Blog30 { ::sZXsQhn2tJZwuxJMQY47Ix7gF3XWbWgFalPksStqStnSvH5ADsuyYjsNJLv9dMQIrazJr53j //mZ80ZFNeh6LxREiX6VAP5Rlp/ENh8ms1flXmTJXBZ/VPPviSUiZw64sQ+NWoV6d8E7kdy5 Al6r1HZZHzosyk4olUXMuRM6lGNP5nBJCLhYGFNS/MnRpkBw2DDmWg7QHBNxbFa3owCaPfGc xRDixRpuf1LUFscWaOjWeqKLvs4I6hoXzppZ11saaeJRo7xWpmu6VnxOsUz7RLW1JVgWMgt8 TehuVYbTnu1lQQC2ZeyP0vitKkQGf2KalToDpUMYrCoHpBTGfeyBrFOXbijCuPpELAGE3khU zKofKsuhdY/C1A1LWjPwz5FW/HEGNvFc5Yg+LCpyM55ssq4Ip2Jbh1PvlWDTTJ1gwScGlslf P3u+h0pG1Oyv99DZJrA+98IwvMZfFcY0TPwZhjHXPuEmcIydUtAiF/8ops/D7H4aH+zCuwL2 IiSHuIsKnR/AOEwr6DTW82FfdDGDuxhf5EcOIWWZOkhbISc2cDLmGjyY5lFFnK20OcKveTeZ WtpyqzfXdXq6TfPLvaTmd+MuPlfnL1n/XTqeX5Mm32O89lu2slJdfDProIO6v4rsTwJ= } fgm.ucl:FG-2 { ;One-pass drawing method required ::PjZs9jn2tKZMPNMMQU4dL5/DmklkUJkYFJL1mCIxEISH7y1krpnkjdUsTVL/6xJBKFaThhuZ l4337dvzKjp+eObmEWZjCfPJsm2hq4kpZpcWqM/cfeNpBlX0zrFTd7rRpMYebzW0GwZhkuA3 JjmmNPJU3WROsJOpBBV0sJzi5sHVWkOSI1k3qgGhrBqvs+0JpdBY2JMe1ooSjPT/l/jo/ByC WLWtShFfjoXzgojagzT4lcnpPBXeMUmyooDZZCVBl9nGh6bkuc8ONyS6oBExxTyN2ByHRTXQ r5sCcN0qc+91CypQpIIbDUjiF+k2RvGagKxCvlcG6p7vwnbTxv2Oilc2Rlt4nFX/f/VRIOMD ouo3I/rHlBciBX7i5co2RG9X5K4Qili74sNk2fI4Jqx6EgG3hFitgqFvdZnUtIfDoLRhtfmA dhoA1WytfcPT/nemh5GPvrjpz5s8TMF1QX1JH243cyLxrfR8BYNx8oA= } dmj.ucl:dmj-CarlsonAtan { ; ; This is the Paul Carlson ATAN method. ; Basically, it is atan(z[n] - z[n-1]). ; On most fractals it will give slightly different ; results than the FractInt ATAN, but on some ; (especially Nova and other convergent fractals) ; it yields substantially different images. ; ::H0WYIhn2VBZTONMMQU41NS5O8U7CSASJ0lAdBCoSdDiDAbcSsbN4YHZPOClTPeSDLYlHPz7b +5pta6h8MgWX/gR+DmcmOsHF13WXy5VGngAnqebNnIPz4cDzMLa3Mta1qHRQMKRb07lWCOfj mwowEl5Z5ZKtVY+PDqmjZSS8tEzSwEE2OEiNkX0SYwLH1uYATMLDKIhdXBTWyoeJ51y0gpzy E6JjEOV6jgYgjHQRHeC1lzbomuKAr8kg0jSu+lW2hbwmBNuG7YV982kW+BXQ/nw3e/1jH4gN abXylYo7QxCVJf9ti0sDOoiGzym4TPpWFSW327ZboTqERzFDn0USyes+50FhiPSFwLCvJ4sl rZBnlmBl+imu+vqGiNfu8WFVVsRs9M1n0+7R2GoW }