I722D=ÙÿÿÿOdd +Ð(I)   ðÿÿÿ�1Courier Newóÿÿÿ�SymbolExtendedBx“äyÐxóÿÿÿ�1Courier Newõÿÿÿ�1Courier Newðÿÿÿ�Times New Romanëÿÿÿ¼ÿTimes New RomanÈx“äyÐxóÿÿÿ�1Courier Newóÿÿÿ�1Courier Newóÿÿÿ�1Courier Newóÿÿÿ�1Courier NewØXhæÆ±†V”ØXhæÆ±†V”ØXhæÆ±†V”ØXhæÆ±†V”ÿÿÿÿÿÿÿÿ¿?ÿÿÿ /ÿÿ¿¿ ÿÿ‡‡< àààÀÀÀ   €€€```@@@¿?~ÞÿÿÌÌÿ~ÞÿÞ~Þÿ~~ÿÞÿÿ¿ÿ¿ÿ¿ÿÿÿÿÞÿÞÿÞÿÿ±ÞÔ±ÔÞÔ±ÞÔÞ±Þ±ÔÞÔ±¿ñÞ¿ÞñÞñ¿Þ¿ññÞ¿ñ¿Þÿ–ê–êÿÌÌÌÈpÞÍÞh ‚(À Ô((P„°d Èd {  d< p {ÿÿ2°ÿÿÿÿ 9 ×£p=Š@9 ×£p=ŠÀ9 ×£p=Š@x¾'“�mêÀx¾'“�mê@€ÿ?€ÿ?€ÿ?ð@ @ð@€@€@€@033333³þ?ÐÌÌÌÌÌÌû? @¨^ß›OwÖû?˜™™™™™™ÿ?€ÿ?Àþ?tÈêXìIc@`HÈꀄV” @ú@ÐÌÌÌÌÌÌû?@œ @ @–@O¨ê€ÿ?wåC~ïØòUwåC~€ÿ?ú@€ÿ?È@€ÿ?È@ @dddddddddddddddddddddddddddddddddddddddd Êÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?Àh!¢ÚÉ@$$$––äNw!¢ÚÉ@€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?ü Lù¸ ë¸ìÁÀ;ËìL³¤NÌèé¸kim(t)&r = kim(t); 0.000000 <= t <= 6.2831850.000000000000;6.283185307180§O0§OÑÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ? À @$$$––Zž\Ø¿†;„ÿ?~œªà‡ÔA´À€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?Zž\Ø¿†;„ÿ?~œªà‡ÔA´ÀT>¹X?¹\@¹ÐŠÆÔ‹ÆØŒÆÜ�ưg5\š½kim(theta(p))cos(theta(p))kim(theta(p))sin(theta(p))pi/4@(x,y) = (kim(theta(p))cos(theta(p)),kim(theta(p))sin(theta(p)))Íÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ? À @$$$––~œªà‡ÔA´ÀZž\Ø¿†;„ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?Bäìñšý? $(, 0!ü›½ˆJ½ Ÿ½à”Áì“Æ€–Á00kim(theta(p))*cos(theta(p))kim(theta(p))*sin(theta(p))Gseg (0,0) to (kim(theta(p))*cos(theta(p)),kim(theta(p))*sin(theta(p)))Íÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ? À @$$$––Zž\Ø¿†;„ÿ?~œªà‡ÔA´ÀúáÇMý£˜@º€<Àv…”À€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?Bäìñšý? X8½\9½`:½d;½h<½l=½p>½ˆ£½0M½P»ÁÀÉÁd¥ÆÎÁkim(theta(p))*cos(theta(p))kim(theta(p))*sin(theta(p))[kim(theta(p))*cos(theta(p))+.2*w*(kimp(theta(p))cos(theta(p))-kim(theta(p))*sin(theta(p)))[kim(theta(p))*sin(theta(p))+.2*w*(kimp(theta(p))sin(theta(p))+kim(theta(p))*cos(theta(p)))ùseg (kim(theta(p))*cos(theta(p)),kim(theta(p))*sin(theta(p))) to (kim(theta(p))*cos(theta(p))+.2*w*(kimp(theta(p))cos(theta(p))-kim(theta(p))*sin(theta(p))),kim(theta(p))*sin(theta(p))+.2*w*(kimp(theta(p))sin(theta(p))+kim(theta(p))*cos(theta(p))))Íÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ? À @$$$––ú\¿Ó’L¼þ?~œªà‡ÔA´ÀZž\Ø¿†;„ÿ?Ϊ� ÃÔW€À€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?