Here's a fractal using some of my recent formula classes. The iteration formula class is Threelevel, and the coloring is DistanceColoring. ThreeLevel is inspired by several formulas with Barnsley in the name, where one formula is used if some function of z is above a critical value, and another if below.

Feel free to tweak.
616329ec62d0c.jpg

SeeingThrough {
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}

Here's a fractal using some of my recent formula classes. The iteration formula class is Threelevel, and the coloring is DistanceColoring. ThreeLevel is inspired by several formulas with Barnsley in the name, where one formula is used if some function of z is above a critical value, and another if below. Feel free to tweak. ![616329ec62d0c.jpg](serve/attachment&path=616329ec62d0c.jpg) SeeingThrough { ; 210930g6c ::JFqjrhn2tv1WPOutV43Hg5/ggfabAssE1VnC+wmNZX0APbTxkkHKKgBtEtN3R3qk8Mr9v+co uZdhSyydBaRqw8iN55GP8jHe5zz+YiTKx77f8BJpUWqHFv4ZKlFcQ6XPGHe6wxFSvxcTPitM UkOSZHOmiNUUk8InpxJYdueOxUXWaCexPz8l+BvT0/qqyq1rQKI1FSkgUGxjRSAbiPTTe8hM VzcoDJKlFGgXsh3kEIdYExhleGrCuwnmeM0F7fyLlFRSSkSjJBJRkYaQaul8JRRgZztF0KNG jUlt0sQr1VtNWpuWWZtpluuqqhkP5QAWRWzW3EpaigA7AMaXisMl1NMVf8h9hxgvIZWzn8VG 3c84IiG7ck68COc/ep9MPaAxnnmSJBukYX5T79XIBeP+Mexvw+K1bxjPwCSYu08sKPq3D2KI Mg+4DhnS72lHLgSilSC9YuYlaO5Le7kP54VZ/fndIgmmSRL46Ht9VYSgnBRqKGwYMabMxldK BGnrt4fN5IJiiR8PGF+G4JY4sFi6XwwA+AXYwwZxSifYIMNHEKFHmSymWWqpKxCcpfFSDWSO hehQCx00SFphK7wAll8z7TftOCpYW0HSxuSJd91Go1ldYuuoDlyWWbf1MlNqpqV0CywosNDz OttEpWqJkezBQtGS5CqUBvAlFiD/UMztJI8VWCbHgTAj0GPWNDOCkUR2SXdtimlpthxqlWym GA+zSNHRqJbC9gMLxj2yWITzroDAUmwnsq+W+QLDpojsshhimZdITs7byn+6+KIT+YCgCwoi DFUWpaaljeAANWZliYoPqPg/XiaA5j4Q+vENAove0CAm1K9sKoms2GaINFUNv69ifjVC7gKK OFrCym93dGzj7MobLsNs86FqLfCqETw/YJooFUURpC1aZZBBsQQVdDUDVVzIjh1yr5p3umX8 BqfoLF7dynFQCcoCwdiq7pYLDLLtg/g6eIZ7y6dKQQVAtWrMImSUpta4onYxxhxckEAQSwHD jZXCDg9O4tk5AwZ5zHx09VhllsmZeABzTZN6H+KNfxiwKuITrmIPi7XOlkt8qdhRAFyVtIAf +NWqzxPE6vL8j5GmHsvutb78UdekWEBfwDyrFG1b33/zb+h6atorsyvu9ANgGzcy3iodn7Hy