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create mode 100644 โˆฃโโˆฃโœคโœปแ•ญแ•ฎแ—ฉ฿ฆเดฑ฿ฆแ—ฉแ•ญแ•ฎโœปโœคโˆฃโโˆฃ/โ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆโ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ €โ€ฏโ€„โ€ฏโ€โ€ฏโ€„โ€ฏโ €โ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆโ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡/ะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ €โ€ฏโ€„โ€ฏโ€โ€ฏโ€„โ€ฏโ €ะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜N/แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•๐–ข„โœฃแ—ฑแ—ดแ”“แ”•แ—ฑแ—ดโœฃ๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„๐ŸŠโฉ‡โ“„๐Ÿโฐ™๐Ÿโ“„โฉ‡๐ŸŠ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„โœฃโต™ะ˜Nโฉ‡ะ˜Nโต™โœฃ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„๐ŸŠโฉ‡โ“„๐Ÿโฐ™๐Ÿโ“„โฉ‡๐ŸŠ๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„โœฃแ—ฑแ—ดแ”“แ”•แ—ฑแ—ดโœฃ๐–ข„แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•/โ…ƒMX.๐ซฐโŠšแ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•โŠš๐ซฐ.XML create mode 100644 โˆฃโโˆฃโœคโœปแ•ญแ•ฎแ—ฉ฿ฆเดฑ฿ฆแ—ฉแ•ญแ•ฎโœปโœคโˆฃโโˆฃ/โ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆโ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ €โ€ฏโ€„โ€ฏโ€โ€ฏโ€„โ€ฏโ €โ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆโ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡/ะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ €โ€ฏโ€„โ€ฏโ€โ€ฏโ€„โ€ฏโ €ะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜N/แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•๐–ข„โœฃแ—ฑแ—ดแ”“แ”•แ—ฑแ—ดโœฃ๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„๐ŸŠโฉ‡โ“„๐Ÿโฐ™๐Ÿโ“„โฉ‡๐ŸŠ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„โœฃโต™ะ˜Nโฉ‡ะ˜Nโต™โœฃ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„๐ŸŠโฉ‡โ“„๐Ÿโฐ™๐Ÿโ“„โฉ‡๐ŸŠ๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„โœฃแ—ฑแ—ดแ”“แ”•แ—ฑแ—ดโœฃ๐–ข„แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•/๊“จะ˜๊Ÿผ.โ…ƒMX.๐ซฐโŠšแ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•โŠš๐ซฐ.XML.PNG diff --git a/โˆฃโโˆฃโœคโœปแ•ญแ•ฎแ—ฉ฿ฆเดฑ฿ฆแ—ฉแ•ญแ•ฎโœปโœคโˆฃโโˆฃ/โ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆโ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ €โ€ฏโ€„โ€ฏโ€โ€ฏโ€„โ€ฏโ €โ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆโ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡/ะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ €โ€ฏโ€„โ€ฏโ€โ€ฏโ€„โ€ฏโ €ะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜N/แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•๐–ข„โœฃแ—ฑแ—ดแ”“แ”•แ—ฑแ—ดโœฃ๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„๐ŸŠโฉ‡โ“„๐Ÿโฐ™๐Ÿโ“„โฉ‡๐ŸŠ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„โœฃโต™ะ˜Nโฉ‡ะ˜Nโต™โœฃ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„๐ŸŠโฉ‡โ“„๐Ÿโฐ™๐Ÿโ“„โฉ‡๐ŸŠ๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„โœฃแ—ฑแ—ดแ”“แ”•แ—ฑแ—ดโœฃ๐–ข„แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•/โ…ƒMX.๐ซฐโŠšแ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•โŠš๐ซฐ.XML b/โˆฃโโˆฃโœคโœปแ•ญแ•ฎแ—ฉ฿ฆเดฑ฿ฆแ—ฉแ•ญแ•ฎโœปโœคโˆฃโโˆฃ/โ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆโ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ €โ€ฏโ€„โ€ฏโ€โ€ฏโ€„โ€ฏโ €โ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆโ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡/ะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ €โ€ฏโ€„โ€ฏโ€โ€ฏโ€„โ€ฏโ €ะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜N/แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•๐–ข„โœฃแ—ฑแ—ดแ”“แ”•แ—ฑแ—ดโœฃ๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„๐ŸŠโฉ‡โ“„๐Ÿโฐ™๐Ÿโ“„โฉ‡๐ŸŠ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„โœฃโต™ะ˜Nโฉ‡ะ˜Nโต™โœฃ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„๐ŸŠโฉ‡โ“„๐Ÿโฐ™๐Ÿโ“„โฉ‡๐ŸŠ๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„โœฃแ—ฑแ—ดแ”“แ”•แ—ฑแ—ดโœฃ๐–ข„แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•/โ…ƒMX.