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  1. ¯6»ˇƒpH-7ˆÈ¥Kepler9Ç= øfi≈rëxJ˛±üµ3˚ÕÇÁé≠ÉNewParallel3NewLineIntersectionµNewCircleIntersection˛NewCircleLineIntersect±NewExtensionüNewRightAngle˚NewTangentÕÑÖ"…}nMath$…¢ãFiles7ı¨>KeplerFrames7ıl¿KeplerGraphs7ı-BKeplerPorts;‚WêFonts;‚ÜDisplayܡˇ¯˚˘ˇˇ{ˇ?ˇ    ˇ˝Ú˘∞ˇ.˝E
  2. ˘d˘Dˇ¸8ˇ.˚íˇ˙ˇ;˘vá@C0C0ÄC0àø¡ˇ¯î!ˇ¿;·8;√ûûÄ~ÉÄÉ ÑûÄæÖÄ≈Ü®‰©}'BûÅ^äÅjã©ã|lH∞~ûûÄûÑħ ÖûÄfiÜÄÊá©©'}HJûÅ~ãÅãå®l|ÉP∞ûÄ!ª¡ˇ¯O‡ |¶ø¡ˇ¯êî!ˇ∏;·8êA;¿Ä¢ˇ–®≈ ,ÜA‰ÄbˇÏÄBˇƒHÄA;√Ä‚ˇ‘ÄgˇÙÄBˇƒKˇˇÄAûê~ûÅà9 ±(ûÅ^ä8jÄBˇ–HÄAûÅ~ã8kÄBˇ–Kˇ˛±ÄAûÅûå8l ÄBˇ–Kˇ˛ïÄA8~Äɡ¸Äˇú|    ¶ÄDˇ†O‡!ÄAÄ¢ˇ–Äe8ûÄ√ˇ¸Äˇî|    ¶ÄFˇòO‡!ÄAÄ‚ˇ–Äg8ûŎ¸Äˇt|    ¶ÄHˇxO‡!ÄAÄÄ!|¶ª¡ˇ¯O‡ |¶øˇ‡9Ŏ–Hêî!ˇÄ;·8êA;√ûÅ>âÉ©ù´ΩûÅ^äÉäú´úûÅ~ãÉkõ´{ûÅûåÉLö´ZûÄ~ÉÉ# ô´9ûÄûÑÉ ò´|Ωÿ|›»|Â1÷}–}<¿}HI÷}gRmlÄëǡº»"ˇ∏»Bˇ∞¸a(|}ÿ|ùÿ|£!÷|‹–|¸–}9÷}%Bm*ÄëBˇº»Çˇ∏»¢ˇ∞¸ƒ((Ô„0$û}}ÿmlÄëǡº»‚ˇ∏…ˇ∞˝'@(o£Äêbˇº…Bˇ∏…bˇ∞˝äX(Ì©g˙¸éˇ¿Lˇ‡L»"ˇ®¸Ah*ÿB¸é®Ç∞ûû|º–l¶Äê¬ˇº»bˇ∏»Çˇ∞¸£ (oáÄê‚ˇº»¬ˇ∏»‚ˇ∞˝8(Ì%G˙˝@éˇ¿Lˇ‡L…bˇ®˝ãH*ŸÇ¸U驱ÄPÄ!9Ŏ–H|¶ªˇ‡O‡ |¶ø¡ˇ¯êî!ˇ∏;·8êA;¿Å"ˇ–©I /
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  6. ˇ¨|    ¶ÄJˇ∞O‡!ÄAÄÄ!|¶ªÅˇO‡ |¶øÅˇêî!ˇ∏;·8êA;√;Ñ;•8|8ùûâ~}etÄBˇÃKˇÙMÄA8~8ú8ΩÅǡ‘ÄÃˇÏġ§|    ¶ÄFˇ®O‡!ÄAÄÄ!|¶ªÅˇO‡ |¶ø°ˇÙêî!ˇ∞;·8êA;¿;†Ä‚ˇ–© ,àA‰‹Äbˇ¯ÄBˇƒKˇÛ]ÄA;√û9 ô>ÅBˇ‘ÄjˇÙÄBˇƒKˇÌÄAûê~ûÅ~ã9ıãÄbˇ¯ÄBˇƒKˇÏ·ÄA;£ù8`ˇˇò}Äǡ‘ÄdˇÙÄBˇƒKˇÏµÄAùê}ùÄΩÖ8¿∞≈ûIJá8gÄBˇ–KˇÚ—ÄAûÅà8hÄBˇ–KˇÏYÄAûÅ>â8i ÄBˇ–KˇÏ=ÄAûÅ^ä8jÄBˇ–KˇÏ!ÄAùÅ}ãûÅûåÄlêkûÄûÑħÖ®≈0Ê∞ÂùÅàûÅ>âÅIëHûÅ~ãÅãå®l0É∞åùÄΩÖûÄfiÜÄÊ ê ûÅàÅ( â©I1j±iùÅùåûÄ~ÉÄÉêåûÄæÖÄ≈Ü®Ê1±8~Å#ˇ¸Ä    ˇú|    ¶ÄIˇ†O‡!ÄA8}ÅCˇ¸Ä
