q6Paia4Xp3Ohw/QyV6Sg+XC0HHo/XCp5s
  /zf8dNx5nEinHCd/9X6Q9jia+TaYTqIddSC13sCFAFeRy5MUYjItyDBaOY3yckEwzN38B0cB
  k27sPgWE6EC+srfI5bQgApu7mrdBlkP7f9fg7PC/3iwf7d/QVbhHk3/pbc/QQmwGb70/uOEN
  7ZMaB24jX/N0KtH7nA0vhJiPag26RyebSQjUdHVgHcPOyttcd7kg52JwSY2rBlXpZ3EV401p
  RUhI4671cmI3mTX/GpFPNsh8eE2ONNePnuuPC1whuPHVUCzBatuKRJkRXKQneOGjGExckTLz
  O1rapGXtHrkfOSr2TbOUf817PhCZTkXicf1HIQH21yp1nBNcd9poTF2wXrsfu62uyyzxtYjE
  iJVcUB60zMVLrOGoBCzuvty0JVtM5yzP+UaSMKjnAvQJWueIag26RLXATa0wbIkHjWumJzDW
  uG2gS9hEVxDyZMxH8oT3TwAUhQtcJtEWDHBDp7OugcvoFftN6HqMZKOMjE5LP7M+aE6ASTle
  W4SJ1x82TU5z9hNPdspEbj8c8Txoe6Fw93eOitFlOyoFMg6MrlBur8aYmZTQLjN5WTJLeXKb
  b3DoXhQ5e1Co5jec7NjvEQBa0yQXKoGW4eSqb/4SaabOD9UqX8nzS2f2nnVEdVqfBBBoAdaZ
  NbkVDD6QhNKekG6abbTLNWy3suF6nEvXQQfVhK3BIQH21ym3nBNs88oo2+Tz2UtO29JtTSP4
  rR7WqeAiUiFEyBh4hIBaxvB+EziDhLHVeFaaGa5V4ETC2tQYNefT4JyTdwxYh59TXNtFMg6M
  rn7oj864L6QQHTG6KetKnhKkW45/V4eOzbjuKhUMEgC0pnBqWWdMODE2o5tborjdu0Ypezq+
  5m6/1ks9wM3ik03sP5xY95pevYYN3Zls0wLGToChVqb4kaHGJ3wHVbSnBRMqWQi4/7niDfmj
  B8uMaBnJYAqQoWGzWCrhFlh0GleZL+abgx/3EsJTxRf39Yi46bRr+SNKgy8qnNvt46Y1ZJfb
  7ONYEdZcQsNowaohFqYsNcZt4xESkS0F9VkSxlnhuscLYA1ZWXnqZhIxmAjSytLlD9rHoT1o
  cwR85F5ZxBbRDxecSv5mP0kRe1GHyFEFdg+O225yUXLFDQJGl2hyTaJdnjJen5GJ3O92BaSw
  W69C2NUMkk+QurDldoplOZRXcAdIXLrcfG0wSzjClT4TEpD2nDUSVJICu0T23B9cNlxgzBMQ
  b1YuTqiGT9U95R5HLwoM32n9bN7r3pznR2j25F4Io5tNBHjn3BDTeUWfPBMQb1YuvviGT999
  5Z689VM/S67p6wcfPeL53fG5yg/ZiForSM3xXyip+9e0Q8G0JSN0lUScnZpJEPdediKMwp3b
  XK02t35hAzANQfFZgrXw2WY0t/z4s1yVRDsr8luQ5WZVCejEZjEp4xlcTMiqmonMUMBR20Q6
  LSkNNJpNwtU/EG6AEoF9G4YUPZNp4Q56ZLk1++my1InGfDjwOZMRUH0A9V0E4qYE5pGTExjN
  l3HijTNn54mQ3X3FkIKZlWsxIOUBdG0IQ0OiOBdGYEKqBdGYEQ6U1ZgREpTfnBGhkaQnBGBm
  OMnk2gBarmJongpxmyhnJInkeM/ikTSHdYQ4p/CK2LmFe72I6K2UMAlY0AvLVatdqdFndh30
  gQmvuLmOTBm6079TOHz5T7BXJpb4ImetmsfGbrHxmWDcdqtNkGVelfyGcZkl3rcIuBePoXmM
