Á722õ=Ùÿÿÿ,dd +Ð(I)    ðÿÿÿ�1Courier Newóÿÿÿ�1Symbol Newóÿÿÿ�1Courier Newõÿÿÿ�1Courier Newðÿÿÿ�Timesr Newëÿÿÿ¼ÿTimes New Romanóÿÿÿ�1Courier Newóÿÿÿ�1Courier Newëÿÿÿ¼ÿTimes New Romanóÿÿÿ�1Courier NewØXÄ”±†V$ØXÄ”±†V$ØXÄ”±†V$ØXÄ”±†V$ 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° tÇD­Îäþ¿°4† щ¢¥ý¿ÒLß0 j«@Ib± ¬¹À[É— F3(�@³ìÅíþ-\ñÀ&ÌÄܧÜ@€ÿ?€ÿ?€ÿ?pN`IãÀ8†pSâMÛ@øî0Yu—´@Ñ׬MŽí¬ÀÑ׬MŽí¬ÀÜ×£p= ·ý¿Ñ׬MŽí¬@Ñ׬MŽí¬@!º…ëQ¸®@033333³þ?ÐÌÌÌÌÌÌû? @¨^ß›OwÖû?ÐÌÌÌÌÌŒÿ?€ÿ?Àþ?t<ôÌõIc@î0<ô€„V$Õ @ú@ÐÌÌÌÌÌÌû?@œ @È@–@À¤ó€ÿ?�À´÷ÆÍ«ºÜ @ú@ @È@ @È@Ì<(�…ÀÌ<(�…ÀÏÌÌÌÌÌŒý¿Ì<(�…@Ì<(�…@€ffffff†@ @dddddddddddddddddddddddddddddddddddddddd <ÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?†U¼‘yäÉ@(($––X¼‘yäÉ@p3Ü€ÏÉ@‹¬È¥˜FÚÀõrÅ¥˜FÚÀ}6AË¥˜FÚ@¿ œÊ¥˜FÚ@€@€ÿ?€ÿ?€ÿ?œ‚®lÜÀHàÀ$: ŒäÀÄV`(ÊgP<�è�tû�̳ÒH¦šè° #(a*hvs(arccos(b/a)-u))sin(u)cos(t)#(a*hvs(arccos(b/a)-u))sin(u)sin(t)(a*hvs(arccos(b/a)-u))cos(u)a*hvs(arccos(b/a)-u)3XÜ3X-ÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?K«!q�¥ÉÀr3Ü€ÏÉ@$$$––€À€À€@€@€À€À\rÜ)¬ÿÿÿ?€@€@ÒÆkñ)€@ªûvþEñÀªûvþEñÀº£"‡ˆ›SÉî¿|ˆ}(Fñ@|ˆ}(Fñ@º£"‡ˆ›SÉî?Ü¢ÃléÀTÎ(@É(ðf4}¥ÐöfÌœ´´;‰ð[·�÷£Ä÷£`ø£”ø£Èø£b4ÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?€ÿ?$$$––€ÿ?€ÿ?š™™™™™™þ¿š™™™™™™þ¿ffffffæÿ?š™™™™™™þ?š™™™™™™þ?€ffffff†@€ÿ?€ÿ?€ÿ?ºÏÑÊÎFzÖü?Le˜ eÈs…ôÝ…ü®„XøƒˆƒX©š(³ Hþ£00b00a5ÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ? À @$$$––B�’�ø-pƒþ?€ÿ?€ÿ?€ý¿€ý¿�@€ý?€ý?°@€ÿ?€ÿ?€ÿ? @¸Tƒ°„d&„HÛÊ z* äÊ ÚȪš˜´ X¤00s*hvs(s-b)*hvs(a-s)4ÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?€ÿ?$$$––€ÿ?€ÿ?ðî/†!ûóéü¿m8QO(óÙü¿333333óÿ?üñ@ §¼× @ª¤µ‡¶+ו@€ffffffÆ@€ÿ?€ÿ?€ÿ?ºÏÑÊÎFzÖü? Ä¢-tÔ®¨Î”®*h0ÎtÃg­šp¶  ¤00 s*hvs(s-b)hvs(s-b)*sqrt(a^2-s^2)cos(p)hvs(s-b)*sqrt(a^2-s^2)sin(p) s*hvs(s-b)4ÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?€ÿ?$$$––€ÿ?€ÿ?ðî/†!ûóéü¿m8QO(óÙü¿€ý¿üñ@ §¼× @ª¤µ‡¶+ו@@°@€ÿ?€ÿ?€ÿ?ºÏÑÊÎFzÖü? $(ixþL§ àn!°C!÷…à8†�´š�½ ´ ¤000hvs(s-b)*sqrt(a^2-s^2)cos(p)hvs(s-b)*sqrt(a^2-s^2)sin(p) s*hvs(s-b)5ÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ? À @$$$––¢…oÈÝ�¹ÀVÍAõÓé2Äú?€ÿ?€ÿ? óÝóô|8‚@FBJ%còoðÿ?�@ óÝóô|8¢@#!