€ÿ?Bäìñšý?4"8#<$@%D&H'L(¶Æ8¨½pエǽü²½`̽kim(theta(p))*cos(theta(p))kim(theta(p))*sin(theta(p))qkim(theta(p))*cos(theta(p))+.05*w^2*((kipp(theta(p))-kim(theta(p)))cos(theta(p))-2*kimp(theta(p))*sin(theta(p)))qkim(theta(p))*sin(theta(p))+.05*w^2*((kipp(theta(p))-kim(theta(p)))sin(theta(p))+2*kimp(theta(p))*cos(theta(p)))seg (kim(theta(p))*cos(theta(p)),kim(theta(p))*sin(theta(p))) to (kim(theta(p))*cos(theta(p))+.05*w^2*((kipp(theta(p))-kim(theta(p)))cos(theta(p))-2*kimp(theta(p))*sin(theta(p))),kim(theta(p))*sin(theta(p))+.05*w^2*((kipp(theta(p))-kim(theta(p)))sin(thetaxyz À À À À À À À À À À À À À À À À À À À À À À À À À À À›J»¢XTø­@Š—nƒÀÊ…ÀÀÌÌÌÌÌÌÌü?œ™™™™™™™@ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @3333333ƒ@ @ @ @ @ @ @ @ @ @ @ Èêé( Èêé( Èêé(3÷°÷@ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @KIMH�Æ0„ ü>¢ �æfß¹”ÈÚ� €Ë½ ùnñmÈÞ›ÿ?Ì~Ž-�æfßþ?peØŠr¸¸²þ¿Aâ7Ãߊ|Œÿ?Ì~Ž-�æfßþ?L"èUŠ †þ¿«ü0úþ?Ì~Ž-�æfßþ?peØŠr¸¸²ý¿¤‘‰Û2pÜþ?Ì~Ž-�æfßþ?peØŠr¸¸²ü¿4x†KÀ+¾þ?Ì~Ž-�æfßþ?Å^£0zNçŸþ?Ì~Ž-�æfßþ?peØŠr¸¸²ü?UE0ۨܢ�þ?Ì~Ž-�æfßþ?peØŠr¸¸²ý?ËWz ¯Õ¼Æý?Ì~Ž-�æfßþ?LKIMP†þ?ì$\‘ÆW*Xü>¢ peØŠr¸¸²þ?ä[kÓV›ü?Ì~Ž-�æfßþ?Ì~Ž-�æfßþ?uù=V8V‰ú?Ì~Ž-�æfßþ?L"èUŠ †ÿ?±Îy€nãš­û¿Ì~Ž-�æfßþ?ÂX}9d¡aœÿ?M –ü8ßÏü¿Ì~Ž-�æfßþ?neØŠr¸¸²ÿ?jÙêõ €x¤ý¿Ì~Ž-�æfßþ?r3Ü€ÏÉÿ?O Ñ Ãcáý¿Ì~Ž-�æfßþ?Ê~Ž-�æfßÿ?”ŸÛ%³#ÅŽþ¿Ì~Ž-�æfßþ?z‹é~�ý½õÿ?¹N{„• ­þ¿Ì~Ž-�æfßþ?L"èUŠ †THETAUNËp’Æ0„ ü>¢ 6‘@äë4&'y’éþ¿Ì~Ž-�æfßþ?ÁX}9d¡aœ@¨Ô=|uëƒÿ¿Ì~Ž-�æfßþ?ß*bë,�§@`��èd® “ÿ¿Ì~Ž-�æfßþ?oeØŠr¸¸²@G“Mç/¢ÿ¿Ì~Ž-�æfßþ?Åë…³ùCä½@Ψ>6 R±ÿ¿Ì~Ž-�æfßþ?r3Ü€ÏÉ@ˆ5ºèYtÀÿ¿L"èUŠ †ÿ?r3Ü€ÏÉÀ#*WöU û±@L"èUŠ †ÿ?Æë…³ùCä½ÀÇcú áîiª@L"èUŠ †ÿ?oeØŠr¸¸²Àl��KKIPP@L"èThe Green vector is the Position Vectorta(p))+.05*w*kimp(thÿ„ ü:ï­ß‚À@a×Gžú™@Xlå .´Ào2NOŒä1�Àëÿÿÿ¼Times New Roman*þÿÿÿThe Red vector is the Acceleration VectorUœ®8£ÌÌú?ÿ„ ü:ï­ß‚À˜áJ‹#–Ä@Œå¡J±ÕÝÀßRìð½cuÆÀëÿÿÿ¼Times New RomanÀ*þÿÿÿMotion with Constant Angular Velocity = w (Animate on w)an®Dã]¢“ñúÀ ™˜\;†�@ˆyÒêvì�Ç@¿ŠPÝs/ß@ëÿÿÿ¼Times New Romanx+þÿÿÿTime = p (Animate on p)ular Velocity = w (Animate on w)Opí´ùíláâÀŒ!·É°ªÆ¾@¸F$ÿ]îœ@zÖç­3ªÊ³@ëÿÿÿ¼Times New Roman0,þÿÿÿUse Equa/User Functions to change curve (KIM) and its deriv(¶ÑûÑ…À‰«¶’ú‚@ `{þ:%>²@�0œÅÓìgÉ@ëÿÿÿ¼Times New Romanè,þÿÿÿThe Purple vector is the Velocity VectorKIM) and its deriv€€iû–Iöa‚ÀXánHSô˜¥@$ÌJ^âé…ÈÀ½ø7Ù!ذÀëÿÿÿ¼Times New Romanþÿÿÿr = kim(t); 0.000000000000 <= t <= 6.283185307180ÿ‚qGZÐÈÀ @YëCc}�ÀîÞƒJ݉@óÿÿÿ�1Courier New X.þÿÿÿ(x,y) = (kim(theta(p))cos(theta(p)),kim(theta(p))sin(theta(p ÿ‚qGZÐÈÀ @YëCc}�ÀwEFÉ[0Êø@óÿÿÿ�1Courier New /þÿÿÿsegment (0,0)-->(kim(theta(p))*cos(theta(p)),kim(theta(p))*s ÿ‚qGZÐÈÀ @YëCc}�À°²XŒŒÌÙÝ@óÿÿÿ�1Courier New È/þÿÿÿsegment (kim(theta(p))*cos(theta(p)),kim(theta(p))*sin(theta‚qGZÐÈÀ @YëCc}�À¿3kO½héÂ@óÿÿÿ�1Courier New €0þÿÿÿsegment (kim(theta(p))*cos(theta(p)),kim(theta(p))*sin(thetaÿ‚qGZÐÈÀ @ÍùçB£xsßÀ