RQ/JM/IPaSmPyQLtkoscNaVP6nppDP6EruPMDeOPLL1t3kUScKfpvguowKllqyAMSkr3v95i koaz81nhVFAmss3FDrbz83oyW+Z+YdUhLikLPP4stcgKWt7wntjw8gKRCTbsd/6ZY70F/TJX 2r8VqJLEIURfc3K0x5ikytEsSXQv5rm0NErrTYQh9/plmDmMQNnhgD0RpbovS9utJJ0EmkQT ZSiLc3gBDHdQZUNj2+UWmT4MUTBzQyqrUkNGR0s6txUi3NIHkTdI7Se3lvz5vMa6DQYyGDKB iLxImh0FnWv7si4QtX1RMz1P/bNxF/So35PTfLNMIXg/V2WmkF3oxmEKppeTAx0Ux2h8kNxN DjaqUGkSZ108UEEsbz8GPsDC9Zji0aaAX6BYxCWbSKRUmcgCl0nsKopriGfR50URf6exY6qY OdVsmuK2TXl13xU50n+fBO7KeBcP93dZ0SbtR48zqoNJ/RmMKgHfI8lpHZoeOGVfqtbyhG/k r5LxzrKNt5KvojTNbkkSjmkKP1sm/TwxDpe7gr6fP18f6Or5/09WznrY7QOzEqTwERTCG809 sHxTV7RIbcDH8olipu9cg9+0ZaomnG5WF9p1uJ7Fy2QvptP5mmwzNE/dukb9Yq1MzdCM3cvA TuiND2JBK3cHT7buHg5mqb2NVkJXzdkEaeh393mK7xw2ITyFktOEPnJh02UinVnoa7uP3MZt GaZAkULvLZ5F6EdZyq7SisFakBvI5g3js11IH9t7sN0N1NsM77FsDPI8Bkq9idfKfh5nKeZu PwfkN4e61fDP4rCeKmfklkyfJsh0ozDy0u3yvftuQH9LCs6S2Rs80R5Kvm9dx9C+SnW3fBv4 jvj8dXKOV1+W9/R+alOaRwyVPATzeSfL0lV8eYdiuqY/pQXRKHoi160Ym5amx/HnIuIh5Zuw iqyKUqyZOO/EWIbxild97ei3MBScgr/EU86h9k7zE0t8F3XpIWgi3psXD8vhhNeB/RZFPguy 2yakuIr4IIX+c2b9JOb6cbpTHx5zBEtRk2jQDl4rQSIuEdxRIsafZxWP70P+BWsjHUdrX5vN 4E6GxTI5gT+DEdyFci1Tvwt1JDByQyw+N9psrTactLRLUbib/6D4TV8QKjyeLo+cdtL60jrR D5aE2cIt1G03a4lj5cthcOYd0QqrPo35PQAaQnrPkz1xLH27GD6d+bNscY3bMk7NwLHKzzC2 C75i/75772Lu9Nxg+kQfKcHTPou27986WZLnLAhqeM8NfSwZBj9MlQDqlIo6bNO3az+ieLlf tpuDPOxXYXRbd+J+WnH7oRtz31qsXm7hDiApkUocj07h6kkDUhlmSehBHh61Dcqf7sT/Y7zu nFQ8wfmfAqOjz8rgJSLO3D8Za1fC1dDsYqDLKL3NKv9r1L4h0sN5mmd42UqoL92yaWJruhtq GqkWf72CqqYW73AQhhL7DZU2ByuSBUHToX3E5+r63ew1ApmJs7fkw/FI0aYj6ZsguOqrpvpp 4BDqzQnnpLFVzSHpad1MLt0bLthuYDvUTvbYss6n/waDDbLTtKr0s5/T/NPkzDNa4f7NzcOP z58MnzzcO/nOOnVBvo9fLOn9LP8w3UKnHjw5xpbe0ovizZkxMrzzsOPz68MrzzsOPz68Mrzf 7YdeaMBPT78Mtzz0OPT78/nQ7sLF0L9MWWtz/DV9QCdt3sZmH6e4h2JEGeHFQFtyYcRL4Jyv FqoVnpieMqoRzURPTF9MV0zUR//UUR/3CmZi+bBT0vPmle0nm+nWqoNtLpXu6fG8S2Qhz21P Z06tl20uFRrlsRb3hNa7BYjuj06rFSyqqh1Vr0qLzOGx2uHCjVE8v1O664uNZ02dorv/xCy2 qLt4oOpDtGpjmMrrdNSuaCN9+nW06M01sbPYmEd0/Bwdt4Ju }
 
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