  JgUiDoD5mMOqmB9HLNgiJIBkGSfRSApieTmRkShcVntNYg2qxc/sxVnlDPTwqh9Y+FZ1wO6w
  cfvcVntNYg2qxcfvxVnlDPTnv/Ft6sd0hB++6tg6IToXiDoD5G4sVebpKDFTwE6Nk+iMheF9
  e7/y5cOf0IGTY5mKvNYg2qxcPsxTlzhnJY4cPmfRGO3RHG71ngJEkbxg2gBarGz79Y8iBc4Z
  6698iuYQHdYSvnpa5EpeYftwC0VJm31x0CqwmmJ4h91l4XkH2XbVYS3GTLHTvXUjRqLr0vtG
  joID67I4N3Qj6yK4l4w0qt0n6Xk6y2/16ol/r7H7BWwBGoqOeQtN8Mf4Yjv3bVguJowLD4ux
  TWGn+k4Jxb19RqLKeTvrEjmMOTld/+YiPB1FlS4LSdRRUzKi9hPE5KgAto3MnhxRpzgjJ4hI
  3i1XkHicN/msG35IWxUz0/qR80VSZm/144oZwx04fZF/8U6fNOyXEHsi6dQhUKxB0hczcumG
  p7QKmgCp0Q6LShUqo3AH7dnziDiP+5kg4i8RDOtDag+KyAXdfeML4UesNBL51n6XkgT7qk07
  /GMLH/eX8pMaQZkDZLjYED296QzIh4gof2qpv8os/OgrUji+9WkG5GzY60+lggn2QORqRdS6
  6OkXtn7SWin2+a91iJf/IZqvWvyf9W2hoPmQBaqCTmRSj3BQJZhaApVm0Yr4gVhqT6xY/Ev9
  I6gqiJ5bznQlYmraK2soCe/+MrqYdJeCqK2d3c9wvPcFRe0PPx9uY5yS8/cswgNpdGslVSXg
  YhV7TfITuKX20euyND8XOWh1VszXmaef3XrARa7D/gWr+HAWJEvx1JT5CkjwOB4M9MqSXfZo
  Pv45Qk1/unpLoAnZrmNtv7rlnjOp9As6wv0jxEQgkD0kghGfAd9D1dE1TEJhZTil15xv+mNl
  nfSCGM3sx6DQpEzbo2XiSJE3w5NE9BlUv5NGnRjm3oJ4mh9XLfr7HCGojG0vHr6R1IDFKXBk
  hkS/qQy8oao7TPhgEoM3GYyU7bF5oyr8ebdAj0tAM7j1iOFjZstBMTm13Sp2mAeMxV+BVMgw
  6d1lErfIxO7iH/6bwUefdJBDmv+RvnDdHjHhTxSA0WX6bI18bIo08o8OghDzsXigw8bHREg+
  azU7K7FNGtKqyzmyVRdI14HZLnD6nObYLxfryYxrBWPVeutjIN7vxWKRGNJmfJJLSYpeHIbz
  XvMJirpCMQHNovpW9vpZyQh5x10u2k9telfpKZDHonWMwCqR1JljkSrYZVj00KyN4aaPQu4B
  aqHjMkTQU2i+0gpQde7FfdvzcMpinWvwo1M65p4rsOPO481Vv7hS7K2HItcOGzrOPazg0Tzr
  f9HfXzBL3dJP88/DmQOIsf6OK0/EOearhWgaP5HraQVt9RkHBNOow97YMH4g5QcxT2WuB7R5
  WPKO7Gc815TBe4jLQhIew1+KrxoxHDiLC4Te7RN8R4hgyeEiSR9dWLilcfUbRQbN12Voj4QG
  83ROLRM4gaDbEbRSXgxwvReCdrKudgh4I4OBf9FjTxSEF87n89MZ6N99AZQZX8kb+vnNCKHE
  KJIbBCmXeQsobP0Qs7DDiC4sNibDL/YM/DBa1ProX4Ytelj4zK6BfBNrOtovGfGYeXynyCOG
  E/n2RGd1XWyqficycWkkQaVU5H/8geT5Zw8yFrLPzntd25st8X3VdGRvapltz6tYaKPKntrw
  vd1GnFbXW97bq5Zx6dLWvt6cl2Z12mzVabEZL2YXdWUvwaZ1BONislO7YegTHnw68m+1v6/D
  yPM1CD==
}

.: back :.