  7. ˇú|    ¶ÄJˇ†O‡!ÄAÅbˇ–Äk8ûÅɡ¸Ä ˇî|    ¶ÄLˇòO‡!ÄAÄbˇ–Äc8ùÄ£ˇ¸Äˇî|    ¶ÄEˇòO‡!ÄAĬˇ–Äf8ûÄ„ˇ¸Äˇt|    ¶ÄGˇxO‡!ÄAŎ–Äh8ùÅ#ˇ¸Ä    ˇt|    ¶ÄIˇxO‡!ÄAÄ Ä!|¶ª°ˇÙO‡ ø¡ˇ¯î!ˇ¿;·8;√ûûÅ^äÅjã©ãUÉ<ûÄûÑħÖ®≈|Ê∞˛ûûÅàÅ(â©IUK<ûÅûåÄlÉ®É|§X∞æÄ!ª¡ˇ¯O‡ |¶ø¡ˇ¯êî!ˇ∏;·8êA;¿Ä¬ˇ–®Ê /A¯‰ÄbˇÙÄBˇƒKˇÏëÄA;√Ŏ‘ÄhˇÙÄBˇƒKˇÈQÄAûê~ûÅ>â9@±IûÅ~ã8kÄBˇ–KˇÏÄAûÅûå8lÄBˇ–KˇÈÄA8~Äɡ¸Äˇú|    ¶ÄDˇ†O‡!ÄAÄ¢ˇ–Äe8ûÄ√ˇ¸Äˇî|    ¶ÄFˇòO‡!ÄAÄ‚ˇ–Äg8ûŎ¸Äˇt|    ¶ÄHˇxO‡!ÄAÄÄ!|¶ª¡ˇ¯O‡ |¶øˇ‡9Ŏ∞Hêî!ˇP;·8êA;√ûÅ>âÉ©ù´ΩûÅ^äÉäú´úûÅ~ãÉk õ´{ûÅûåÉLö´ZûÄ~ÉÉ#ô´9ûÄûÑÉ ò´|Ω‡|›‡|Â1÷}»}:»}HI÷}gRmlÄëǡº»Çˇ∏»¢ˇ∞ˇ‰((|}ÿ|ùÿ|£!÷|⁄¿|˙¿}9÷}%Bm*ÄëBˇº»¬ˇ∏»‚ˇ∞ˇΔ8(ˇü@¸ho´Äëbˇº…ˇ∏…"ˇ∞˝HH(}ùÿmÉÄêbˇº…bˇ∏…ǡ∞˝´`(ÏÚÏ $Ô™*oDÄêǡº»Bˇ∏»bˇ∞¸Ç(|∫¿l¶Äê¬ˇº»¢ˇ∏»¬ˇ∞¸Â0(ÌÚÌ($ÔÑH*Ì_$ÌÚÌã$̨$Ï*h(ÄBˇ»KˇÓ≈ÄAˇ`êûûà˛|Ëtm    Äë"ˇº»ˇ∏»"ˇ∞¸@(ÏbÚ}Z¿mKÄëbˇº»Çˇ∏»¢ˇ∞¸ƒ((Ï„È∫˝éˇ¿Lˇ‡L…"ˇ®˝I8*ŸB¸Eé©Ç±ûûûà~|dtlÖÄê¢ˇº…bˇ∏…ǡ∞˝´`(ÏÚ|€Ël«Äê‚ˇº»"ˇ∏»Bˇ∞¸a(Ïć˙¸†éˇ¿Lˇ‡L»¬ˇ®¸Ê *ÿ‚¸-驱ÄÄÄ!9Ŏ∞H|¶ªˇ‡O‡ |¶øÅˇêî!ˇ∏;·8êA;√;Ñ;•8|8ùû8æÄBˇÃKˇÓÄA8~8ú8ΩÅ"ˇ‘ÅIˇÏÄ
  8. ˇ¨|    ¶ÄJˇ∞O‡!ÄAÄÄ!|¶ªÅˇO‡ |¶øÅˇêî!ˇ∏;·8êA;√;Ñ;•8|8ùûâ~}etÄBˇÃKˇÌÅÄA8~8ú8ΩÅǡ‘ÄÃˇÏġ§|    ¶ÄFˇ®O‡!ÄAÄÄ!|¶ªÅˇO‡ |¶ø°ˇÙêî!ˇ†;·8êA;¿ìfl ìflìflÄ‚ˇ–© ,àA‰x8ÄBˇ–KˇËÂÄAÅ?â©I1j±i8ÄBˇ–Kˇ‰çÄAÅüå®l0É∞å8 ÄBˇ–Kˇ‰iÄAÄø Ö®≈0Ê∞Â;†/A˘Äbˇ‰ÄBˇƒKˇÈ9ÄA;√ûW®<1(ˇˇô>ÅBˇ‘ÄjˇÙÄBˇƒKˇ‰ÄAûê~ûÅ~ã9ıãûÄ~ÉÄüêÉûÄæÖÄflê≈ûIJáÅ ë 8~Å#ˇ¸Ä    ˇú|    ¶ÄIˇ†O‡!