¥’1ù7˜@°@€ÿ?€ÿ?€ÿ? óÝóô|8’@#!¥’1ù7ˆ@ @à#† w†�@†8ÉfdêeÄ\ºL¼šPÆ Ä ¤sqrt(a^2-s^2)*cos(p)*hvs(s-b)sqrt(a^2-s^2)*sin(p)*hvs(s-b) s*hvs(s-b)0ÿÿÿÿ2ÐÌÌÌÌÌÌü?€ÿ?Àh!¢ÚÉ@$$$––Àh!¢ÚÉ@€ÿ?Ì<(�…ÀÌ<(�…À333333³ÿ?Ì<(�…@Ì<(�…@€ffffff¦@€ÿ?€ÿ?€ÿ? )ìÓ’DÒ’ÀG|­{8<{È]{À¾šÄÈ h¤ˆ#¤lË œ¤,¤cos(t)*(a*a-b*b)^0.5sin(t)*(a*a-b*b)^0.5b0.0;2pi•1ðõðõÉ@xyz 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@Àþ? @Àh!¢ÚÉ@Þœ3ÈÕ”‰û¿mX¼ëºÀ„ý?ÍKØ‘ý€@ @€@€@ @ @ @ @ @ @ @ @ @ @ @ @ @Àh!¢ÚÉ@ @ @ @ @ @ @ @ @ @ @ <ôŒò´ <ôŒò´ <ôŒò´A Spherical Cap (Ignore the Cone!)ssin(p),sqrt(a^2-s^2))¸ršX7ÕóÀ@[UR—zpáþ¿¦`_µr¯#½@ŽâÎ�wýר@èÿÿÿ¼Times New Romanî£þÿÿÿAnimate on P to change thetaone!)ssin(p),sqrt(a^2-s^2))P>ŒíM}¤À„ "Ã!ž§³À«gª '²zÌÀ¯€z-Ócå±Àëÿÿÿ¼Times New Roman¸î£þÿÿÿAnimate on S to change zetaÿ!¹yì ü •Ì�”ÏÉWP>ŒíM}¤Ànk@*öQËÍÀuÝSÆ”äøçÀ¤ ¡ªóÁCÍÀëÿÿÿ¼Times New Romanpï£þÿÿÿAnimate on A to change a (sphere radius)),sqrt(a^2-s^2))\B,¢ÏË£ÀТµÖ'æÛÀ|W�KM~•À�ÙZf$OQöÀëÿÿÿ¼Times New Roman(ð£þÿÿÿAnimate on B to change b (z = b)radius)),sqrt(a^2-s^2))P>ŒíM}¤À0òÑ¶ŽæŽ¡ÀáñM¹ü°À¼öS°²‡–Àëÿÿÿ¼Times New Romanàð£þÿÿÿz on the "outside" and r on the "inside"œî î¨°WÐËZÞ3ÜãÀð ¸@u¦þ¿6ô×Ö¢çá�@y9J$.‰”«@ëÿÿÿ¼Times New Romanþÿÿÿr = a*hvs(arccos(b/a)-u)ÿÿ,’ ØO®^©ÀÛ·dªI¨šÀßäZÊ.W‹@•ù òóÌÿ?óÿÿÿ�1Courier New Pò£þÿÿÿz = bÐLÐÉW(±W`|WHÐLШ°W ÿ¦9ò³¨ÀhªÀ+ÛºyX”ëÀ¬¬-ú!¸V™@Še²sÆjÃÿ?óÿÿÿ�1Courier New ó£þÿÿÿsegment (0,0,b)-->(0,0,a)vs(s-b))(p),sqrt(a^2-b^2)sin(p),b¦9ò³¨ÀhªÀjq6q/^ÇÀHsß~úfå@Y0w-¿;×¹ÿ?óÿÿÿ�1Courier New Àó£þÿÿÿ(x,y,z) = (0,0,s*hvs(s-b)*hvs(a-s))Gy ò‡fÿ¦9ò³¨ÀhªÀ7³ÿâyd.äÀÚí”|çÈgû@côÚ¨ ±C°ÿ?óÿÿÿ�1Courier New xô£þÿÿÿsegment (0,0,s*hvs(s-b))--(hvs(s-b)*sqrt(a^2-s^2)cos(p),hvs(€“Møoúñ5…À˜óÆÓ$m£@Ðê %˹þÀZ_ æ‡Ç÷ŒÀëÿÿÿ¼1Courier New0õ£þÿÿÿsegment (0,0,0)--(hvs(s-b)*sqrt(a^2-s^2)cos(p),hvs(s-b)*sqrt /¦9ò³¨ÀhªÀØ÷äAÃЦÀ@äç¶…TÅ@Ùv퉓ÿ?óÿÿÿ�1Courier New èõ£þÿÿÿ(x,y,z) = (sqrt(a^2-s^2)*cos(p)*hvs(s-b),sqrt(a^2-s^2)*sin(pÿþKò³¨ÀhªÀ[Œ}ƒÍž.�À¼!]œå ¥Í@ÝÙÔ`ù4¨@óÿÿÿ�1Courier New  ö£þÿÿÿ(x,y,z) = (cos(t)*(a*a-b*b)^0.5,sin(t)*(a*a-b*b)^0.5,b)@? $O /:!,ýŸ8V©À«T­ŽÀ]#W€ôÎyÙ@9�n€EMRùÿ?óÿÿÿ�1Courier New þÿÿÿ À @ À @ @Àh!¢ÚÉ@