๐ซฐโŠšแ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•โŠš๐ซฐ.XML new file mode 100644 index 00000000..86ac158e --- /dev/null +++ b/โˆฃโโˆฃโœคโœปแ•ญแ•ฎแ—ฉ฿ฆเดฑ฿ฆแ—ฉแ•ญแ•ฎโœปโœคโˆฃโโˆฃ/โ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆโ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ €โ€ฏโ€„โ€ฏโ€โ€ฏโ€„โ€ฏโ €โ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆโ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡/ะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ €โ€ฏโ€„โ€ฏโ€โ€ฏโ€„โ€ฏโ €ะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜N/แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•๐–ข„โœฃแ—ฑแ—ดแ”“แ”•แ—ฑแ—ดโœฃ๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„๐ŸŠโฉ‡โ“„๐Ÿโฐ™๐Ÿโ“„โฉ‡๐ŸŠ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„โœฃโต™ะ˜Nโฉ‡ะ˜Nโต™โœฃ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„๐ŸŠโฉ‡โ“„๐Ÿโฐ™๐Ÿโ“„โฉ‡๐ŸŠ๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„โœฃแ—ฑแ—ดแ”“แ”•แ—ฑแ—ดโœฃ๐–ข„แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•/โ…ƒMX.๐ซฐโŠšแ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•โŠš๐ซฐ.XML @@ -0,0 +1,809 @@ +๏ปฟ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + 1) { + for (i = 1, i < Steps, i += 1) { + min = max + max = count + + for (j = min, j < max, j += 1) { + for (k = 0, k < N+1, k += 1) { + c[count] = Mobius.TransformCircle(m[k], c[j]) + ' + ' Skip circles that are too small. + ' + if (c[count].Radius >= RadiusMin) { + index[count] = index[j] + level[count] = i + count += 1 + } + } + } + } + } + ' + ' Reset Total in case you skipped circles that were too small. + ' + Total = count + + CurveTrap.Initialize( \ + Center, DegreeToRadian(Angle), Scale, AlternateAngle, 6, False, LineWidth \ + ) + ' + ' Add the circles to the trap based on user criteria. + ' + for (i = 0, i < Total, i += 1) { + lev = level[i] + idx = index[i] + ' + ' Note: idx=N for center circles. + ' + if (idx = 0) { + if (ShowCenter[lev]) { + CurveTrap.AddCircle2(c[i], Solid, IIf(Solid, lev, 0), idx, lev) + } + } else { + if (ShowRing[lev]) { + CurveTrap.AddCircle2(c[i], Solid, IIf(Solid, lev, 0), idx, lev) + } + } + } + +trap: + + trappedPoint = CurveTrap.Apply(z) + +properties: + + divider { + caption = "General Options" + } + option Center { + type = Complex + caption = "Center" + details = "Center of trap" + default = 0 + } + option Angle { + type = Float + caption = "Angle" + details = "Angle of rotation" + default = 0 + range = [-360,360] + } + option Scale { + type = Float + caption = "Scale" + details = "Scale factor applied to trap" + range = (0,) + default = 2 + } + option Solid { + type = Boolean + caption = "Solid" + details = "Check to create solid trap" + default = False + } + option AlternateAngle { + type = Boolean + caption = "Alternate Angle" + details = "Use alternate angle calculation" + default = False + } + option LineWidth { + type = Float + caption = "Line Width" + details = "Extent of trap on either side of curve (> 0)" + range = (0,) + default = 0.00411522633744855967078189300413 + enabled = ~Solid + } + divider { + caption = "U/V Controls" + } + option AbsU { + type = Float + caption = "Abs(U)" + details = "Magnitude of U (1-2)" + default = 1.1 + range = [1,2] + } + option ArgU { + type = Float + caption = "Arg(U)" + details = "Angle of U" + default = 0 + range = [-360,360] + } + option ArgV { + type = Float + caption = "Arg(V)" + details = "Angle of V" + default = 180 + range = [-360,360] + } + divider { + caption = "Circle Controls" + } + option N { + type = IntegerEnum(3,12) + caption = "N" + details = "Number of base circles" + default = 4 + } + option Steps { + type = IntegerEnum(1,16) + caption = "Steps" + details = "Number of inversion steps" + default = 8 + } + option Shift { + type = Boolean + caption = "Shift" + details = "Check to rotate initial chain by pi/N" + default = False + } + option RadiusMin { + type = Float + caption = "Radius Min" + details = "Minimum acceptable circle radius" + default = 0 + range = [0,) + } + #define ShowLevel(Index) + + divider { + caption = "Level #Index# Options" + } + option LR#Index# { + type = Boolean + caption = "Show Ring" + details = "Show ring of circles at level #Index#" + default = True + enabled = Steps >= #Index# + } + option LC#Index# { + type = Boolean + caption = "Show Center" + details = "Show center circle at level #Index#" + default = True + enabled = Steps >= #Index# + } + #end + + #include ShowLevel("1") + #include ShowLevel("2") + #include ShowLevel("3") + #include ShowLevel("4") + #include ShowLevel("5") + #include ShowLevel("6") + #include ShowLevel("7") + #include ShowLevel("8") + #include ShowLevel("9") + #include ShowLevel("10") + #include ShowLevel("11") + #include ShowLevel("12") + #include ShowLevel("13") + #include ShowLevel("14") + #include ShowLevel("15") + #include ShowLevel("16")]]> + + + + + + + 1) { + for (i = 1, i < Steps, i += 1) { + min = max + max = count + + for (j = min, j < max, j += 1) { + for (k = 0, k < N+1, k += 1) { + c[count] = Mobius.TransformCircle(m[k], c[j]) + ' + ' Skip circles that are too small. + ' + if (c[count].Radius >= RadiusMin) { + index[count] = index[j] + level[count] = i + count += 1 + } + } + } + } + } + ' + ' Reset Total in case you skipped circles that were too small. + ' + Total = count + + CurveTrap.Initialize( \ + Center, DegreeToRadian(Angle), Scale, AlternateAngle, 6, False, LineWidth \ + ) + ' + ' Add the circles to the trap based on user criteria. + ' + for (i = 0, i < Total, i += 1) { + lev = level[i] + idx = index[i] + ' + ' Note: idx=N for center circles. + ' + if (idx = 0) { + if (ShowCenter[lev]) { + CurveTrap.AddCircle2(c[i], Solid, IIf(Solid, lev, 0), idx, lev) + } + } else { + if (ShowRing[lev]) { + CurveTrap.AddCircle2(c[i], Solid, IIf(Solid, lev, 0), idx, lev) + } + } + } + +trap: + + trappedPoint = CurveTrap.Apply(z) + +properties: + + divider { + caption = "General Options" + } + option Center { + type = Complex + caption = "Center" + details = "Center of trap" + default = 0 + } + option Angle { + type = Float + caption = "Angle" + details = "Angle of rotation" + default = 0 + range = [-360,360] + } + option Scale { + type = Float + caption = "Scale" + details = "Scale factor applied to trap" + range = (0,) + default = 2 + } + option Solid { + type = Boolean + caption = "Solid" + details = "Check to create solid trap" + default = False + } + option AlternateAngle { + type = Boolean + caption = "Alternate Angle" + details = "Use alternate angle calculation" + default = False + } + option LineWidth { + type = Float + caption = "Line Width" + details = "Extent of trap on either side of curve (> 0)" + range = (0,) + default = 0.00411522633744855967078189300413 + enabled = ~Solid + } + divider { + caption = "U/V Controls" + } + option AbsU { + type = Float + caption = "Abs(U)" + details = "Magnitude of U (1-2)" + default = 1.1 + range = [1,2] + } + option ArgU { + type = Float + caption = "Arg(U)" + details = "Angle of U" + default = 0 + range = [-360,360] + } + option ArgV { + type = Float + caption = "Arg(V)" + details = "Angle of V" + default = 180 + range = [-360,360] + } + divider { + caption = "Circle Controls" + } + option N { + type = IntegerEnum(3,16) + caption = "N" + details = "Number of base circles" + default = 4 + } + option Steps { + type = IntegerEnum(1,16) + caption = "Steps" + details = "Number of inversion steps" + default = 4 + } + option Shift { + type = Boolean + caption = "Shift" + details = "Check to rotate initial chain by pi/N" + default = False + } + option RadiusMin { + type = Float + caption = "Radius Min" + details = "Minimum acceptable circle radius" + default = 0.001 + range = [0,) + } + #define ShowLevel(Index) + + divider { + caption = "Level #Index# Options" + } + option LR#Index# { + type = Boolean + caption = "Show Ring" + details = "Show ring of circles at level #Index#" + default = True + enabled = Steps >= #Index# + } + option LC#Index# { + type = Boolean + caption = "Show Center" + details = "Show center circle at level #Index#" + default = True + enabled = Steps >= #Index# + } + #end + + #include ShowLevel("1") + #include ShowLevel("2") + #include ShowLevel("3") + #include ShowLevel("4") + #include ShowLevel("5") + #include ShowLevel("6") + #include ShowLevel("7")]]> + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + \ No newline at end of file diff --git a/โˆฃโโˆฃโœคโœปแ•ญแ•ฎแ—ฉ฿ฆเดฑ฿ฆแ—ฉแ•ญแ•ฎโœปโœคโˆฃโโˆฃ/โ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆโ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ €โ€ฏโ€„โ€ฏโ€โ€ฏโ€„โ€ฏโ €โ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆโ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡/ะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ €โ€ฏโ€„โ€ฏโ€โ€ฏโ€„โ€ฏโ €ะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜N/แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•๐–ข„โœฃแ—ฑแ—ดแ”“แ”•แ—ฑแ—ดโœฃ๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„๐ŸŠโฉ‡โ“„๐Ÿโฐ™๐Ÿโ“„โฉ‡๐ŸŠ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„โœฃโต™ะ˜Nโฉ‡ะ˜Nโต™โœฃ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„๐ŸŠโฉ‡โ“„๐Ÿโฐ™๐Ÿโ“„โฉ‡๐ŸŠ๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„โœฃแ—ฑแ—ดแ”“แ”•แ—ฑแ—ดโœฃ๐–ข„แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•/๊“จะ˜๊Ÿผ.โ…ƒMX.๐ซฐโŠšแ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•โŠš๐ซฐ.XML.PNG b/โˆฃโโˆฃโœคโœปแ•ญแ•ฎแ—ฉ฿ฆเดฑ฿ฆแ—ฉแ•ญแ•ฎโœปโœคโˆฃโโˆฃ/โ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆโ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ €โ€ฏโ€„โ€ฏโ€โ€ฏโ€„โ€ฏโ €โ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡โ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆโ—‡โŸ โœฃแ‘แ‘•โŸ ๐Ÿ๊—ณ๐ŸโŸ แ‘แ‘•โœฃโŸ โ—‡/ะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ €โ€ฏโ€„โ€ฏโ€โ€ฏโ€„โ€ฏโ €ะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜Nโ—ฆเญฆโ—ฆโ—ฏโ—ฆเญฆโ—ฆะ˜NโŸ โต™ะ˜Nโ“„โ—‡โ“„๐ŸŠโŸ ๐ŸŠโ“„โ—‡โ“„ะ˜Nโต™โŸ ะ˜N/แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•๐–ข„โœฃแ—ฑแ—ดแ”“แ”•แ—ฑแ—ดโœฃ๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„๐ŸŠโฉ‡โ“„๐Ÿโฐ™๐Ÿโ“„โฉ‡๐ŸŠ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„โœฃโต™ะ˜Nโฉ‡ะ˜Nโต™โœฃ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„๐ŸŠโฉ‡โ“„๐Ÿโฐ™๐Ÿโ“„โฉ‡๐ŸŠ๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„โœฃแ—ฑแ—ดแ”“แ”•แ—ฑแ—ดโœฃ๐–ข„แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•/๊“จะ˜๊Ÿผ.โ…ƒMX.๐ซฐโŠšแ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„แ—ฑแ—ดโ—‡แ‘แ‘•๐Ÿโต™แ‘แ‘•โต™๐Ÿแ‘แ‘•โ—‡แ—ฑแ—ด๐–ข„๐Ÿโ“„โœฃะ˜NโŸ แ‘แ‘•โŸ ะ˜Nโœฃโ“„๐Ÿ๐–ข„แ”“แ”•โ“„๐Ÿแ‘แ‘•๐Ÿโ“„แ”“แ”•โŠš๐ซฐ.XML.PNG 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