ÄAÅBˇ–Äj8ûÅcˇ¸Ä ˇî|    ¶ÄKˇòO‡!ÄAÅǡ–Äl8ûÄ£ˇ¸Äˇt|    ¶ÄEˇxO‡!ÄA3ΩC‡ˇÄ0Ä!|¶ª°ˇÙO‡ |¶ø·ˇ¸êî!ˇ¿;·8êAÄÄ!|¶ª·ˇ¸O‡ âˇ¸ˇÏCircleIntersection ˇ¯ˇÏCircleLineIntersection ˇÙˇÏExtensionDesc ˇˇÏIntersectionDesc ˇÏˇÏParallelDesc ˇËˇÏRightAngleDesc ˇ‰ˇÏTangentDesc ä    
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  10.  STmnô∏‡ÈÚ˛     ã¯38Parallel.Calcself·{l¯Ç8NewParallelnew·{l¯˚»8RightAngle.Calcf†{self·{hx0‚{x1‰{x2Ê{y0„{y1Â{y2Á{¯ 8NewRightAnglenew·{h¯µÿ8Intersection.Calcf‚{self·{px0„{x1Â{x2Á{x3È{y0‰{y1Ê{y2Ë{y3Í{¯ã8NewLineIntersectionnew·{p¯ø‡¿CircleInter.CalcM1x†{M1y¢{M2x°{M2y£{R1x§{R1y¶{R2x•{R2yß{c´{d™{h±{mx®{my©{qxØ{qy∞{r1≠{r2Æ{s¨{self·{|¯fi8CircleInter.Readr„{tself·{|¯˛8CircleInter.Writer„{tself·{|¯≈8NewCircleIntersectionnew1·{|new2‚{|¯Ú‡¿CircleLineInter.CalcL1x°{L1y£{L2x•{L2yß{M1x†{M1y¢{M2x®{M2y©{R1x§{R1y¶{c≠{d¨{h±{mx™{my´{qy∞{r1Ø{sÆ{self·{x¯ë    8CircleLineInter.Readr„{tself·{x¯±    8CircleLineInter.Writer„{tself·{x¯¯
  11. 8NewCircleLineIntersectnew1·{xnew2‚{x¯ü 8Extension.Calcself·{t¯Á 8NewExtensionnew·{t¯é¯8Tangent.Calcd2°{faktor§{r2†{self·{dx0‚{x1„{x2‰{x3¢{y0Â{y1Ê{y2Á{y3£{¯≠8Tangent.Readr„{tself·{d¯Õ8Tangent.Writer„{tself·{d¯Ω(8NewTangenti‚{new·{dp0xp1xp2 x¯»8$$˜CircleIntersectionsign˜CircleLineIntersectionsign˜ExtensionDesc˜IntersectionDesc˜ParallelDesc˜RightAngleDesc˜TangentDescsign